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1 ·ce221179eec3300cf6d6a38ae65cec63·40972·haskell·optional·libghc-integer-logarithms-dev_1.0.4-1_amd64.deb1 ·acbd67de0b6d661a160a2ad1fd026329·40748·haskell·optional·libghc-integer-logarithms-dev_1.0.4-1_amd64.deb
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1 Package:·libghc-integer-logarithms-dev1 Package:·libghc-integer-logarithms-dev
2 Source:·haskell-integer-logarithms2 Source:·haskell-integer-logarithms
3 Version:·1.0.4-13 Version:·1.0.4-1
4 Architecture:·amd644 Architecture:·amd64
5 Maintainer:·Debian·Haskell·Group·<pkg-haskell-maintainers@lists.alioth.debian.org>5 Maintainer:·Debian·Haskell·Group·<pkg-haskell-maintainers@lists.alioth.debian.org>
6 Installed-Size:·3736 Installed-Size:·373
7 Depends:·libghc-array-dev-0.5.8.0-fa0dd,·libghc-base-dev-4.20.2.0-47ff0,·libghc-ghc-bignum-dev-1.3-1cfec,·libghc-ghc-prim-dev-0.12.0-3e77a,·libc6·(>=·2.2.5),·libgmp10·(>=·2:6.3.0+dfsg)7 Depends:·libghc-array-dev-0.5.8.0-fa0dd,·libghc-base-dev-4.20.2.0-47ff0,·libghc-ghc-bignum-dev-1.3-1cfec,·libghc-ghc-prim-dev-0.12.0-3e77a,·libc6·(>=·2.2.5),·libgmp10·(>=·2:6.3.0+dfsg)
8 Provides:·libghc-integer-logarithms-dev-1.0.4-e1d298 Provides:·libghc-integer-logarithms-dev-1.0.4-545d8
9 Section:·haskell9 Section:·haskell
10 Priority:·optional10 Priority:·optional
11 Homepage:·https://github.com/haskellari/integer-logarithms11 Homepage:·https://github.com/haskellari/integer-logarithms
12 Description:·integer·logarithms12 Description:·integer·logarithms
13 ·Math.NumberTheory.Logarithms·and·Math.NumberTheory.Powers.Integer13 ·Math.NumberTheory.Logarithms·and·Math.NumberTheory.Powers.Integer
14 ·from·the·arithmoi·package.14 ·from·the·arithmoi·package.
15 ·.15 ·.
16 ·Also·provides·GHC.Integer.Logarithms.Compat·and16 ·Also·provides·GHC.Integer.Logarithms.Compat·and
17 ·Math.NumberTheory.Power.Natural·modules,·as·well·as·some17 ·Math.NumberTheory.Power.Natural·modules,·as·well·as·some
18 ·additional·functions·in·migrated·modules.18 ·additional·functions·in·migrated·modules.
19 ·.19 ·.
20 ·This·package·provides·a·library·for·the·Haskell·programming·language.20 ·This·package·provides·a·library·for·the·Haskell·programming·language.
21 ·See·http://www.haskell.org/·for·more·information·on·Haskell.21 ·See·http://www.haskell.org/·for·more·information·on·Haskell.
22 Ghc-Package:·integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ22 Ghc-Package:·integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
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13 usr/share/doc/libghc-integer-logarithms-dev/copyright13 usr/share/doc/libghc-integer-logarithms-dev/copyright
14 var/lib/ghc/package.conf.d/integer-logarithms-1.0.4.conf14 var/lib/ghc/package.conf.d/integer-logarithms-1.0.4.conf
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20 -rw-r--r--···0·root·········(0)·root·········(0)·····2306·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Integer.hi20 -rw-r--r--···0·root·········(0)·root·········(0)·····2301·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Integer.hi
21 -rw-r--r--···0·root·········(0)·root·········(0)·····3518·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Natural.dyn_hi21 -rw-r--r--···0·root·········(0)·root·········(0)·····3524·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Natural.dyn_hi
22 -rw-r--r--···0·root·········(0)·root·········(0)·····3515·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Natural.hi22 -rw-r--r--···0·root·········(0)·root·········(0)·····3521·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Natural.hi
23 -rw-r--r--···0·root·········(0)·root·········(0)···190078·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ.a23 -rw-r--r--···0·root·········(0)·root·········(0)···190296·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g.a
24 -rw-r--r--···0·root·········(0)·root·········(0)···124872·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ-ghc9.10.3.so24 -rw-r--r--···0·root·········(0)·root·········(0)···124872·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g-ghc9.10.3.so
25 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/25 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/
26 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/26 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/
27 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-dev/27 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-dev/
28 -rw-r--r--···0·root·········(0)·root·········(0)······444·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.Debian.gz28 -rw-r--r--···0·root·········(0)·root·········(0)······444·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.Debian.gz
29 -rw-r--r--···0·root·········(0)·root·········(0)······314·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.gz29 -rw-r--r--···0·root·········(0)·root·········(0)······314·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.gz
30 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-dev/copyright30 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-dev/copyright
31 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./var/31 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./var/
2.56 KB
./var/lib/ghc/package.conf.d/integer-logarithms-1.0.4.conf
    
Offset 1, 12 lines modifiedOffset 1, 12 lines modified
1 name:·················integer-logarithms1 name:·················integer-logarithms
2 version:··············1.0.42 version:··············1.0.4
3 visibility:···········public3 visibility:···········public
4 id:···················integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ 
5 key:··················integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ4 id:···················integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
 5 key:··················integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
6 license:··············MIT6 license:··············MIT
7 copyright:7 copyright:
8 ····(c)·2011·Daniel·Fischer,·2017-2020·Oleg·Grenrus,·Andrew·Lelechenko8 ····(c)·2011·Daniel·Fischer,·2017-2020·Oleg·Grenrus,·Andrew·Lelechenko
  
9 maintainer:···········Oleg·Grenrus·<oleg.grenrus@iki.fi>9 maintainer:···········Oleg·Grenrus·<oleg.grenrus@iki.fi>
10 author:···············Daniel·Fischer10 author:···············Daniel·Fischer
11 stability:············Provisional11 stability:············Provisional
Offset 17, 34 lines modifiedOffset 17, 34 lines modified
17 ····from·the·arithmoi·package.17 ····from·the·arithmoi·package.
  
18 ····Also·provides·"GHC.Integer.Logarithms.Compat"·and18 ····Also·provides·"GHC.Integer.Logarithms.Compat"·and
19 ····"Math.NumberTheory.Power.Natural"·modules,·as·well·as·some19 ····"Math.NumberTheory.Power.Natural"·modules,·as·well·as·some
20 ····additional·functions·in·migrated·modules.20 ····additional·functions·in·migrated·modules.
  
21 category:·············Math,·Algorithms,·Number·Theory21 category:·············Math,·Algorithms,·Number·Theory
22 abi:··················e1d29972df97dfcb4706de097b50a6a822 abi:··················545d83b6fbae690912a5fda632e967cc
23 exposed:··············True23 exposed:··············True
24 exposed-modules:24 exposed-modules:
25 ····GHC.Integer.Logarithms.Compat·Math.NumberTheory.Logarithms25 ····GHC.Integer.Logarithms.Compat·Math.NumberTheory.Logarithms
26 ····Math.NumberTheory.Powers.Integer·Math.NumberTheory.Powers.Natural26 ····Math.NumberTheory.Powers.Integer·Math.NumberTheory.Powers.Natural
  
27 import-dirs:27 import-dirs:
28 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ28 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
  
29 library-dirs:29 library-dirs:
30 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ30 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
  
31 library-dirs-static:31 library-dirs-static:
32 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ32 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
  
33 dynamic-library-dirs:33 dynamic-library-dirs:
34 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace34 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace
  
35 data-dir:·············/usr/share/integer-logarithms35 data-dir:·············/usr/share/integer-logarithms
36 hs-libraries:·········HSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ36 hs-libraries:·········HSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
37 depends:37 depends:
38 ····array-0.5.8.0-inplace·base-4.20.2.0-inplace·ghc-bignum-1.3-inplace38 ····array-0.5.8.0-inplace·base-4.20.2.0-inplace·ghc-bignum-1.3-inplace
39 ····ghc-prim-0.12.0-inplace39 ····ghc-prim-0.12.0-inplace
  
40 haddock-interfaces:40 haddock-interfaces:
41 ····/usr/lib/ghc-doc/haddock/integer-logarithms-1.0.4/integer-logarithms.haddock41 ····/usr/lib/ghc-doc/haddock/integer-logarithms-1.0.4/integer-logarithms.haddock
  
3.36 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/Integer/Logarithms/Compat.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/Integer/Logarithms/Compat.hi
Files 90% similar despite different names
3.03 KB
ghc --show-iface {}
    
Offset 1, 19 lines modifiedOffset 1, 19 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····
7 interface·GHC.Integer.Logarithms.Compat·91037 interface·GHC.Integer.Logarithms.Compat·9103
8 ··interface·hash:·33217e7f749ca3f64a0e76f1c92fefdc 
9 ··ABI·hash:·72540dcdd5ca2321a9c27a24682bb9118 ··interface·hash:·01f023f76effaa0955ddd303fdf8b3b6
 9 ··ABI·hash:·d7a610e89e1fd6879d9d716b2f0ba426
10 ··export-list·hash:·221b88cd62a02671f6528b289f831c6e10 ··export-list·hash:·221b88cd62a02671f6528b289f831c6e
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·674649a7ff7796be3d333dcdcfecb5b712 ··flag·hash:·0afdb6a8955f8c8a624cd3f2b7a624c5
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·0aab3dad62a154f692da69fb9637fcf916 ··src_hash:·0aab3dad62a154f692da69fb9637fcf9
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 31, 40 lines modifiedOffset 31, 40 lines modified
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import··-/··GHC.Integer.Logarithms·0c408b4ab828c77cce8707c368e8bdf134 import··-/··GHC.Integer.Logarithms·0c408b4ab828c77cce8707c368e8bdf1
35 import··-/··Prelude·51a7d66ad24e320ebb0c30db2f31549a35 import··-/··Prelude·51a7d66ad24e320ebb0c30db2f31549a
36 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f36 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f
37 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf37 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf
38 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·086a93f717677bac812a3c8868ee901338 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·171389fc0b4eebc4d07640c2d29914ff
39 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d39 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
40 17b6bd9619e21dc269b16b46687dec4b40 7424d31c978cabe0dd0be870240c4388
41 ··$trModule·::·GHC.Types.Module41 ··$trModule·::·GHC.Types.Module
42 ··[HasNoCafRefs,·TagSig:·<TagProper>,42 ··[HasNoCafRefs,·TagSig:·<TagProper>,
43 ···LambdaFormInfo:·LFCon[GHC.Types.Module],43 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
44 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]44 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
45 6b802bcd75df7e47356c79f408ca9dc745 5e6914b14f842dab4734e70d05baaa4d
46 ··$trModule1·::·GHC.Types.TrName46 ··$trModule1·::·GHC.Types.TrName
47 ··[HasNoCafRefs,·TagSig:·<TagProper>,47 ··[HasNoCafRefs,·TagSig:·<TagProper>,
48 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],48 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
49 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]49 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
50 11467e30941e56bd67d39ff69b6c077450 1010c8c183b929b40da031194a27f87d
51 ··$trModule2·::·GHC.Prim.Addr#51 ··$trModule2·::·GHC.Prim.Addr#
52 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,52 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
53 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]53 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]
54 6f97e4c5a79a0b308b5ef76fa3ca2f9854 5bf4d8ac6558909c0ccce079da18ad6d
55 ··$trModule3·::·GHC.Types.TrName55 ··$trModule3·::·GHC.Types.TrName
56 ··[HasNoCafRefs,·TagSig:·<TagProper>,56 ··[HasNoCafRefs,·TagSig:·<TagProper>,
57 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],57 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
58 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]58 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
59 399980d07753679b1825f67d4e699e6559 3f58af598282123ee82e1af3e341194b
60 ··$trModule4·::·GHC.Prim.Addr#60 ··$trModule4·::·GHC.Prim.Addr#
61 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,61 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
62 ···Unfolding:·Core:·<vanilla>62 ···Unfolding:·Core:·<vanilla>
63 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#]63 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
64 Warnings:64 Warnings:
65 ··Deprecated·names:65 ··Deprecated·names:
66 ··Deprecated·exports:66 ··Deprecated·exports:
67 trusted:·trustworthy67 trusted:·trustworthy
68 require·own·pkg·trusted:·False68 require·own·pkg·trusted:·False
69 docs:69 docs:
70 ··Nothing70 ··Nothing
3.36 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/Integer/Logarithms/Compat.hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/Integer/Logarithms/Compat.dyn_hi
Files 83% similar despite different names
3.03 KB
ghc --show-iface {}
    
Offset 1, 19 lines modifiedOffset 1, 19 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····6 ·····got····dyn
7 interface·GHC.Integer.Logarithms.Compat·91037 interface·GHC.Integer.Logarithms.Compat·9103
8 ··interface·hash:·33217e7f749ca3f64a0e76f1c92fefdc 
9 ··ABI·hash:·72540dcdd5ca2321a9c27a24682bb9118 ··interface·hash:·01f023f76effaa0955ddd303fdf8b3b6
 9 ··ABI·hash:·d7a610e89e1fd6879d9d716b2f0ba426
10 ··export-list·hash:·221b88cd62a02671f6528b289f831c6e10 ··export-list·hash:·221b88cd62a02671f6528b289f831c6e
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·0afdb6a8955f8c8a624cd3f2b7a624c512 ··flag·hash:·674649a7ff7796be3d333dcdcfecb5b7
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·0aab3dad62a154f692da69fb9637fcf916 ··src_hash:·0aab3dad62a154f692da69fb9637fcf9
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 31, 40 lines modifiedOffset 31, 40 lines modified
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import··-/··GHC.Integer.Logarithms·0c408b4ab828c77cce8707c368e8bdf134 import··-/··GHC.Integer.Logarithms·0c408b4ab828c77cce8707c368e8bdf1
35 import··-/··Prelude·51a7d66ad24e320ebb0c30db2f31549a35 import··-/··Prelude·51a7d66ad24e320ebb0c30db2f31549a
36 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f36 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f
37 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf37 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf
38 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·086a93f717677bac812a3c8868ee901338 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·171389fc0b4eebc4d07640c2d29914ff
39 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d39 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
40 17b6bd9619e21dc269b16b46687dec4b40 7424d31c978cabe0dd0be870240c4388
41 ··$trModule·::·GHC.Types.Module41 ··$trModule·::·GHC.Types.Module
42 ··[HasNoCafRefs,·TagSig:·<TagProper>,42 ··[HasNoCafRefs,·TagSig:·<TagProper>,
43 ···LambdaFormInfo:·LFCon[GHC.Types.Module],43 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
44 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]44 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
45 6b802bcd75df7e47356c79f408ca9dc745 5e6914b14f842dab4734e70d05baaa4d
46 ··$trModule1·::·GHC.Types.TrName46 ··$trModule1·::·GHC.Types.TrName
47 ··[HasNoCafRefs,·TagSig:·<TagProper>,47 ··[HasNoCafRefs,·TagSig:·<TagProper>,
48 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],48 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
49 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]49 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
50 11467e30941e56bd67d39ff69b6c077450 1010c8c183b929b40da031194a27f87d
51 ··$trModule2·::·GHC.Prim.Addr#51 ··$trModule2·::·GHC.Prim.Addr#
52 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,52 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
53 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]53 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]
54 6f97e4c5a79a0b308b5ef76fa3ca2f9854 5bf4d8ac6558909c0ccce079da18ad6d
55 ··$trModule3·::·GHC.Types.TrName55 ··$trModule3·::·GHC.Types.TrName
56 ··[HasNoCafRefs,·TagSig:·<TagProper>,56 ··[HasNoCafRefs,·TagSig:·<TagProper>,
57 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],57 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
58 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]58 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
59 399980d07753679b1825f67d4e699e6559 3f58af598282123ee82e1af3e341194b
60 ··$trModule4·::·GHC.Prim.Addr#60 ··$trModule4·::·GHC.Prim.Addr#
61 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,61 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
62 ···Unfolding:·Core:·<vanilla>62 ···Unfolding:·Core:·<vanilla>
63 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#]63 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
64 Warnings:64 Warnings:
65 ··Deprecated·names:65 ··Deprecated·names:
66 ··Deprecated·exports:66 ··Deprecated·exports:
67 trusted:·trustworthy67 trusted:·trustworthy
68 require·own·pkg·trusted:·False68 require·own·pkg·trusted:·False
69 docs:69 docs:
70 ··Nothing70 ··Nothing
18.2 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Logarithms.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Logarithms.dyn_hi
Files 94% similar despite different names
17.8 KB
ghc --show-iface {}
    
Offset 1, 17 lines modifiedOffset 1, 17 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····dyn
7 interface·Math.NumberTheory.Logarithms·91037 interface·Math.NumberTheory.Logarithms·9103
8 ··interface·hash:·b47475af5daa66cd884b6d8aea5503d1 
9 ··ABI·hash:·66c4b68760596aaeb07f7d5f4030dbd8 
10 ··export-list·hash:·41600ce4ca699490c8ce0daa4a3e99768 ··interface·hash:·02d967a9ffc8d45d7d5909baaabd3c39
 9 ··ABI·hash:·0016e334dc3d83b4f802d5f09e7fe6c3
 10 ··export-list·hash:·faa580b6ea535437b2c4177575845fa2
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·0acdab87c085b3c836910a783c68625412 ··flag·hash:·0acdab87c085b3c836910a783c686254
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·c8ce6b378c61e339b4730c7e48d2790a16 ··src_hash:·c8ce6b378c61e339b4730c7e48d2790a
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
Offset 27, 15 lines modifiedOffset 27, 15 lines modified
27 ··integerLogBase27 ··integerLogBase
28 ··integerLogBase'28 ··integerLogBase'
29 ··naturalLog1029 ··naturalLog10
30 ··naturalLog230 ··naturalLog2
31 ··naturalLogBase31 ··naturalLogBase
32 ··wordLog232 ··wordLog2
33 ··wordLog2'33 ··wordLog2'
34 direct·module·dependencies:·integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:GHC.Integer.Logarithms.Compat34 direct·module·dependencies:·integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:GHC.Integer.Logarithms.Compat
35 boot·module·dependencies:35 boot·module·dependencies:
36 direct·package·dependencies:·array-0.5.8.0·base-4.20.2.036 direct·package·dependencies:·array-0.5.8.0·base-4.20.2.0
37 ·····························ghc-bignum-1.337 ·····························ghc-bignum-1.3
38 plugin·package·dependencies:38 plugin·package·dependencies:
39 orphans:·GHC.Internal.Base·GHC.Internal.Float·GHC.Prim.Ext39 orphans:·GHC.Internal.Base·GHC.Internal.Float·GHC.Prim.Ext
40 family·instance·modules:·GHC.Internal.Data.Functor.Const40 family·instance·modules:·GHC.Internal.Data.Functor.Const
41 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid41 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
Offset 54, 64 lines modifiedOffset 54, 64 lines modified
54 import··-/··GHC.Internal.Bits·c78ef61a8a1daee532f412076267622554 import··-/··GHC.Internal.Bits·c78ef61a8a1daee532f4120762676225
55 import··-/··GHC.Internal.Err·e320fec182c47faf2238bb50c69067ff55 import··-/··GHC.Internal.Err·e320fec182c47faf2238bb50c69067ff
56 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f56 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f
57 import··-/··GHC.Internal.Num·541424beb6a5744ca8a5da203c11c63557 import··-/··GHC.Internal.Num·541424beb6a5744ca8a5da203c11c635
58 import··-/··GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc58 import··-/··GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
59 import··-/··GHC.Classes·2a09ea1ec4eeb83950c21b9ee6c03cd659 import··-/··GHC.Classes·2a09ea1ec4eeb83950c21b9ee6c03cd6
60 import··-/··GHC.Types·a1e0f81b72cd15c57b0675ff8349988860 import··-/··GHC.Types·a1e0f81b72cd15c57b0675ff83499888
61 import··-/··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:GHC.Integer.Logarithms.Compat·72540dcdd5ca2321a9c27a24682bb91161 import··-/··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:GHC.Integer.Logarithms.Compat·d7a610e89e1fd6879d9d716b2f0ba426
62 ··exports:·221b88cd62a02671f6528b289f831c6e62 ··exports:·221b88cd62a02671f6528b289f831c6e
63 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf63 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf
64 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·086a93f717677bac812a3c8868ee901364 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·171389fc0b4eebc4d07640c2d29914ff
65 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d65 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
66 52f3265479d3c49fbaf249002b0df90b66 4509a1f1da20440afb88b3b96307a188
67 ··$trModule·::·GHC.Types.Module67 ··$trModule·::·GHC.Types.Module
68 ··[HasNoCafRefs,·TagSig:·<TagProper>,68 ··[HasNoCafRefs,·TagSig:·<TagProper>,
69 ···LambdaFormInfo:·LFCon[GHC.Types.Module],69 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
70 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]70 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
71 9e4ec80fbf4dfacb96fb6c1a27db485e71 f425bb45d56d02373591174fd0125cf3
72 ··$trModule1·::·GHC.Types.TrName72 ··$trModule1·::·GHC.Types.TrName
73 ··[HasNoCafRefs,·TagSig:·<TagProper>,73 ··[HasNoCafRefs,·TagSig:·<TagProper>,
74 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],74 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
75 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]75 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
76 f664b42bd6565b5f47d3bc032c189a3176 41ce64410bb5200fc9fe2071dc724cf0
77 ··$trModule2·::·GHC.Prim.Addr#77 ··$trModule2·::·GHC.Prim.Addr#
78 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,78 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
79 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]79 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]
80 ef38206700483468da0f6e74b3c42be880 a22413bcce42f06d9c0edfb54ec942c0
81 ··$trModule3·::·GHC.Types.TrName81 ··$trModule3·::·GHC.Types.TrName
82 ··[HasNoCafRefs,·TagSig:·<TagProper>,82 ··[HasNoCafRefs,·TagSig:·<TagProper>,
83 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],83 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
84 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]84 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
85 2046332c31e82e4c603e51aca33a77fe85 11c6c7ca88e3f2b2c297d17f5f5a5dd2
86 ··$trModule4·::·GHC.Prim.Addr#86 ··$trModule4·::·GHC.Prim.Addr#
87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
88 ···Unfolding:·Core:·<vanilla>88 ···Unfolding:·Core:·<vanilla>
89 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
90 8e5dcd9c37301df0992b4aad59f053a189 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 90 71bc493e8073a062692981f8473aac50
91 ··$w$spowImpl·::91 ··$w$spowImpl·::
92 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural92 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
93 ··StrWork([!])93 ··StrWork([!])
94 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,94 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
95 ···Strictness:·<SL><L>,·Inline:·[final]]95 ···Strictness:·<SL><L>,·Inline:·[final]]
96 a33c5ba32f009c54552e2b83f05de85796 0e11372b9bf822d5bf470faacdba8d88
97 ··$w$spowImplAcc·::97 ··$w$spowImplAcc·::
98 ····GHC.Num.Natural.Natural98 ····GHC.Num.Natural.Natural
99 ····->·GHC.Prim.Int#99 ····->·GHC.Prim.Int#
100 ····->·GHC.Num.Natural.Natural100 ····->·GHC.Num.Natural.Natural
101 ····->·GHC.Num.Natural.Natural101 ····->·GHC.Num.Natural.Natural
102 ··StrWork([!])102 ··StrWork([!])
103 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,103 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
104 ···Strictness:·<SL><L><ML>,·Inline:·[final]]104 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
105 4288eb069f726d908fba17367afc0406105 8500380da7742cf7da3cfdf7f9acda9f
106 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#106 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
107 ··StrWork([!])107 ··StrWork([!])
108 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,108 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,
109 ···Strictness:·<SL>,·Inline:·[2]]109 ···Strictness:·<SL>,·Inline:·[2]]
110 dedbf38cf5186906fa9e38670a956efb110 c36bafcd1ab42e82d3958d40d5bef59c
111 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#111 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
112 ··StrWork([!])112 ··StrWork([!])
113 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,113 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,
114 ···Inline:·[2],114 ···Inline:·[2],
115 ···Unfolding:·Core:·<vanilla>115 ···Unfolding:·Core:·<vanilla>
116 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->116 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->
117 ··············case·n·of·x1·{117 ··············case·n·of·x1·{
Offset 141, 15 lines modifiedOffset 141, 15 lines modified
141 ·····························63##141 ·····························63##
142 ·····························(GHC.Prim.minusWord#142 ·····························(GHC.Prim.minusWord#
143 ································(GHC.Prim.uncheckedShiftL#·i1·6#)143 ································(GHC.Prim.uncheckedShiftL#·i1·6#)
144 ································(GHC.Prim.clz#·w)))·}144 ································(GHC.Prim.clz#·w)))·}
145 ·····················0#·->·0#·}145 ·····················0#·->·0#·}
146 ················GHC.Num.Integer.IN·x2146 ················GHC.Num.Integer.IN·x2
147 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]147 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]
148 eb63a0a5096f3e64f4570758005e3362148 8941be1a82cf901c868a3e162e5f40e6
149 ··$wintegerLogBase·::149 ··$wintegerLogBase·::
150 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#150 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
151 ··StrWork([!,·!])151 ··StrWork([!,·!])
152 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,152 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,
153 ···Inline:·[2],153 ···Inline:·[2],
154 ···Unfolding:·Core:·<vanilla>154 ···Unfolding:·Core:·<vanilla>
155 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)155 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 182, 26 lines modifiedOffset 182, 26 lines modified
182 ················GHC.Num.Integer.IS·x2182 ················GHC.Num.Integer.IS·x2
183 ················->·case·GHC.Prim.<#·x2·1#·of·lwild·{183 ················->·case·GHC.Prim.<#·x2·1#·of·lwild·{
184 ·····················DEFAULT·->·$j184 ·····················DEFAULT·->·$j
185 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}185 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}
186 ················GHC.Num.Integer.IP·x2·->·$j186 ················GHC.Num.Integer.IP·x2·->·$j
187 ················GHC.Num.Integer.IN·x2187 ················GHC.Num.Integer.IN·x2
188 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]188 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]
189 141a6173062e1dafdd65d3bf77d236c0189 63a09a36cb162eb6b18b58b4c88c24d6
190 ··$wintegerLogBase'·::190 ··$wintegerLogBase'·::
Max diff block lines reached; 11792/18217 bytes (64.73%) of diff not shown.
18.1 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Logarithms.hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Logarithms.hi
Files 94% similar despite different names
17.8 KB
ghc --show-iface {}
    
Offset 1, 17 lines modifiedOffset 1, 17 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····6 ·····got····
7 interface·Math.NumberTheory.Logarithms·91037 interface·Math.NumberTheory.Logarithms·9103
8 ··interface·hash:·b47475af5daa66cd884b6d8aea5503d1 
9 ··ABI·hash:·66c4b68760596aaeb07f7d5f4030dbd8 
10 ··export-list·hash:·41600ce4ca699490c8ce0daa4a3e99768 ··interface·hash:·02d967a9ffc8d45d7d5909baaabd3c39
 9 ··ABI·hash:·0016e334dc3d83b4f802d5f09e7fe6c3
 10 ··export-list·hash:·faa580b6ea535437b2c4177575845fa2
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·87a67c6eae90e88dfb1ca02d36d8e82812 ··flag·hash:·87a67c6eae90e88dfb1ca02d36d8e828
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·c8ce6b378c61e339b4730c7e48d2790a16 ··src_hash:·c8ce6b378c61e339b4730c7e48d2790a
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
Offset 27, 15 lines modifiedOffset 27, 15 lines modified
27 ··integerLogBase27 ··integerLogBase
28 ··integerLogBase'28 ··integerLogBase'
29 ··naturalLog1029 ··naturalLog10
30 ··naturalLog230 ··naturalLog2
31 ··naturalLogBase31 ··naturalLogBase
32 ··wordLog232 ··wordLog2
33 ··wordLog2'33 ··wordLog2'
34 direct·module·dependencies:·integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:GHC.Integer.Logarithms.Compat34 direct·module·dependencies:·integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:GHC.Integer.Logarithms.Compat
35 boot·module·dependencies:35 boot·module·dependencies:
36 direct·package·dependencies:·array-0.5.8.0·base-4.20.2.036 direct·package·dependencies:·array-0.5.8.0·base-4.20.2.0
37 ·····························ghc-bignum-1.337 ·····························ghc-bignum-1.3
38 plugin·package·dependencies:38 plugin·package·dependencies:
39 orphans:·GHC.Internal.Base·GHC.Internal.Float·GHC.Prim.Ext39 orphans:·GHC.Internal.Base·GHC.Internal.Float·GHC.Prim.Ext
40 family·instance·modules:·GHC.Internal.Data.Functor.Const40 family·instance·modules:·GHC.Internal.Data.Functor.Const
41 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid41 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
Offset 54, 64 lines modifiedOffset 54, 64 lines modified
54 import··-/··GHC.Internal.Bits·c78ef61a8a1daee532f412076267622554 import··-/··GHC.Internal.Bits·c78ef61a8a1daee532f4120762676225
55 import··-/··GHC.Internal.Err·e320fec182c47faf2238bb50c69067ff55 import··-/··GHC.Internal.Err·e320fec182c47faf2238bb50c69067ff
56 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f56 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f
57 import··-/··GHC.Internal.Num·541424beb6a5744ca8a5da203c11c63557 import··-/··GHC.Internal.Num·541424beb6a5744ca8a5da203c11c635
58 import··-/··GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc58 import··-/··GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
59 import··-/··GHC.Classes·2a09ea1ec4eeb83950c21b9ee6c03cd659 import··-/··GHC.Classes·2a09ea1ec4eeb83950c21b9ee6c03cd6
60 import··-/··GHC.Types·a1e0f81b72cd15c57b0675ff8349988860 import··-/··GHC.Types·a1e0f81b72cd15c57b0675ff83499888
61 import··-/··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:GHC.Integer.Logarithms.Compat·72540dcdd5ca2321a9c27a24682bb91161 import··-/··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:GHC.Integer.Logarithms.Compat·d7a610e89e1fd6879d9d716b2f0ba426
62 ··exports:·221b88cd62a02671f6528b289f831c6e62 ··exports:·221b88cd62a02671f6528b289f831c6e
63 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf63 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf
64 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·086a93f717677bac812a3c8868ee901364 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·171389fc0b4eebc4d07640c2d29914ff
65 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d65 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
66 52f3265479d3c49fbaf249002b0df90b66 4509a1f1da20440afb88b3b96307a188
67 ··$trModule·::·GHC.Types.Module67 ··$trModule·::·GHC.Types.Module
68 ··[HasNoCafRefs,·TagSig:·<TagProper>,68 ··[HasNoCafRefs,·TagSig:·<TagProper>,
69 ···LambdaFormInfo:·LFCon[GHC.Types.Module],69 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
70 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]70 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
71 9e4ec80fbf4dfacb96fb6c1a27db485e71 f425bb45d56d02373591174fd0125cf3
72 ··$trModule1·::·GHC.Types.TrName72 ··$trModule1·::·GHC.Types.TrName
73 ··[HasNoCafRefs,·TagSig:·<TagProper>,73 ··[HasNoCafRefs,·TagSig:·<TagProper>,
74 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],74 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
75 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]75 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
76 f664b42bd6565b5f47d3bc032c189a3176 41ce64410bb5200fc9fe2071dc724cf0
77 ··$trModule2·::·GHC.Prim.Addr#77 ··$trModule2·::·GHC.Prim.Addr#
78 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,78 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
79 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]79 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]
80 ef38206700483468da0f6e74b3c42be880 a22413bcce42f06d9c0edfb54ec942c0
81 ··$trModule3·::·GHC.Types.TrName81 ··$trModule3·::·GHC.Types.TrName
82 ··[HasNoCafRefs,·TagSig:·<TagProper>,82 ··[HasNoCafRefs,·TagSig:·<TagProper>,
83 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],83 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
84 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]84 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
85 2046332c31e82e4c603e51aca33a77fe85 11c6c7ca88e3f2b2c297d17f5f5a5dd2
86 ··$trModule4·::·GHC.Prim.Addr#86 ··$trModule4·::·GHC.Prim.Addr#
87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
88 ···Unfolding:·Core:·<vanilla>88 ···Unfolding:·Core:·<vanilla>
89 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
90 8e5dcd9c37301df0992b4aad59f053a189 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 90 71bc493e8073a062692981f8473aac50
91 ··$w$spowImpl·::91 ··$w$spowImpl·::
92 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural92 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
93 ··StrWork([!])93 ··StrWork([!])
94 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,94 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
95 ···Strictness:·<SL><L>,·Inline:·[final]]95 ···Strictness:·<SL><L>,·Inline:·[final]]
96 a33c5ba32f009c54552e2b83f05de85796 0e11372b9bf822d5bf470faacdba8d88
97 ··$w$spowImplAcc·::97 ··$w$spowImplAcc·::
98 ····GHC.Num.Natural.Natural98 ····GHC.Num.Natural.Natural
99 ····->·GHC.Prim.Int#99 ····->·GHC.Prim.Int#
100 ····->·GHC.Num.Natural.Natural100 ····->·GHC.Num.Natural.Natural
101 ····->·GHC.Num.Natural.Natural101 ····->·GHC.Num.Natural.Natural
102 ··StrWork([!])102 ··StrWork([!])
103 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,103 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
104 ···Strictness:·<SL><L><ML>,·Inline:·[final]]104 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
105 4288eb069f726d908fba17367afc0406105 8500380da7742cf7da3cfdf7f9acda9f
106 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#106 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
107 ··StrWork([!])107 ··StrWork([!])
108 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,108 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,
109 ···Strictness:·<SL>,·Inline:·[2]]109 ···Strictness:·<SL>,·Inline:·[2]]
110 dedbf38cf5186906fa9e38670a956efb110 c36bafcd1ab42e82d3958d40d5bef59c
111 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#111 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
112 ··StrWork([!])112 ··StrWork([!])
113 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,113 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,
114 ···Inline:·[2],114 ···Inline:·[2],
115 ···Unfolding:·Core:·<vanilla>115 ···Unfolding:·Core:·<vanilla>
116 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->116 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->
117 ··············case·n·of·x1·{117 ··············case·n·of·x1·{
Offset 141, 15 lines modifiedOffset 141, 15 lines modified
141 ·····························63##141 ·····························63##
142 ·····························(GHC.Prim.minusWord#142 ·····························(GHC.Prim.minusWord#
143 ································(GHC.Prim.uncheckedShiftL#·i1·6#)143 ································(GHC.Prim.uncheckedShiftL#·i1·6#)
144 ································(GHC.Prim.clz#·w)))·}144 ································(GHC.Prim.clz#·w)))·}
145 ·····················0#·->·0#·}145 ·····················0#·->·0#·}
146 ················GHC.Num.Integer.IN·x2146 ················GHC.Num.Integer.IN·x2
147 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]147 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]
148 eb63a0a5096f3e64f4570758005e3362148 8941be1a82cf901c868a3e162e5f40e6
149 ··$wintegerLogBase·::149 ··$wintegerLogBase·::
150 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#150 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
151 ··StrWork([!,·!])151 ··StrWork([!,·!])
152 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,152 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,
153 ···Inline:·[2],153 ···Inline:·[2],
154 ···Unfolding:·Core:·<vanilla>154 ···Unfolding:·Core:·<vanilla>
155 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)155 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 182, 26 lines modifiedOffset 182, 26 lines modified
182 ················GHC.Num.Integer.IS·x2182 ················GHC.Num.Integer.IS·x2
183 ················->·case·GHC.Prim.<#·x2·1#·of·lwild·{183 ················->·case·GHC.Prim.<#·x2·1#·of·lwild·{
184 ·····················DEFAULT·->·$j184 ·····················DEFAULT·->·$j
185 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}185 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}
186 ················GHC.Num.Integer.IP·x2·->·$j186 ················GHC.Num.Integer.IP·x2·->·$j
187 ················GHC.Num.Integer.IN·x2187 ················GHC.Num.Integer.IN·x2
188 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]188 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]
189 141a6173062e1dafdd65d3bf77d236c0189 63a09a36cb162eb6b18b58b4c88c24d6
190 ··$wintegerLogBase'·::190 ··$wintegerLogBase'·::
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4.15 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Integer.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Integer.dyn_hi
Files 91% similar despite different names
3.8 KB
ghc --show-iface {}
    
Offset 1, 18 lines modifiedOffset 1, 18 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····dyn
7 interface·Math.NumberTheory.Powers.Integer·91037 interface·Math.NumberTheory.Powers.Integer·9103
8 ··interface·hash:·9f312eb80653c05d67defa2289a52159 
9 ··ABI·hash:·8fa2aaae8032a9cf6af2f1653518cb25 
10 ··export-list·hash:·043b3388fbb0c74629ef33bc5068eb80 
11 ··orphan·hash:·ae8f5c9b67ccb642985a6df841eac9038 ··interface·hash:·74258e070d46a801f89224afbbf698af
 9 ··ABI·hash:·597b3d1a80ed9f8d96356abf048f1035
 10 ··export-list·hash:·7b11ff5a0764688aabcbf72761dab579
 11 ··orphan·hash:·fe9c9ff2c336e6f09c84bcbfefe003f2
12 ··flag·hash:·cbafe77e98e5d2d7629fae8a41e7889512 ··flag·hash:·cbafe77e98e5d2d7629fae8a41e78895
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·95d77347f909eac5a818a6b817576b7e16 ··src_hash:·95d77347f909eac5a818a6b817576b7e
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
Offset 29, 39 lines modifiedOffset 29, 39 lines modified
29 family·instance·modules:·GHC.Internal.Data.Functor.Const29 family·instance·modules:·GHC.Internal.Data.Functor.Const
30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a34 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a
35 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc35 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
36 b2bbf799c9af33a35ad03cad66ca646836 fe3821b756eab36d72db161aa57faacb
37 ··$trModule·::·GHC.Types.Module37 ··$trModule·::·GHC.Types.Module
38 ··[HasNoCafRefs,·TagSig:·<TagProper>,38 ··[HasNoCafRefs,·TagSig:·<TagProper>,
39 ···LambdaFormInfo:·LFCon[GHC.Types.Module],39 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
40 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]40 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
41 e3ed9e4139fc1f8e9b3c8253da50822c41 644cf72b20ad8aa513680cc21f33dee5
42 ··$trModule1·::·GHC.Types.TrName42 ··$trModule1·::·GHC.Types.TrName
43 ··[HasNoCafRefs,·TagSig:·<TagProper>,43 ··[HasNoCafRefs,·TagSig:·<TagProper>,
44 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],44 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
45 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]45 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
46 be0abfa9a53a98a4553079dcdcaafff846 2df821f2b2dc05625889bfc2f2743a3c
47 ··$trModule2·::·GHC.Prim.Addr#47 ··$trModule2·::·GHC.Prim.Addr#
48 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,48 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
49 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]49 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]
50 faf57860b21fa33ae5e888b31dcef00f50 702897a423d40f1c6c0071071b80f1a6
51 ··$trModule3·::·GHC.Types.TrName51 ··$trModule3·::·GHC.Types.TrName
52 ··[HasNoCafRefs,·TagSig:·<TagProper>,52 ··[HasNoCafRefs,·TagSig:·<TagProper>,
53 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],53 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
54 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]54 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
55 61362db1bfa0e04d9e8ecec47b3070c455 079fcc87337f84fbc1bd183aaf4b3996
56 ··$trModule4·::·GHC.Prim.Addr#56 ··$trModule4·::·GHC.Prim.Addr#
57 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,57 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
58 ···Unfolding:·Core:·<vanilla>58 ···Unfolding:·Core:·<vanilla>
59 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
60 7edb5f1b5468b98cef9864330d78d67d59 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 60 616b58d3f973e12f13862f8c7ae26ff6
61 ··integerPower·::61 ··integerPower·::
62 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer62 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
63 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,63 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
64 ···Inline:·[1]·(sat-args=2),64 ···Inline:·[1]·(sat-args=2),
65 ···Unfolding:·Core:·StableUser·<0,FalseFalse>65 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
66 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)66 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
67 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->67 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 72, 15 lines modifiedOffset 72, 15 lines modified
72 ·····················DEFAULT·->·GHC.Internal.Real.$w$spowImpl·eta·wild172 ·····················DEFAULT·->·GHC.Internal.Real.$w$spowImpl·eta·wild1
73 ·····················0#·->·GHC.Num.Integer.IS·1#·}73 ·····················0#·->·GHC.Num.Integer.IS·1#·}
74 ················1#74 ················1#
75 ················->·GHC.Internal.Err.errorWithoutStackTrace75 ················->·GHC.Internal.Err.errorWithoutStackTrace
76 ·····················@GHC.Types.LiftedRep76 ·····················@GHC.Types.LiftedRep
77 ·····················@GHC.Num.Integer.Integer77 ·····················@GHC.Num.Integer.Integer
78 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]78 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
79 80386a426fb340191b3f0e8cc5b49c7579 f510db19c07a9c602dce123186060a58
80 ··integerWordPower·::80 ··integerWordPower·::
81 ····GHC.Num.Integer.Integer81 ····GHC.Num.Integer.Integer
82 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer82 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
83 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,83 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,
84 ···Inline:·[1]·(sat-args=2),84 ···Inline:·[1]·(sat-args=2),
85 ···Unfolding:·Core:·StableUser·<0,FalseFalse>85 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
86 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)86 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
4.13 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Integer.hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Integer.hi
Files 81% similar despite different names
3.8 KB
ghc --show-iface {}
    
Offset 1, 18 lines modifiedOffset 1, 18 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····6 ·····got····
7 interface·Math.NumberTheory.Powers.Integer·91037 interface·Math.NumberTheory.Powers.Integer·9103
8 ··interface·hash:·9f312eb80653c05d67defa2289a52159 
9 ··ABI·hash:·8fa2aaae8032a9cf6af2f1653518cb25 
10 ··export-list·hash:·043b3388fbb0c74629ef33bc5068eb80 
11 ··orphan·hash:·ae8f5c9b67ccb642985a6df841eac9038 ··interface·hash:·74258e070d46a801f89224afbbf698af
 9 ··ABI·hash:·597b3d1a80ed9f8d96356abf048f1035
 10 ··export-list·hash:·7b11ff5a0764688aabcbf72761dab579
 11 ··orphan·hash:·fe9c9ff2c336e6f09c84bcbfefe003f2
12 ··flag·hash:·e9de381adaa58e676e38cf254e72ab4112 ··flag·hash:·e9de381adaa58e676e38cf254e72ab41
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·95d77347f909eac5a818a6b817576b7e16 ··src_hash:·95d77347f909eac5a818a6b817576b7e
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
Offset 29, 39 lines modifiedOffset 29, 39 lines modified
29 family·instance·modules:·GHC.Internal.Data.Functor.Const29 family·instance·modules:·GHC.Internal.Data.Functor.Const
30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a34 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a
35 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc35 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
36 b2bbf799c9af33a35ad03cad66ca646836 fe3821b756eab36d72db161aa57faacb
37 ··$trModule·::·GHC.Types.Module37 ··$trModule·::·GHC.Types.Module
38 ··[HasNoCafRefs,·TagSig:·<TagProper>,38 ··[HasNoCafRefs,·TagSig:·<TagProper>,
39 ···LambdaFormInfo:·LFCon[GHC.Types.Module],39 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
40 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]40 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
41 e3ed9e4139fc1f8e9b3c8253da50822c41 644cf72b20ad8aa513680cc21f33dee5
42 ··$trModule1·::·GHC.Types.TrName42 ··$trModule1·::·GHC.Types.TrName
43 ··[HasNoCafRefs,·TagSig:·<TagProper>,43 ··[HasNoCafRefs,·TagSig:·<TagProper>,
44 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],44 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
45 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]45 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
46 be0abfa9a53a98a4553079dcdcaafff846 2df821f2b2dc05625889bfc2f2743a3c
47 ··$trModule2·::·GHC.Prim.Addr#47 ··$trModule2·::·GHC.Prim.Addr#
48 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,48 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
49 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]49 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]
50 faf57860b21fa33ae5e888b31dcef00f50 702897a423d40f1c6c0071071b80f1a6
51 ··$trModule3·::·GHC.Types.TrName51 ··$trModule3·::·GHC.Types.TrName
52 ··[HasNoCafRefs,·TagSig:·<TagProper>,52 ··[HasNoCafRefs,·TagSig:·<TagProper>,
53 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],53 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
54 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]54 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
55 61362db1bfa0e04d9e8ecec47b3070c455 079fcc87337f84fbc1bd183aaf4b3996
56 ··$trModule4·::·GHC.Prim.Addr#56 ··$trModule4·::·GHC.Prim.Addr#
57 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,57 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
58 ···Unfolding:·Core:·<vanilla>58 ···Unfolding:·Core:·<vanilla>
59 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
60 7edb5f1b5468b98cef9864330d78d67d59 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 60 616b58d3f973e12f13862f8c7ae26ff6
61 ··integerPower·::61 ··integerPower·::
62 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer62 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
63 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,63 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
64 ···Inline:·[1]·(sat-args=2),64 ···Inline:·[1]·(sat-args=2),
65 ···Unfolding:·Core:·StableUser·<0,FalseFalse>65 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
66 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)66 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
67 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->67 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 72, 15 lines modifiedOffset 72, 15 lines modified
72 ·····················DEFAULT·->·GHC.Internal.Real.$w$spowImpl·eta·wild172 ·····················DEFAULT·->·GHC.Internal.Real.$w$spowImpl·eta·wild1
73 ·····················0#·->·GHC.Num.Integer.IS·1#·}73 ·····················0#·->·GHC.Num.Integer.IS·1#·}
74 ················1#74 ················1#
75 ················->·GHC.Internal.Err.errorWithoutStackTrace75 ················->·GHC.Internal.Err.errorWithoutStackTrace
76 ·····················@GHC.Types.LiftedRep76 ·····················@GHC.Types.LiftedRep
77 ·····················@GHC.Num.Integer.Integer77 ·····················@GHC.Num.Integer.Integer
78 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]78 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
79 80386a426fb340191b3f0e8cc5b49c7579 f510db19c07a9c602dce123186060a58
80 ··integerWordPower·::80 ··integerWordPower·::
81 ····GHC.Num.Integer.Integer81 ····GHC.Num.Integer.Integer
82 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer82 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
83 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,83 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,
84 ···Inline:·[1]·(sat-args=2),84 ···Inline:·[1]·(sat-args=2),
85 ···Unfolding:·Core:·StableUser·<0,FalseFalse>85 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
86 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)86 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
6.41 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Natural.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Natural.hi
Files 95% similar despite different names
6.07 KB
ghc --show-iface {}
    
Offset 1, 19 lines modifiedOffset 1, 19 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····
7 interface·Math.NumberTheory.Powers.Natural·91037 interface·Math.NumberTheory.Powers.Natural·9103
8 ··interface·hash:·3539bba20842c536e420012d00adf252 
9 ··ABI·hash:·7a15218ef232dbf4102f2105e2e13d2c 
10 ··export-list·hash:·48d70355d7c03ac747686f8754222e41 
11 ··orphan·hash:·b56d32a1a0e3d4451ecdbbf041c45644 
12 ··flag·hash:·cbafe77e98e5d2d7629fae8a41e788958 ··interface·hash:·0b914281e0b18d88652155915e91bb8a
 9 ··ABI·hash:·1411999d61b695287550832678594e30
 10 ··export-list·hash:·35a58a75f2cd36b805800608c2e67b31
 11 ··orphan·hash:·11dc8d45687d6bd300b55ebea278220d
 12 ··flag·hash:·e9de381adaa58e676e38cf254e72ab41
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·a4927c823312468b95e762f011547e0316 ··src_hash:·a4927c823312468b95e762f011547e03
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 30, 89 lines modifiedOffset 30, 89 lines modified
30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import·safe·Numeric.Natural·7a814494de8f4fbd968c141d37d9640434 import·safe·Numeric.Natural·7a814494de8f4fbd968c141d37d96404
35 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a35 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a
36 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc36 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
37 459d1bca12ee414ec17313b732ac35aa37 4eb11f999de38fbff25271642df6d681
38 ··$spowImpl·::38 ··$spowImpl·::
39 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural39 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
40 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,40 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
41 ···Inline:·[final],41 ···Inline:·[final],
42 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>42 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
43 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)43 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
44 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->44 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
45 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]45 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]
46 6c5a868a2a2077792b7a31c72e9d2e2346 2d2287c841918c33c875c1a73025047d
47 ··$spowImpl1·::47 ··$spowImpl1·::
48 ····GHC.Num.Natural.Natural48 ····GHC.Num.Natural.Natural
49 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural49 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
50 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,50 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
51 ···Inline:·[final],51 ···Inline:·[final],
52 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>52 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
53 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)53 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
54 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->54 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
55 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]55 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]
56 4ff80899616773e57c3844ab8f0c939d56 f3d1544b22b45f1798b84a6c5c2ba413
57 ··$trModule·::·GHC.Types.Module57 ··$trModule·::·GHC.Types.Module
58 ··[HasNoCafRefs,·TagSig:·<TagProper>,58 ··[HasNoCafRefs,·TagSig:·<TagProper>,
59 ···LambdaFormInfo:·LFCon[GHC.Types.Module],59 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
60 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]60 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
61 8a00bc7eeb3f126ce2702e632613d3ac61 c4e1ee504a458e29aa980551faca77de
62 ··$trModule1·::·GHC.Types.TrName62 ··$trModule1·::·GHC.Types.TrName
63 ··[HasNoCafRefs,·TagSig:·<TagProper>,63 ··[HasNoCafRefs,·TagSig:·<TagProper>,
64 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],64 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
65 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]65 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
66 332a056cc44f9bf71df0f7ba023e4b3166 afbcb84f78f2fa7a9870ba7028e8b915
67 ··$trModule2·::·GHC.Prim.Addr#67 ··$trModule2·::·GHC.Prim.Addr#
68 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,68 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
69 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]69 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]
70 172c1106a69e400b341f0644be348b7f70 b855c91cd43ca868136b5e001451bfcd
71 ··$trModule3·::·GHC.Types.TrName71 ··$trModule3·::·GHC.Types.TrName
72 ··[HasNoCafRefs,·TagSig:·<TagProper>,72 ··[HasNoCafRefs,·TagSig:·<TagProper>,
73 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],73 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
74 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]74 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
75 1c15956f2774715428aa06689a84c08175 67112c7d8fbc24bbe889333193e2b2ee
76 ··$trModule4·::·GHC.Prim.Addr#76 ··$trModule4·::·GHC.Prim.Addr#
77 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,77 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
78 ···Unfolding:·Core:·<vanilla>78 ···Unfolding:·Core:·<vanilla>
79 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
80 c77cee5b4ece7cc5198e12766fc668d979 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 80 83ac5991b4bbbed88186cb890d39b1ce
81 ··$w$spowImpl·::81 ··$w$spowImpl·::
82 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural82 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
83 ··StrWork([!])83 ··StrWork([!])
84 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,84 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
85 ···Strictness:·<SL><L>,·Inline:·[final]]85 ···Strictness:·<SL><L>,·Inline:·[final]]
86 4c33cf2a0cd3593c23a987a0a75e7c5086 293172d3eabaca648fd6600d73b4e7ce
87 ··$w$spowImpl1·::87 ··$w$spowImpl1·::
88 ····GHC.Num.Natural.Natural88 ····GHC.Num.Natural.Natural
89 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural89 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural
90 ··StrWork([!])90 ··StrWork([!])
91 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,91 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
92 ···Strictness:·<SL><L>,·Inline:·[final]]92 ···Strictness:·<SL><L>,·Inline:·[final]]
93 328cb32d5a0e1eeedffdcd5788fef74d93 c9b01a343137b4d52fa816dafd6e5771
94 ··$w$spowImplAcc·::94 ··$w$spowImplAcc·::
95 ····GHC.Num.Natural.Natural95 ····GHC.Num.Natural.Natural
96 ····->·GHC.Prim.Word#96 ····->·GHC.Prim.Word#
97 ····->·GHC.Num.Natural.Natural97 ····->·GHC.Num.Natural.Natural
98 ····->·GHC.Num.Natural.Natural98 ····->·GHC.Num.Natural.Natural
99 ··StrWork([!])99 ··StrWork([!])
100 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,100 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
101 ···Strictness:·<SL><L><ML>,·Inline:·[final]]101 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
102 b07543bf9aa1e3fe4d732b9a7e58b980102 5e674923d79755d4881da77bff1ed246
103 ··$w$spowImplAcc1·::103 ··$w$spowImplAcc1·::
104 ····GHC.Num.Natural.Natural104 ····GHC.Num.Natural.Natural
105 ····->·GHC.Prim.Int#105 ····->·GHC.Prim.Int#
106 ····->·GHC.Num.Natural.Natural106 ····->·GHC.Num.Natural.Natural
107 ····->·GHC.Num.Natural.Natural107 ····->·GHC.Num.Natural.Natural
108 ··StrWork([!])108 ··StrWork([!])
109 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,109 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
110 ···Strictness:·<SL><L><ML>,·Inline:·[final]]110 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
111 0c0fb456bd8a4f7e943bf67c8078bcd2111 607c1cd0b2225b1e707ff44e7b61a8ea
112 ··naturalPower·::112 ··naturalPower·::
113 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural113 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
114 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,114 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
115 ···Inline:·[1]·(sat-args=2),115 ···Inline:·[1]·(sat-args=2),
116 ···Unfolding:·Core:·StableUser·<0,FalseFalse>116 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
117 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)117 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
118 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->118 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 122, 15 lines modifiedOffset 122, 15 lines modified
122 ················->·case·x·of·wild1·{122 ················->·case·x·of·wild1·{
123 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}123 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}
124 ················1#124 ················1#
125 ················->·GHC.Internal.Err.errorWithoutStackTrace125 ················->·GHC.Internal.Err.errorWithoutStackTrace
126 ·····················@GHC.Types.LiftedRep126 ·····················@GHC.Types.LiftedRep
127 ·····················@GHC.Num.Natural.Natural127 ·····················@GHC.Num.Natural.Natural
128 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]128 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
129 10e0becd80d4fb944bbce5c19d776d3c129 300e2530591fce07d3033a589835cdd4
130 ··naturalWordPower·::130 ··naturalWordPower·::
131 ····GHC.Num.Natural.Natural131 ····GHC.Num.Natural.Natural
132 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural132 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
133 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,133 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,
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./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Natural.hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Natural.dyn_hi
Files 94% similar despite different names
6.07 KB
ghc --show-iface {}
    
Offset 1, 19 lines modifiedOffset 1, 19 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····6 ·····got····dyn
7 interface·Math.NumberTheory.Powers.Natural·91037 interface·Math.NumberTheory.Powers.Natural·9103
8 ··interface·hash:·3539bba20842c536e420012d00adf252 
9 ··ABI·hash:·7a15218ef232dbf4102f2105e2e13d2c 
10 ··export-list·hash:·48d70355d7c03ac747686f8754222e41 
11 ··orphan·hash:·b56d32a1a0e3d4451ecdbbf041c45644 
12 ··flag·hash:·e9de381adaa58e676e38cf254e72ab418 ··interface·hash:·0b914281e0b18d88652155915e91bb8a
 9 ··ABI·hash:·1411999d61b695287550832678594e30
 10 ··export-list·hash:·35a58a75f2cd36b805800608c2e67b31
 11 ··orphan·hash:·11dc8d45687d6bd300b55ebea278220d
 12 ··flag·hash:·cbafe77e98e5d2d7629fae8a41e78895
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·a4927c823312468b95e762f011547e0316 ··src_hash:·a4927c823312468b95e762f011547e03
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 30, 89 lines modifiedOffset 30, 89 lines modified
30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import·safe·Numeric.Natural·7a814494de8f4fbd968c141d37d9640434 import·safe·Numeric.Natural·7a814494de8f4fbd968c141d37d96404
35 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a35 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a
36 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc36 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
37 459d1bca12ee414ec17313b732ac35aa37 4eb11f999de38fbff25271642df6d681
38 ··$spowImpl·::38 ··$spowImpl·::
39 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural39 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
40 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,40 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
41 ···Inline:·[final],41 ···Inline:·[final],
42 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>42 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
43 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)43 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
44 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->44 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
45 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]45 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]
46 6c5a868a2a2077792b7a31c72e9d2e2346 2d2287c841918c33c875c1a73025047d
47 ··$spowImpl1·::47 ··$spowImpl1·::
48 ····GHC.Num.Natural.Natural48 ····GHC.Num.Natural.Natural
49 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural49 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
50 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,50 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
51 ···Inline:·[final],51 ···Inline:·[final],
52 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>52 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
53 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)53 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
54 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->54 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
55 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]55 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]
56 4ff80899616773e57c3844ab8f0c939d56 f3d1544b22b45f1798b84a6c5c2ba413
57 ··$trModule·::·GHC.Types.Module57 ··$trModule·::·GHC.Types.Module
58 ··[HasNoCafRefs,·TagSig:·<TagProper>,58 ··[HasNoCafRefs,·TagSig:·<TagProper>,
59 ···LambdaFormInfo:·LFCon[GHC.Types.Module],59 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
60 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]60 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
61 8a00bc7eeb3f126ce2702e632613d3ac61 c4e1ee504a458e29aa980551faca77de
62 ··$trModule1·::·GHC.Types.TrName62 ··$trModule1·::·GHC.Types.TrName
63 ··[HasNoCafRefs,·TagSig:·<TagProper>,63 ··[HasNoCafRefs,·TagSig:·<TagProper>,
64 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],64 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
65 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]65 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
66 332a056cc44f9bf71df0f7ba023e4b3166 afbcb84f78f2fa7a9870ba7028e8b915
67 ··$trModule2·::·GHC.Prim.Addr#67 ··$trModule2·::·GHC.Prim.Addr#
68 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,68 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
69 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]69 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]
70 172c1106a69e400b341f0644be348b7f70 b855c91cd43ca868136b5e001451bfcd
71 ··$trModule3·::·GHC.Types.TrName71 ··$trModule3·::·GHC.Types.TrName
72 ··[HasNoCafRefs,·TagSig:·<TagProper>,72 ··[HasNoCafRefs,·TagSig:·<TagProper>,
73 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],73 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
74 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]74 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
75 1c15956f2774715428aa06689a84c08175 67112c7d8fbc24bbe889333193e2b2ee
76 ··$trModule4·::·GHC.Prim.Addr#76 ··$trModule4·::·GHC.Prim.Addr#
77 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,77 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
78 ···Unfolding:·Core:·<vanilla>78 ···Unfolding:·Core:·<vanilla>
79 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
80 c77cee5b4ece7cc5198e12766fc668d979 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 80 83ac5991b4bbbed88186cb890d39b1ce
81 ··$w$spowImpl·::81 ··$w$spowImpl·::
82 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural82 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
83 ··StrWork([!])83 ··StrWork([!])
84 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,84 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
85 ···Strictness:·<SL><L>,·Inline:·[final]]85 ···Strictness:·<SL><L>,·Inline:·[final]]
86 4c33cf2a0cd3593c23a987a0a75e7c5086 293172d3eabaca648fd6600d73b4e7ce
87 ··$w$spowImpl1·::87 ··$w$spowImpl1·::
88 ····GHC.Num.Natural.Natural88 ····GHC.Num.Natural.Natural
89 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural89 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural
90 ··StrWork([!])90 ··StrWork([!])
91 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,91 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
92 ···Strictness:·<SL><L>,·Inline:·[final]]92 ···Strictness:·<SL><L>,·Inline:·[final]]
93 328cb32d5a0e1eeedffdcd5788fef74d93 c9b01a343137b4d52fa816dafd6e5771
94 ··$w$spowImplAcc·::94 ··$w$spowImplAcc·::
95 ····GHC.Num.Natural.Natural95 ····GHC.Num.Natural.Natural
96 ····->·GHC.Prim.Word#96 ····->·GHC.Prim.Word#
97 ····->·GHC.Num.Natural.Natural97 ····->·GHC.Num.Natural.Natural
98 ····->·GHC.Num.Natural.Natural98 ····->·GHC.Num.Natural.Natural
99 ··StrWork([!])99 ··StrWork([!])
100 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,100 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
101 ···Strictness:·<SL><L><ML>,·Inline:·[final]]101 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
102 b07543bf9aa1e3fe4d732b9a7e58b980102 5e674923d79755d4881da77bff1ed246
103 ··$w$spowImplAcc1·::103 ··$w$spowImplAcc1·::
104 ····GHC.Num.Natural.Natural104 ····GHC.Num.Natural.Natural
105 ····->·GHC.Prim.Int#105 ····->·GHC.Prim.Int#
106 ····->·GHC.Num.Natural.Natural106 ····->·GHC.Num.Natural.Natural
107 ····->·GHC.Num.Natural.Natural107 ····->·GHC.Num.Natural.Natural
108 ··StrWork([!])108 ··StrWork([!])
109 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,109 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
110 ···Strictness:·<SL><L><ML>,·Inline:·[final]]110 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
111 0c0fb456bd8a4f7e943bf67c8078bcd2111 607c1cd0b2225b1e707ff44e7b61a8ea
112 ··naturalPower·::112 ··naturalPower·::
113 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural113 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
114 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,114 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
115 ···Inline:·[1]·(sat-args=2),115 ···Inline:·[1]·(sat-args=2),
116 ···Unfolding:·Core:·StableUser·<0,FalseFalse>116 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
117 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)117 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
118 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->118 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 122, 15 lines modifiedOffset 122, 15 lines modified
122 ················->·case·x·of·wild1·{122 ················->·case·x·of·wild1·{
123 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}123 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}
124 ················1#124 ················1#
125 ················->·GHC.Internal.Err.errorWithoutStackTrace125 ················->·GHC.Internal.Err.errorWithoutStackTrace
126 ·····················@GHC.Types.LiftedRep126 ·····················@GHC.Types.LiftedRep
127 ·····················@GHC.Num.Natural.Natural127 ·····················@GHC.Num.Natural.Natural
128 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]128 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
129 10e0becd80d4fb944bbce5c19d776d3c129 300e2530591fce07d3033a589835cdd4
130 ··naturalWordPower·::130 ··naturalWordPower·::
131 ····GHC.Num.Natural.Natural131 ····GHC.Num.Natural.Natural
132 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural132 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
133 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,133 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,
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1.2 MB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ.a vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g.a
Files 90% similar despite different names
58.6 KB
nm --print-armap {}
    
Offset 1, 123 lines modifiedOffset 1, 123 lines modified
  
1 Archive·index:1 Archive·index:
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3 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule4_bytes·in·Logarithms.o3 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule4_bytes·in·Logarithms.o
4 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info·in·Logarithms.o4 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info·in·Logarithms.o
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6 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info·in·Logarithms.o6 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info·in·Logarithms.o
7 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·in·Logarithms.o7 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·in·Logarithms.o
8 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_info·in·Logarithms.o8 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_info·in·Logarithms.o
9 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_closure·in·Logarithms.o9 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_closure·in·Logarithms.o
10 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_info·in·Logarithms.o10 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_info·in·Logarithms.o
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12 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_info·in·Logarithms.o12 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_info·in·Logarithms.o
13 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_closure·in·Logarithms.o13 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_closure·in·Logarithms.o
14 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule3_closure·in·Logarithms.o14 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule3_closure·in·Logarithms.o
15 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule1_closure·in·Logarithms.o15 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule1_closure·in·Logarithms.o
16 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule_closure·in·Logarithms.o16 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule_closure·in·Logarithms.o
17 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_info·in·Logarithms.o17 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_info·in·Logarithms.o
18 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·in·Logarithms.o18 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·in·Logarithms.o
19 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_info·in·Logarithms.o19 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_info·in·Logarithms.o
20 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure·in·Logarithms.o20 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_closure·in·Logarithms.o
21 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_info·in·Logarithms.o21 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_info·in·Logarithms.o
22 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·in·Logarithms.o22 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·in·Logarithms.o
23 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_info·in·Logarithms.o23 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_info·in·Logarithms.o
24 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure·in·Logarithms.o24 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_closure·in·Logarithms.o
25 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_info·in·Logarithms.o25 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_info·in·Logarithms.o
26 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_closure·in·Logarithms.o26 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_closure·in·Logarithms.o
27 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_info·in·Logarithms.o27 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_info·in·Logarithms.o
28 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·in·Logarithms.o28 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·in·Logarithms.o
29 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_info·in·Logarithms.o29 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_info·in·Logarithms.o
30 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_closure·in·Logarithms.o30 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_closure·in·Logarithms.o
31 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_info·in·Logarithms.o31 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_info·in·Logarithms.o
32 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_closure·in·Logarithms.o32 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_closure·in·Logarithms.o
33 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog2_info·in·Logarithms.o33 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog2_info·in·Logarithms.o
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35 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info·in·Logarithms.o35 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info·in·Logarithms.o
36 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·in·Logarithms.o36 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·in·Logarithms.o
37 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info·in·Logarithms.o37 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info·in·Logarithms.o
38 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·in·Logarithms.o38 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·in·Logarithms.o
39 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info·in·Logarithms.o39 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info·in·Logarithms.o
40 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure·in·Logarithms.o40 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure·in·Logarithms.o
41 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_info·in·Logarithms.o41 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zq_info·in·Logarithms.o
42 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_closure·in·Logarithms.o42 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zq_closure·in·Logarithms.o
43 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog1_info·in·Logarithms.o43 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_info·in·Logarithms.o
44 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog1_closure·in·Logarithms.o44 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_closure·in·Logarithms.o
45 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_info·in·Logarithms.o45 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10_info·in·Logarithms.o
46 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_closure·in·Logarithms.o46 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10_closure·in·Logarithms.o
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48 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure·in·Logarithms.o48 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure·in·Logarithms.o
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50 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure·in·Logarithms.o50 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure·in·Logarithms.o
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52 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure·in·Logarithms.o52 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure·in·Logarithms.o
53 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_info·in·Logarithms.o53 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_info·in·Logarithms.o
54 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_closure·in·Logarithms.o54 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_closure·in·Logarithms.o
55 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_info·in·Logarithms.o55 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog1_info·in·Logarithms.o
56 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_closure·in·Logarithms.o56 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog1_closure·in·Logarithms.o
57 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_info·in·Logarithms.o57 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_info·in·Logarithms.o
58 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_closure·in·Logarithms.o58 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_closure·in·Logarithms.o
59 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info·in·Logarithms.o59 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info·in·Logarithms.o
60 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure·in·Logarithms.o60 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure·in·Logarithms.o
61 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase2_info·in·Logarithms.o61 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase2_info·in·Logarithms.o
62 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase2_closure·in·Logarithms.o62 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase2_closure·in·Logarithms.o
63 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase1_info·in·Logarithms.o63 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase1_info·in·Logarithms.o
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6 ··[·2]·.rela.text········RELA············0000000000000000·013cf0·00f6d8·18···I··8···1··86 ··[·2]·.rela.text········RELA············0000000000000000·013d40·00f6d8·18···I··8···1··8
7 ··[·3]·.data·············PROGBITS········0000000000000000·00e458·001d38·00··WA··0···0··87 ··[·3]·.data·············PROGBITS········0000000000000000·00e458·001d38·00··WA··0···0··8
8 ··[·4]·.rela.data········RELA············0000000000000000·0233c8·003c00·18···I··8···3··88 ··[·4]·.rela.data········RELA············0000000000000000·023418·003c00·18···I··8···3··8
9 ··[·5]·.bss··············NOBITS··········0000000000000000·010190·000000·00··WA··0···0··19 ··[·5]·.bss··············NOBITS··········0000000000000000·010190·000000·00··WA··0···0··1
10 ··[·6]·.rodata.str·······PROGBITS········0000000000000000·010190·000343·01·AMS··0···0··110 ··[·6]·.rodata.str·······PROGBITS········0000000000000000·010190·000343·01·AMS··0···0··1
11 ··[·7]·.note.GNU-stack···PROGBITS········0000000000000000·0104d3·000000·00······0···0··111 ··[·7]·.note.GNU-stack···PROGBITS········0000000000000000·0104d3·000000·00······0···0··1
12 ··[·8]·.symtab···········SYMTAB··········0000000000000000·0104d8·000d50·18······9···4··812 ··[·8]·.symtab···········SYMTAB··········0000000000000000·0104d8·000d50·18······9···4··8
13 ··[·9]·.strtab···········STRTAB··········0000000000000000·011228·002ac5·00······0···0··113 ··[·9]·.strtab···········STRTAB··········0000000000000000·011228·002b14·00······0···0··1
14 ··[10]·.shstrtab·········STRTAB··········0000000000000000·026fc8·000052·00······0···0··114 ··[10]·.shstrtab·········STRTAB··········0000000000000000·027018·000052·00······0···0··1
15 Key·to·Flags:15 Key·to·Flags:
16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),
17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),
18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),
19 ··D·(mbind),·l·(large),·p·(processor·specific)19 ··D·(mbind),·l·(large),·p·(processor·specific)
32.0 KB
readelf --wide --symbols {}
    
Offset 1, 108 lines modifiedOffset 1, 108 lines modified
  
1 Symbol·table·'.symtab'·contains·142·entries:1 Symbol·table·'.symtab'·contains·142·entries:
2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name
3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·
4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text
5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····3·.data5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····3·.data
6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····6·.rodata.str6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····6·.rodata.str
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9 ·····6:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_unpack_cstring_info9 ·····6:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_unpack_cstring_info
10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_2_info10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_2_info
11 ·····8:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure11 ·····8:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
12 ·····9:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF12 ·····9:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF
13 ····10:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_bh_upd_frame_info13 ····10:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_bh_upd_frame_info
14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
15 ····12:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NS_con_info15 ····12:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NS_con_info
16 ····13:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_IS_con_info16 ····13:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_IS_con_info
17 ····14:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_closure17 ····14:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_closure
18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_info18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_info
19 ····16:·00000000000000f8···344·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info19 ····16:·00000000000000f8···344·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info
20 ····17:·00000000000000a8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure20 ····17:·00000000000000a8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure
21 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unbx_r121 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unbx_r1
22 ····19:·0000000000000268···220·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info22 ····19:·0000000000000268···220·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info
23 ····20:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure23 ····20:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure
24 ····21:·0000000000000360···110·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_info24 ····21:·0000000000000360···110·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_info
25 ····22:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziIntegerziLogarithms_integerLog2zh_info25 ····22:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziIntegerziLogarithms_integerLog2zh_info
26 ····23:·00000000000000e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_closure26 ····23:·00000000000000e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_closure
27 ····24:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Izh_con_info27 ····24:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Izh_con_info
28 ····25:·00000000000003e8···150·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_info28 ····25:·00000000000003e8···150·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_info
29 ····26:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unpt_r129 ····26:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unpt_r1
30 ····27:·00000000000000f0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_closure30 ····27:·00000000000000f0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_closure
31 ····28:·0000000000000498···150·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_info31 ····28:·0000000000000498···150·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_info
32 ····29:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_closure32 ····29:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_closure
33 ····30:·0000000000000100·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule3_closure33 ····30:·0000000000000100·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule3_closure
34 ····31:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info34 ····31:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info
35 ····32:·0000000000000110·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule1_closure35 ····32:·0000000000000110·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule1_closure
36 ····33:·0000000000000120·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule_closure36 ····33:·0000000000000120·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule_closure
37 ····34:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info37 ····34:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info
38 ····35:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_SrcLoc_con_info38 ····35:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_SrcLoc_con_info
39 ····36:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_INTLIKE_closure39 ····36:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_INTLIKE_closure
40 ····37:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_PushCallStack_con_info40 ····37:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_PushCallStack_con_info
41 ····38:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_EmptyCallStack_closure41 ····38:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_EmptyCallStack_closure
42 ····39:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_3_info42 ····39:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_3_info
43 ····40:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_error_closure43 ····40:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_error_closure
44 ····41:·0000000000000540····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_info44 ····41:·0000000000000540····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_info
45 ····42:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_error_info45 ····42:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_error_info
46 ····43:·00000000000002a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure46 ····43:·00000000000002a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure
47 ····44:·00000000000005b0···176·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_info47 ····44:·00000000000005b0···176·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_info
48 ····45:·00000000000002c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure48 ····45:·00000000000002c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_closure
49 ····46:·0000000000000670····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_info49 ····46:·0000000000000670····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_info
50 ····47:·0000000000000390·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure50 ····47:·0000000000000390·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure
51 ····48:·00000000000006e0···175·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_info51 ····48:·00000000000006e0···175·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_info
52 ····49:·00000000000003b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure52 ····49:·00000000000003b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_closure
53 ····50:·00000000000007a0····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_info53 ····50:·00000000000007a0····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_info
54 ····51:·0000000000000480·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_closure54 ····51:·0000000000000480·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_closure
55 ····52:·0000000000000810···137·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_info55 ····52:·0000000000000810···137·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_info
56 ····53:·00000000000004a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure56 ····53:·00000000000004a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure
57 ····54:·00000000000008b8···166·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_info57 ····54:·00000000000008b8···166·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_info
58 ····55:·00000000000004b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_closure58 ····55:·00000000000004b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_closure
59 ····56:·0000000000000970····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_info59 ····56:·0000000000000970····82·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_info
60 ····57:·0000000000000580·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_closure60 ····57:·0000000000000580·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_closure
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Offset 1, 312 lines modifiedOffset 1, 312 lines modified
  
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2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 000000000000000c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·243 000000000000000c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24
4 0000000000000029··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·44 0000000000000029··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
5 000000000000003a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·05 000000000000003a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
6 0000000000000045··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·46 0000000000000045··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·4
7 000000000000006c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·247 000000000000006c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24
8 0000000000000089··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·48 0000000000000089··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
9 000000000000009a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·09 000000000000009a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
10 00000000000000a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·410 00000000000000a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·4
11 00000000000000cc··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·411 00000000000000cc··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
12 00000000000000f4··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·412 00000000000000f4··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
13 0000000000000104··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·413 0000000000000104··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·4
14 000000000000011c··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·414 000000000000011c··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
15 0000000000000144··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·415 0000000000000144··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
16 0000000000000177··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·14816 0000000000000177··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·148
17 00000000000001ac··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·417 00000000000001ac··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
18 00000000000001db··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d018 00000000000001db··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d0
19 00000000000001ec··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·12019 00000000000001ec··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·120
20 0000000000000234··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1b020 0000000000000234··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1b0
21 0000000000000264··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b421 0000000000000264··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b4
22 0000000000000274··0000001400000002·R_X86_64_PC32··········00000000000000d8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·-·422 0000000000000274··0000001400000002·R_X86_64_PC32··········00000000000000d8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·-·4
23 000000000000028c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b423 000000000000028c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b4
24 00000000000002bb··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·29024 00000000000002bb··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·290
25 00000000000002ef··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·33025 00000000000002ef··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·330
26 000000000000032c··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·426 000000000000032c··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·4
27 000000000000036d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·39827 000000000000036d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·398
28 000000000000037d··0000001700000002·R_X86_64_PC32··········00000000000000e8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_closure·-·428 000000000000037d··0000001700000002·R_X86_64_PC32··········00000000000000e8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_closure·-·4
29 00000000000003aa··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·029 00000000000003aa··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
30 00000000000003f9··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·42030 00000000000003f9··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·420
31 0000000000000447··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·031 0000000000000447··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
32 0000000000000476··0000001b00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_closure·-·432 0000000000000476··0000001b00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_closure·-·4
33 00000000000004a9··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·4d033 00000000000004a9··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·4d0
34 00000000000004f7··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·034 00000000000004f7··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
35 0000000000000526··0000001d00000002·R_X86_64_PC32··········00000000000000f8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_closure·-·435 0000000000000526··0000001d00000002·R_X86_64_PC32··········00000000000000f8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_closure·-·4
36 000000000000053c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·27436 000000000000053c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·274
37 0000000000000559··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·437 0000000000000559··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
38 000000000000056a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·038 000000000000056a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
39 0000000000000575··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24c39 0000000000000575··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24c
40 000000000000057c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·22640 000000000000057c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·226
41 00000000000005ac··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·-·441 00000000000005ac··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
42 00000000000005c1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5e842 00000000000005c1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5e8
43 00000000000005e4··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·-·443 00000000000005e4··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
44 0000000000000606··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·-·444 0000000000000606··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
45 0000000000000629··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·045 0000000000000629··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
46 0000000000000648··0000002d00000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure·-·446 0000000000000648··0000002d00000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_closure·-·4
47 000000000000066c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·36447 000000000000066c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·364
48 0000000000000689··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·448 0000000000000689··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
49 000000000000069a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·049 000000000000069a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
50 00000000000006a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·33c50 00000000000006a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·33c
51 00000000000006ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·31651 00000000000006ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·316
52 00000000000006dc··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·-·452 00000000000006dc··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
53 00000000000006f1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·71853 00000000000006f1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·718
54 0000000000000714··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·-·454 0000000000000714··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
55 0000000000000735··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·-·455 0000000000000735··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
56 0000000000000758··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·056 0000000000000758··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
57 0000000000000777··0000003100000002·R_X86_64_PC32··········00000000000003b0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure·-·457 0000000000000777··0000003100000002·R_X86_64_PC32··········00000000000003b0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_closure·-·4
58 000000000000079c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·45458 000000000000079c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·454
59 00000000000007b9··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·459 00000000000007b9··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
60 00000000000007ca··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·060 00000000000007ca··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
61 00000000000007d5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·42c61 00000000000007d5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·42c
62 00000000000007dc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·40662 00000000000007dc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·406
63 000000000000080c··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_closure·-·463 000000000000080c··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_closure·-·4
64 0000000000000862··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_closure·-·464 0000000000000862··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_closure·-·4
65 00000000000008b4··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·465 00000000000008b4··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·4
66 00000000000008c5··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8f066 00000000000008c5··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8f0
67 00000000000008ec··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·467 00000000000008ec··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·4
68 00000000000008f4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·92068 00000000000008f4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·920
69 0000000000000903··0000003700000002·R_X86_64_PC32··········00000000000004b0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_closure·-·469 0000000000000903··0000003700000002·R_X86_64_PC32··········00000000000004b0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_closure·-·4
70 0000000000000932··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·070 0000000000000932··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
71 0000000000000955··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·92071 0000000000000955··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·920
72 000000000000096c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·55472 000000000000096c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·554
73 0000000000000989··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·473 0000000000000989··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
74 000000000000099a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·074 000000000000099a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
75 00000000000009a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·52c75 00000000000009a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·52c
76 00000000000009ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·50676 00000000000009ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·506
77 00000000000009dc··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·477 00000000000009dc··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·4
78 00000000000009ed··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a1878 00000000000009ed··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a18
79 0000000000000a14··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·479 0000000000000a14··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·4
80 0000000000000a28··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a7880 0000000000000a28··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a78
81 0000000000000a3e··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·481 0000000000000a3e··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·4
82 0000000000000a4f··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ac082 0000000000000a4f··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ac0
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84 0000000000000a8a··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·084 0000000000000a8a··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
85 0000000000000ad2··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·085 0000000000000ad2··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
86 0000000000000b1c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·486 0000000000000b1c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
87 0000000000000b34··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·487 0000000000000b34··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
88 0000000000000b69··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ba088 0000000000000b69··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ba0
89 0000000000000b9c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·489 0000000000000b9c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
90 0000000000000bb2··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·090 0000000000000bb2··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0
91 0000000000000bbe··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·bf891 0000000000000bbe··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·bf8
92 0000000000000bca··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad92 0000000000000bca··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad
93 0000000000000bf4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·493 0000000000000bf4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
94 0000000000000bfc··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c2094 0000000000000bfc··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c20
95 0000000000000c03··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd95 0000000000000c03··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd
96 0000000000000c1c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·496 0000000000000c1c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
97 0000000000000c24··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c4097 0000000000000c24··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c40
98 0000000000000c3c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·498 0000000000000c3c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
99 0000000000000c52··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b3899 0000000000000c52··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b38
100 0000000000000c59··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65100 0000000000000c59··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65
101 0000000000000c6d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·cb0101 0000000000000c6d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·cb0
102 0000000000000c77··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5cd102 0000000000000c77··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5cd
103 0000000000000c8f··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44103 0000000000000c8f··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44
104 0000000000000cac··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4104 0000000000000cac··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
105 0000000000000cc4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d10105 0000000000000cc4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d10
106 0000000000000cdd··0000004300000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_divZZeroError_closure·-·4106 0000000000000cdd··0000004300000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_divZZeroError_closure·-·4
107 0000000000000cee··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d58107 0000000000000cee··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d58
108 0000000000000d0c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4108 0000000000000d0c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
109 0000000000000d14··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d30109 0000000000000d14··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d30
110 0000000000000d54··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4110 0000000000000d54··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
111 0000000000000d5c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d78111 0000000000000d5c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d78
112 0000000000000da4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4112 0000000000000da4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
113 0000000000000de4··0000000c0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziNatural_NS_con_info·+·0113 0000000000000de4··0000000c0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziNatural_NS_con_info·+·0
114 0000000000000df0··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e30114 0000000000000df0··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e30
115 0000000000000e17··0000004900000002·R_X86_64_PC32··········0000000000000620·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·-·4115 0000000000000e17··0000004900000002·R_X86_64_PC32··········0000000000000620·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·-·4
116 0000000000000e2c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4116 0000000000000e2c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
117 0000000000000e42··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0117 0000000000000e42··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0
118 0000000000000e4e··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e88118 0000000000000e4e··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e88
119 0000000000000e5a··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad119 0000000000000e5a··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad
120 0000000000000e84··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4120 0000000000000e84··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
121 0000000000000e8c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·eb0121 0000000000000e8c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·eb0
122 0000000000000e93··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd122 0000000000000e93··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd
123 0000000000000eac··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4123 0000000000000eac··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
124 0000000000000eb4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ed0124 0000000000000eb4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ed0
125 0000000000000ecc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4125 0000000000000ecc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
126 0000000000000ed8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44126 0000000000000ed8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44
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6 Math.NumberTheory.Logarithms.naturalaLog10:·argument·must·be·non-zero6 Math.NumberTheory.Logarithms.naturalaLog10:·argument·must·be·non-zero
7 Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero7 Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero
8 Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive8 Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive
9 Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.9 Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.
10 Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive10 Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive
11 src/Math/NumberTheory/Logarithms.hs11 src/Math/NumberTheory/Logarithms.hs
12 Math.NumberTheory.Logarithms12 Math.NumberTheory.Logarithms
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52 ghczminternal_GHCziInternalziErr_error_info52 ghczminternal_GHCziInternalziErr_error_info
53 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure53 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure
54 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_info54 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_info
55 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure55 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_closure
56 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_info56 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_info
57 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure57 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure
58 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_info58 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_info
59 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure59 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_closure
60 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_info60 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_info
61 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_closure61 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_closure
62 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_info62 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_info
63 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure63 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure
64 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_info64 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_info
65 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_closure65 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_closure
66 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_info66 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_info
67 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_closure67 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_closure
68 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog2_info68 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog2_info
69 ghczmbignum_GHCziNumziNatural_naturalLog2zh_info69 ghczmbignum_GHCziNumziNatural_naturalLog2zh_info
70 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog2_closure70 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog2_closure
71 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info71 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info
72 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure72 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure
73 ghczmbignum_GHCziNumziInteger_integerMul_info73 ghczmbignum_GHCziNumziInteger_integerMul_info
74 ghczmbignum_GHCziNumziInteger_integerQuot_info74 ghczmbignum_GHCziNumziInteger_integerQuot_info
75 ghczmbignum_GHCziNumziInteger_integerToIntzh_info75 ghczmbignum_GHCziNumziInteger_integerToIntzh_info
76 ghczmbignum_GHCziNumziNatural_naturalQuot_info76 ghczmbignum_GHCziNumziNatural_naturalQuot_info
77 ghczminternal_GHCziInternalziReal_divZZeroError_closure77 ghczminternal_GHCziInternalziReal_divZZeroError_closure
78 stg_ap_0_fast78 stg_ap_0_fast
79 ghczmbignum_GHCziNumziInteger_integerMul_closure79 ghczmbignum_GHCziNumziInteger_integerMul_closure
80 ghczmbignum_GHCziNumziInteger_integerQuot_closure80 ghczmbignum_GHCziNumziInteger_integerQuot_closure
81 ghczmbignum_GHCziNumziNatural_naturalQuot_closure81 ghczmbignum_GHCziNumziNatural_naturalQuot_closure
82 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info82 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info
83 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure83 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure
84 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info84 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info
85 ghczmbignum_GHCziNumziNatural_NB_con_info85 ghczmbignum_GHCziNumziNatural_NB_con_info
86 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure86 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure
87 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_info87 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zq_info
88 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_closure88 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zq_closure
89 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog1_info89 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_info
90 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog1_closure90 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_closure
91 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_info91 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10_info
92 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_closure92 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10_closure
93 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info93 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info
94 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure94 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure
95 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info95 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info
96 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure96 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure
97 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info97 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info
98 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure98 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure
99 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info99 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info
100 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure100 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure
101 ghczmbignum_GHCziNumziInteger_IP_con_info101 ghczmbignum_GHCziNumziInteger_IP_con_info
102 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_info102 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_info
103 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_closure103 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_closure
104 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_info104 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog1_info
105 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_closure105 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog1_closure
106 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_info106 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_info
107 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_closure107 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_closure
108 ghczmprim_GHCziTypes_ZC_con_info108 ghczmprim_GHCziTypes_ZC_con_info
109 ghczmprim_GHCziTypes_ZMZN_closure109 ghczmprim_GHCziTypes_ZMZN_closure
110 stg_newByteArrayzh110 stg_newByteArrayzh
111 arrayzm0zi5zi8zi0zminplace_DataziArrayziBase_UArray_con_info111 arrayzm0zi5zi8zi0zminplace_DataziArrayziBase_UArray_con_info
112 stg_gc_noregs112 stg_gc_noregs
113 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure113 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure
114 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info114 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info
Offset 117, 40 lines modifiedOffset 117, 40 lines modified
117 ghczminternal_GHCziInternalziReal_overflowError_closure117 ghczminternal_GHCziInternalziReal_overflowError_closure
118 ghczmbignum_GHCziNumziInteger_integerFromNatural_info118 ghczmbignum_GHCziNumziInteger_integerFromNatural_info
119 ghczmbignum_GHCziNumziInteger_integerFromNatural_closure119 ghczmbignum_GHCziNumziInteger_integerFromNatural_closure
120 ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure120 ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure
121 ghczmbignum_GHCziNumziNatural_naturalAdd_closure121 ghczmbignum_GHCziNumziNatural_naturalAdd_closure
122 ghczmbignum_GHCziNumziBigNat_bigNatCompare_info122 ghczmbignum_GHCziNumziBigNat_bigNatCompare_info
123 stg_SRT_4_info123 stg_SRT_4_info
124 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info124 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info
125 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure125 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure
126 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase2_info126 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase2_info
127 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase2_closure127 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase2_closure
128 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase1_info128 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase1_info
129 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase1_closure129 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase1_closure
130 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info130 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info
131 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure131 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure
132 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase_info132 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase_info
133 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase_closure133 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase_closure
Max diff block lines reached; 2900/20202 bytes (14.36%) of diff not shown.
750 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 68 lines modifiedOffset 1, 68 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xf8>:2 0000000000000000·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xf8>:
3 »       ...3 »       ...
4 »       adc····$0x0,%eax4 »       adc····$0x0,%eax
5 ·R_X86_64_PC32»  .data+0x245 ·R_X86_64_PC32»  .data+0x24
6 »       add····%al,(%rax)6 »       add····%al,(%rax)
7 »       add····%cl,-0x73(%rax)7 »       add····%cl,-0x73(%rax)
8 »       rex.RB8 »       rex.RB
9 »       lock·cmp·%r15,%rax9 »       lock·cmp·%r15,%rax
10 »       jb·····57·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa1>10 »       jb·····57·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa1>
11 »       sub····$0x8,%rsp11 »       sub····$0x8,%rsp
12 »       mov····%r13,%rax12 »       mov····%r13,%rax
13 »       mov····%rbx,%rsi13 »       mov····%rbx,%rsi
14 »       mov····%rax,%rdi14 »       mov····%rax,%rdi
15 »       xor····%eax,%eax15 »       xor····%eax,%eax
16 »       call···2d·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xcb>16 »       call···2d·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xcb>
17 ·R_X86_64_PLT32» newCAF-0x417 ·R_X86_64_PLT32» newCAF-0x4
18 »       add····$0x8,%rsp18 »       add····$0x8,%rsp
19 »       test···%rax,%rax19 »       test···%rax,%rax
20 »       je·····52·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa6>20 »       je·····52·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa6>
21 »       movq···$0x0,-0x10(%rbp)21 »       movq···$0x0,-0x10(%rbp)
22 ·R_X86_64_32S»   stg_bh_upd_frame_info22 ·R_X86_64_32S»   stg_bh_upd_frame_info
23 »       mov····%rax,-0x8(%rbp)23 »       mov····%rax,-0x8(%rbp)
24 »       lea····0x0(%rip),%r14········24 »       lea····0x0(%rip),%r14········
25 ·R_X86_64_PC32»  .data-0x425 ·R_X86_64_PC32»  .data-0x4
26 »       add····$0xfffffffffffffff0,%rbp26 »       add····$0xfffffffffffffff0,%rbp
27 »       jmp····52·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa6>27 »       jmp····52·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa6>
28 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x428 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x4
29 »       mov····(%rbx),%rax29 »       mov····(%rbx),%rax
30 »       jmp····*%rax30 »       jmp····*%rax
31 »       jmp····*-0x10(%r13)31 »       jmp····*-0x10(%r13)
32 »       nopl···0x0(%rax,%rax,1)32 »       nopl···0x0(%rax,%rax,1)
33 »       ...33 »       ...
34 »       adc····$0x0,%eax34 »       adc····$0x0,%eax
35 ·R_X86_64_PC32»  .data+0x2435 ·R_X86_64_PC32»  .data+0x24
36 »       add····%al,(%rax)36 »       add····%al,(%rax)
37 »       add····%cl,-0x73(%rax)37 »       add····%cl,-0x73(%rax)
38 »       rex.RB38 »       rex.RB
39 »       lock·cmp·%r15,%rax39 »       lock·cmp·%r15,%rax
40 »       jb·····b7·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x41>40 »       jb·····b7·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x41>
41 »       sub····$0x8,%rsp41 »       sub····$0x8,%rsp
42 »       mov····%r13,%rax42 »       mov····%r13,%rax
43 »       mov····%rbx,%rsi43 »       mov····%rbx,%rsi
44 »       mov····%rax,%rdi44 »       mov····%rax,%rdi
45 »       xor····%eax,%eax45 »       xor····%eax,%eax
46 »       call···8d·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x6b>46 »       call···8d·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x6b>
47 ·R_X86_64_PLT32» newCAF-0x447 ·R_X86_64_PLT32» newCAF-0x4
48 »       add····$0x8,%rsp48 »       add····$0x8,%rsp
49 »       test···%rax,%rax49 »       test···%rax,%rax
50 »       je·····b2·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x46>50 »       je·····b2·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x46>
51 »       movq···$0x0,-0x10(%rbp)51 »       movq···$0x0,-0x10(%rbp)
52 ·R_X86_64_32S»   stg_bh_upd_frame_info52 ·R_X86_64_32S»   stg_bh_upd_frame_info
53 »       mov····%rax,-0x8(%rbp)53 »       mov····%rax,-0x8(%rbp)
54 »       lea····0x0(%rip),%r14········54 »       lea····0x0(%rip),%r14········
55 ·R_X86_64_PC32»  .data-0x455 ·R_X86_64_PC32»  .data-0x4
56 »       add····$0xfffffffffffffff0,%rbp56 »       add····$0xfffffffffffffff0,%rbp
57 »       jmp····b2·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x46>57 »       jmp····b2·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x46>
58 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x458 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x4
59 »       mov····(%rbx),%rax59 »       mov····(%rbx),%rax
60 »       jmp····*%rax60 »       jmp····*%rax
61 »       jmp····*-0x10(%r13)61 »       jmp····*-0x10(%r13)
62 »       nopl···0x0(%rax,%rax,1)62 »       nopl···0x0(%rax,%rax,1)
63 »       add····(%rax),%al63 »       add····(%rax),%al
64 »       add····%al,(%rax)64 »       add····%al,(%rax)
Offset 71, 108 lines modifiedOffset 71, 108 lines modified
71 »       adc····(%rax),%al71 »       adc····(%rax),%al
72 »       add····%al,(%rax)72 »       add····%al,(%rax)
73 »       add····%al,(%rax)73 »       add····%al,(%rax)
74 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x474 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
75 »       add····%al,(%rax)75 »       add····%al,(%rax)
76 »       mov····0x18(%rbx),%rsi76 »       mov····0x18(%rbx),%rsi
77 »       mov····0x10(%rbx),%r1477 »       mov····0x10(%rbx),%r14
78 »       jmp····dd·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x1b>78 »       jmp····dd·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x1b>
79 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x479 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
80 »       nopl···(%rax)80 »       nopl···(%rax)
81 »       adc····$0x3000000,%eax81 »       adc····$0x3000000,%eax
82 »       ...82 »       ...
83 »       add····%al,(%rax)83 »       add····%al,(%rax)
84 »       add····%cl,(%rsi)84 »       add····%cl,(%rsi)
85 »       add····%al,(%rax)85 »       add····%al,(%rax)
86 »       add····%al,(%rax)86 »       add····%al,(%rax)
87 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x487 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
88 »       add····%al,(%rax)88 »       add····%al,(%rax)
89 »       ...89 »       ...
  
90 00000000000000f8·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info>:90 00000000000000f8·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info>:
91 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info():91 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info():
92 »       lea····-0x20(%rbp),%rax92 »       lea····-0x20(%rbp),%rax
93 »       cmp····%r15,%rax93 »       cmp····%r15,%rax
94 »       jae····157·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>94 »       jae····157·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>
95 »       lea····0x0(%rip),%rbx········95 »       lea····0x0(%rip),%rbx········
96 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure-0x496 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure-0x4
97 »       jmp····*-0x8(%r13)97 »       jmp····*-0x8(%r13)
98 »       nopl···0x0(%rax)98 »       nopl···0x0(%rax)
99 »       (bad)99 »       (bad)
100 »       add····%al,(%rax)100 »       add····%al,(%rax)
101 »       add····%al,(%rax)101 »       add····%al,(%rax)
102 »       add····%al,(%rax)102 »       add····%al,(%rax)
103 »       add····%bl,(%rsi)103 »       add····%bl,(%rsi)
104 »       add····%al,(%rax)104 »       add····%al,(%rax)
105 »       add····%al,(%rax)105 »       add····%al,(%rax)
106 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4106 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
107 »       add····%al,(%rax)107 »       add····%al,(%rax)
108 »       add····%cl,-0x75(%rax)108 »       add····%cl,-0x75(%rax)
109 »       jge····12c·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x34>109 »       jge····12c·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x34>
110 »       mov····0x10(%rbp),%rsi110 »       mov····0x10(%rbp),%rsi
111 »       add····$0x18,%rbp111 »       add····$0x18,%rbp
112 »       mov····%rbx,%r14112 »       mov····%rbx,%r14
113 »       jmp····157·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>113 »       jmp····157·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>
114 »       nopl···0x0(%rax)114 »       nopl···0x0(%rax)
115 »       (bad)115 »       (bad)
116 »       add····%al,(%rax)116 »       add····%al,(%rax)
117 »       add····%al,(%rax)117 »       add····%al,(%rax)
118 »       add····%al,(%rax)118 »       add····%al,(%rax)
119 »       add····%bl,(%rsi)119 »       add····%bl,(%rsi)
120 »       add····%al,(%rax)120 »       add····%al,(%rax)
121 »       add····%al,(%rax)121 »       add····%al,(%rax)
122 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4122 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
123 »       add····%al,(%rax)123 »       add····%al,(%rax)
124 »       add····%cl,-0x75(%rax)124 »       add····%cl,-0x75(%rax)
125 »       jge····154·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5c>125 »       jge····154·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5c>
126 »       mov····0x10(%rbp),%rsi126 »       mov····0x10(%rbp),%rsi
127 »       add····$0x18,%rbp127 »       add····$0x18,%rbp
Max diff block lines reached; 761383/768279 bytes (99.10%) of diff not shown.
710 B
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 9, 10 lines modifiedOffset 9, 10 lines modified
9 ··[···1b3]··Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero9 ··[···1b3]··Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero
10 ··[···1f7]··Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive10 ··[···1f7]··Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive
11 ··[···23b]··Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.11 ··[···23b]··Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.
12 ··[···27a]··Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive12 ··[···27a]··Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive
13 ··[···2ba]··src/Math/NumberTheory/Logarithms.hs13 ··[···2ba]··src/Math/NumberTheory/Logarithms.hs
14 ··[···2de]··error14 ··[···2de]··error
15 ··[···2e4]··Math.NumberTheory.Logarithms15 ··[···2e4]··Math.NumberTheory.Logarithms
16 ··[···301]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ16 ··[···301]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
17 ··[···331]··Negative·exponent17 ··[···331]··Negative·exponent
  
90.0 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 688 lines modifiedOffset 1, 693 lines modified
  
1 Hex·dump·of·section·'.strtab':1 Hex·dump·of·section·'.strtab':
Diff chunk too large, falling back to line-by-line diff (509 lines added, 509 lines removed)
2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
4 ··0x00000020·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R4 ··0x00000020·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
5 ··0x00000030·6375646b·4a5f4d61·74687a69·4e756d62·cudkJ_MathziNumb5 ··0x00000030·6c455038·32675f4d·6174687a·694e756d·lEP82g_MathziNum
6 ··0x00000040·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari6 ··0x00000040·62657254·68656f72·797a694c·6f676172·berTheoryziLogar
7 ··0x00000050·74686d73·5f7a6474·724d6f64·756c6532·thms_zdtrModule27 ··0x00000050·6974686d·735f7a64·74724d6f·64756c65·ithms_zdtrModule
8 ··0x00000060·5f627974·65730069·6e746567·65727a6d·_bytes.integerzm8 ··0x00000060·325f6279·74657300·696e7465·6765727a·2_bytes.integerz
9 ··0x00000070·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi09 ··0x00000070·6d6c6f67·61726974·686d737a·6d317a69·mlogarithmszm1zi
10 ··0x00000080·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a10 ··0x00000080·307a6934·7a6d334f·63644135·4e333453·0zi4zm3OcdA5N34S
11 ··0x00000090·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math11 ··0x00000090·47365a5a·374e496c·45503832·675f4d61·G6ZZ7NIlEP82g_Ma
12 ··0x000000a0·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi12 ··0x000000a0·74687a69·4e756d62·65725468·656f7279·thziNumberTheory
13 ··0x000000b0·4c6f6761·72697468·6d735f7a·6474724d·Logarithms_zdtrM13 ··0x000000b0·7a694c6f·67617269·74686d73·5f7a6474·ziLogarithms_zdt
14 ··0x000000c0·6f64756c·65345f62·79746573·00737467·odule4_bytes.stg14 ··0x000000c0·724d6f64·756c6534·5f627974·65730073·rModule4_bytes.s
15 ··0x000000d0·5f756e70·61636b5f·63737472·696e675f·_unpack_cstring_15 ··0x000000d0·74675f75·6e706163·6b5f6373·7472696e·tg_unpack_cstrin
16 ··0x000000e0·696e666f·00737467·5f535254·5f325f69·info.stg_SRT_2_i16 ··0x000000e0·675f696e·666f0073·74675f53·52545f32·g_info.stg_SRT_2
17 ··0x000000f0·6e666f00·6768637a·6d696e74·65726e61·nfo.ghczminterna17 ··0x000000f0·5f696e66·6f006768·637a6d69·6e746572·_info.ghczminter
18 ··0x00000100·6c5f4748·437a6949·6e746572·6e616c7a·l_GHCziInternalz18 ··0x00000100·6e616c5f·4748437a·69496e74·65726e61·nal_GHCziInterna
19 ··0x00000110·69457272·5f657272·6f725769·74686f75·iErr_errorWithou19 ··0x00000110·6c7a6945·72725f65·72726f72·57697468·lziErr_errorWith
20 ··0x00000120·74537461·636b5472·6163655f·636c6f73·tStackTrace_clos20 ··0x00000120·6f757453·7461636b·54726163·655f636c·outStackTrace_cl
21 ··0x00000130·75726500·6e657743·41460073·74675f62·ure.newCAF.stg_b21 ··0x00000130·6f737572·65006e65·77434146·00737467·osure.newCAF.stg
22 ··0x00000140·685f7570·645f6672·616d655f·696e666f·h_upd_frame_info22 ··0x00000140·5f62685f·7570645f·6672616d·655f696e·_bh_upd_frame_in
23 ··0x00000150·00676863·7a6d696e·7465726e·616c5f47·.ghczminternal_G23 ··0x00000150·666f0067·68637a6d·696e7465·726e616c·fo.ghczminternal
24 ··0x00000160·48437a69·496e7465·726e616c·7a694572·HCziInternalziEr24 ··0x00000160·5f474843·7a69496e·7465726e·616c7a69·_GHCziInternalzi
25 ··0x00000170·725f6572·726f7257·6974686f·75745374·r_errorWithoutSt25 ··0x00000170·4572725f·6572726f·72576974·686f7574·Err_errorWithout
26 ··0x00000180·61636b54·72616365·5f696e66·6f006768·ackTrace_info.gh26 ··0x00000180·53746163·6b547261·63655f69·6e666f00·StackTrace_info.
27 ··0x00000190·637a6d62·69676e75·6d5f4748·437a694e·czmbignum_GHCziN27 ··0x00000190·6768637a·6d626967·6e756d5f·4748437a·ghczmbignum_GHCz
28 ··0x000001a0·756d7a69·4e617475·72616c5f·4e535f63·umziNatural_NS_c28 ··0x000001a0·694e756d·7a694e61·74757261·6c5f4e53·iNumziNatural_NS
29 ··0x000001b0·6f6e5f69·6e666f00·6768637a·6d626967·on_info.ghczmbig29 ··0x000001b0·5f636f6e·5f696e66·6f006768·637a6d62·_con_info.ghczmb
30 ··0x000001c0·6e756d5f·4748437a·694e756d·7a69496e·num_GHCziNumziIn30 ··0x000001c0·69676e75·6d5f4748·437a694e·756d7a69·ignum_GHCziNumzi
31 ··0x000001d0·74656765·725f4953·5f636f6e·5f696e66·teger_IS_con_inf31 ··0x000001d0·496e7465·6765725f·49535f63·6f6e5f69·Integer_IS_con_i
32 ··0x000001e0·6f006768·637a6d62·69676e75·6d5f4748·o.ghczmbignum_GH32 ··0x000001e0·6e666f00·6768637a·6d626967·6e756d5f·nfo.ghczmbignum_
33 ··0x000001f0·437a694e·756d7a69·4e617475·72616c5f·CziNumziNatural_33 ··0x000001f0·4748437a·694e756d·7a694e61·74757261·GHCziNumziNatura
34 ··0x00000200·6e617475·72616c4d·756c5f63·6c6f7375·naturalMul_closu34 ··0x00000200·6c5f6e61·74757261·6c4d756c·5f636c6f·l_naturalMul_clo
35 ··0x00000210·72650067·68637a6d·6269676e·756d5f47·re.ghczmbignum_G35 ··0x00000210·73757265·00676863·7a6d6269·676e756d·sure.ghczmbignum
36 ··0x00000220·48437a69·4e756d7a·694e6174·7572616c·HCziNumziNatural36 ··0x00000220·5f474843·7a694e75·6d7a694e·61747572·_GHCziNumziNatur
37 ··0x00000230·5f6e6174·7572616c·4d756c5f·696e666f·_naturalMul_info37 ··0x00000230·616c5f6e·61747572·616c4d75·6c5f696e·al_naturalMul_in
38 ··0x00000240·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari38 ··0x00000240·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga
39 ··0x00000250·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA39 ··0x00000250·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z
40 ··0x00000260·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R40 ··0x00000260·6d334f63·6441354e·33345347·365a5a37·m3OcdA5N34SG6ZZ7
41 ··0x00000270·6375646b·4a5f4d61·74687a69·4e756d62·cudkJ_MathziNumb41 ··0x00000270·4e496c45·50383267·5f4d6174·687a694e·NIlEP82g_MathziN
42 ··0x00000280·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari42 ··0x00000280·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog
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40.8 KB
Integer.o
877 B
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7 ··[·3]·.data·············PROGBITS········0000000000000000·000238·000118·00··WA··0···0··87 ··[·3]·.data·············PROGBITS········0000000000000000·000238·000118·00··WA··0···0··8
8 ··[·4]·.rela.data········RELA············0000000000000000·000e98·000210·18···I··8···3··88 ··[·4]·.rela.data········RELA············0000000000000000·000ea0·000210·18···I··8···3··8
9 ··[·5]·.bss··············NOBITS··········0000000000000000·000350·000000·00··WA··0···0··19 ··[·5]·.bss··············NOBITS··········0000000000000000·000350·000000·00··WA··0···0··1
10 ··[·6]·.rodata.str·······PROGBITS········0000000000000000·000350·000063·01·AMS··0···0··110 ··[·6]·.rodata.str·······PROGBITS········0000000000000000·000350·000063·01·AMS··0···0··1
11 ··[·7]·.note.GNU-stack···PROGBITS········0000000000000000·0003b3·000000·00······0···0··111 ··[·7]·.note.GNU-stack···PROGBITS········0000000000000000·0003b3·000000·00······0···0··1
12 ··[·8]·.symtab···········SYMTAB··········0000000000000000·0003b8·000288·18······9···4··812 ··[·8]·.symtab···········SYMTAB··········0000000000000000·0003b8·000288·18······9···4··8
13 ··[·9]·.strtab···········STRTAB··········0000000000000000·000640·00062b·00······0···0··113 ··[·9]·.strtab···········STRTAB··········0000000000000000·000640·000634·00······0···0··1
14 ··[10]·.shstrtab·········STRTAB··········0000000000000000·0010a8·000052·00······0···0··114 ··[10]·.shstrtab·········STRTAB··········0000000000000000·0010b0·000052·00······0···0··1
15 Key·to·Flags:15 Key·to·Flags:
16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),
17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),
18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),
19 ··D·(mbind),·l·(large),·p·(processor·specific)19 ··D·(mbind),·l·(large),·p·(processor·specific)
4.82 KB
readelf --wide --symbols {}
    
Offset 1, 30 lines modifiedOffset 1, 30 lines modified
  
1 Symbol·table·'.symtab'·contains·27·entries:1 Symbol·table·'.symtab'·contains·27·entries:
2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name
3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·
4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text
5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····3·.data5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····3·.data
6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····6·.rodata.str6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····6·.rodata.str
7 ·····4:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes7 ·····4:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes
8 ·····5:·0000000000000021·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes8 ·····5:·0000000000000021·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes
9 ·····6:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_unpack_cstring_info9 ·····6:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_unpack_cstring_info
10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_2_info10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_2_info
11 ·····8:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure11 ·····8:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
12 ·····9:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF12 ·····9:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF
13 ····10:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_bh_upd_frame_info13 ····10:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_bh_upd_frame_info
14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
15 ····12:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_IS_con_info15 ····12:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_IS_con_info
16 ····13:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure16 ····13:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure
17 ····14:·0000000000000078···179·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info17 ····14:·0000000000000078···179·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info
18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info
19 ····16:·0000000000000098·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_closure19 ····16:·0000000000000098·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_closure
20 ····17:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure20 ····17:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure
21 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure21 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure
22 ····19:·0000000000000148···170·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info22 ····19:·0000000000000148···170·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_info
23 ····20:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info23 ····20:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info
24 ····21:·00000000000000c8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_closure24 ····21:·00000000000000c8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_closure
25 ····22:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure25 ····22:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure
26 ····23:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info26 ····23:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info
27 ····24:·00000000000000e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure27 ····24:·00000000000000e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure
28 ····25:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule_closure28 ····25:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule_closure
29 ····26:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info29 ····26:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info
7.28 KB
readelf --wide --relocs {}
    
Offset 1, 51 lines modifiedOffset 1, 51 lines modified
  
1 Relocation·section·'.rela.text'·at·offset·0xc70·contains·23·entries:1 Relocation·section·'.rela.text'·at·offset·0xc78·contains·23·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 000000000000000c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·243 000000000000000c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24
4 0000000000000029··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·44 0000000000000029··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
5 000000000000003a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·05 000000000000003a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
6 0000000000000045··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·46 0000000000000045··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·4
7 0000000000000074··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·747 0000000000000074··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·74
8 0000000000000089··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b88 0000000000000089··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b8
9 00000000000000b4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·749 00000000000000b4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·74
10 00000000000000c4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·4410 00000000000000c4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44
11 00000000000000d9··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·6511 00000000000000d9··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65
12 00000000000000e8··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·11012 00000000000000e8··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·110
13 000000000000010c··0000000d00000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·-·413 000000000000010c··0000000d00000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·-·4
14 0000000000000123··0000001000000002·R_X86_64_PC32··········0000000000000098·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_closure·-·414 0000000000000123··0000001000000002·R_X86_64_PC32··········0000000000000098·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_closure·-·4
15 0000000000000144··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a415 0000000000000144··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a4
16 0000000000000159··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·18816 0000000000000159··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·188
17 0000000000000184··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a417 0000000000000184··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a4
18 0000000000000192··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·6518 0000000000000192··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65
19 00000000000001a1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d019 00000000000001a1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d0
20 00000000000001cc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a420 00000000000001cc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a4
21 00000000000001da··0000001100000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·-·321 00000000000001da··0000001100000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·-·3
22 00000000000001ea··0000001500000002·R_X86_64_PC32··········00000000000000c8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_closure·-·422 00000000000001ea··0000001500000002·R_X86_64_PC32··········00000000000000c8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_closure·-·4
23 000000000000004e··0000000b00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·423 000000000000004e··0000000b00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·4
24 000000000000011c··0000000f00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info·-·424 000000000000011c··0000000f00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info·-·4
25 00000000000001e3··0000001400000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info·-·425 00000000000001e3··0000001400000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info·-·4
  
26 Relocation·section·'.rela.data'·at·offset·0xe98·contains·22·entries:26 Relocation·section·'.rela.data'·at·offset·0xea0·contains·22·entries:
27 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend27 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
28 0000000000000000··0000000600000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·028 0000000000000000··0000000600000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·0
29 0000000000000020··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·5129 0000000000000020··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·51
30 0000000000000028··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·030 0000000000000028··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
31 0000000000000030··0000000800000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure·+·031 0000000000000030··0000000800000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure·+·0
32 0000000000000038··0000000200000001·R_X86_64_64············0000000000000000·.data·+·032 0000000000000038··0000000200000001·R_X86_64_64············0000000000000000·.data·+·0
33 0000000000000048··0000000100000001·R_X86_64_64············0000000000000000·.text·+·1033 0000000000000048··0000000100000001·R_X86_64_64············0000000000000000·.text·+·10
34 0000000000000068··0000000c00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·034 0000000000000068··0000000c00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0
35 0000000000000078··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·035 0000000000000078··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
36 0000000000000080··0000000d00000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·+·036 0000000000000080··0000000d00000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·+·0
37 0000000000000088··0000000200000001·R_X86_64_64············0000000000000000·.data·+·4837 0000000000000088··0000000200000001·R_X86_64_64············0000000000000000·.data·+·48
38 0000000000000098··0000000e00000001·R_X86_64_64············0000000000000078·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info·+·038 0000000000000098··0000000e00000001·R_X86_64_64············0000000000000078·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info·+·0
39 00000000000000a8··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·039 00000000000000a8··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
40 00000000000000b0··0000001100000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·+·040 00000000000000b0··0000001100000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·+·0
41 00000000000000b8··0000001200000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure·+·041 00000000000000b8··0000001200000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure·+·0
42 00000000000000c8··0000001300000001·R_X86_64_64············0000000000000148·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info·+·042 00000000000000c8··0000001300000001·R_X86_64_64············0000000000000148·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_info·+·0
43 00000000000000d8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·043 00000000000000d8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
44 00000000000000e0··0000000500000001·R_X86_64_64············0000000000000021·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·+·044 00000000000000e0··0000000500000001·R_X86_64_64············0000000000000021·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·+·0
45 00000000000000e8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·045 00000000000000e8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
46 00000000000000f0··0000000400000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·+·046 00000000000000f0··0000000400000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·+·0
47 00000000000000f8··0000001a00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·047 00000000000000f8··0000001a00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·0
48 0000000000000100··0000001600000001·R_X86_64_64············00000000000000d8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·+·148 0000000000000100··0000001600000001·R_X86_64_64············00000000000000d8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·+·1
49 0000000000000108··0000001800000001·R_X86_64_64············00000000000000e8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·+·149 0000000000000108··0000001800000001·R_X86_64_64············00000000000000e8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·+·1
2.81 KB
strings --all --bytes=8 {}
    
Offset 1, 30 lines modifiedOffset 1, 30 lines modified
1 Math.NumberTheory.Powers.Integer1 Math.NumberTheory.Powers.Integer
2 integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ2 integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
3 Negative·exponent3 Negative·exponent
4 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes4 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes
5 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes5 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes
6 stg_unpack_cstring_info6 stg_unpack_cstring_info
7 stg_SRT_2_info7 stg_SRT_2_info
8 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure8 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
9 stg_bh_upd_frame_info9 stg_bh_upd_frame_info
10 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info10 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
11 ghczmbignum_GHCziNumziInteger_IS_con_info11 ghczmbignum_GHCziNumziInteger_IS_con_info
12 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure12 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure
13 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info13 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info
14 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info14 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info
15 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_closure15 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_closure
16 ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure16 ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure
17 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure17 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure
18 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info18 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_info
19 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info19 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info
20 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_closure20 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_closure
21 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure21 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure
22 ghczmprim_GHCziTypes_TrNameS_con_info22 ghczmprim_GHCziTypes_TrNameS_con_info
23 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure23 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure
24 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule_closure24 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule_closure
25 ghczmprim_GHCziTypes_Module_con_info25 ghczmprim_GHCziTypes_Module_con_info
26 .shstrtab26 .shstrtab
27 .rela.text27 .rela.text
28 .rela.data28 .rela.data
29 .rodata.str29 .rodata.str
30 .note.GNU-stack30 .note.GNU-stack
9.73 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 38 lines modifiedOffset 1, 38 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info-0x78>:2 0000000000000000·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info-0x78>:
3 »       ...3 »       ...
4 »       adc····$0x0,%eax4 »       adc····$0x0,%eax
5 ·R_X86_64_PC32»  .data+0x245 ·R_X86_64_PC32»  .data+0x24
6 »       add····%al,(%rax)6 »       add····%al,(%rax)
7 »       add····%cl,-0x73(%rax)7 »       add····%cl,-0x73(%rax)
8 »       rex.RB8 »       rex.RB
9 »       lock·cmp·%r15,%rax9 »       lock·cmp·%r15,%rax
10 »       jb·····57·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info-0x21>10 »       jb·····57·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info-0x21>
11 »       sub····$0x8,%rsp11 »       sub····$0x8,%rsp
12 »       mov····%r13,%rax12 »       mov····%r13,%rax
13 »       mov····%rbx,%rsi13 »       mov····%rbx,%rsi
14 »       mov····%rax,%rdi14 »       mov····%rax,%rdi
15 »       xor····%eax,%eax15 »       xor····%eax,%eax
16 »       call···2d·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info-0x4b>16 »       call···2d·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info-0x4b>
17 ·R_X86_64_PLT32» newCAF-0x417 ·R_X86_64_PLT32» newCAF-0x4
18 »       add····$0x8,%rsp18 »       add····$0x8,%rsp
19 »       test···%rax,%rax19 »       test···%rax,%rax
20 »       je·····52·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info-0x26>20 »       je·····52·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info-0x26>
21 »       movq···$0x0,-0x10(%rbp)21 »       movq···$0x0,-0x10(%rbp)
22 ·R_X86_64_32S»   stg_bh_upd_frame_info22 ·R_X86_64_32S»   stg_bh_upd_frame_info
23 »       mov····%rax,-0x8(%rbp)23 »       mov····%rax,-0x8(%rbp)
24 »       lea····0x0(%rip),%r14········24 »       lea····0x0(%rip),%r14········
25 ·R_X86_64_PC32»  .data-0x425 ·R_X86_64_PC32»  .data-0x4
26 »       add····$0xfffffffffffffff0,%rbp26 »       add····$0xfffffffffffffff0,%rbp
27 »       jmp····52·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info-0x26>27 »       jmp····52·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info-0x26>
28 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x428 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x4
29 »       mov····(%rbx),%rax29 »       mov····(%rbx),%rax
30 »       jmp····*%rax30 »       jmp····*%rax
31 »       jmp····*-0x10(%r13)31 »       jmp····*-0x10(%r13)
32 »       nopl···0x0(%rax,%rax,1)32 »       nopl···0x0(%rax,%rax,1)
33 »       sldt···(%rax)33 »       sldt···(%rax)
34 »       add····%al,(%rdx)34 »       add····%al,(%rdx)
Offset 41, 26 lines modifiedOffset 41, 26 lines modified
41 »       add····%cl,(%rsi)41 »       add····%cl,(%rsi)
42 »       add····%al,(%rax)42 »       add····%al,(%rax)
43 »       add····%al,(%rax)43 »       add····%al,(%rax)
44 ·R_X86_64_PC32»  .data+0x7444 ·R_X86_64_PC32»  .data+0x74
45 »       add····%al,(%rax)45 »       add····%al,(%rax)
46 »       ...46 »       ...
  
47 0000000000000078·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info>:47 0000000000000078·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info>:
48 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info():48 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info():
49 »       lea····-0x10(%rbp),%rax49 »       lea····-0x10(%rbp),%rax
50 »       cmp····%r15,%rax50 »       cmp····%r15,%rax
51 »       jb·····120·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info+0xa8>51 »       jb·····120·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info+0xa8>
52 »       movq···$0x0,-0x10(%rbp)52 »       movq···$0x0,-0x10(%rbp)
53 ·R_X86_64_32S»   .text+0xb853 ·R_X86_64_32S»   .text+0xb8
54 »       mov····%rsi,%rbx54 »       mov····%rsi,%rbx
55 »       mov····%r14,-0x8(%rbp)55 »       mov····%r14,-0x8(%rbp)
56 »       add····$0xfffffffffffffff0,%rbp56 »       add····$0xfffffffffffffff0,%rbp
57 »       test···$0x7,%bl57 »       test···$0x7,%bl
58 »       jne····b8·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info+0x40>58 »       jne····b8·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info+0x40>
59 »       mov····(%rbx),%rax59 »       mov····(%rbx),%rax
60 »       jmp····*%rax60 »       jmp····*%rax
61 »       nopw···0x0(%rax,%rax,1)61 »       nopw···0x0(%rax,%rax,1)
62 »       add····%eax,(%rax)62 »       add····%eax,(%rax)
63 »       add····%al,(%rax)63 »       add····%al,(%rax)
64 »       add····%al,(%rax)64 »       add····%al,(%rax)
65 »       add····%al,(%rax)65 »       add····%al,(%rax)
Offset 68, 118 lines modifiedOffset 68, 118 lines modified
68 »       add····%al,(%rax)68 »       add····%al,(%rax)
69 »       add····%al,(%rax)69 »       add····%al,(%rax)
70 ·R_X86_64_PC32»  .data+0x7470 ·R_X86_64_PC32»  .data+0x74
71 »       add····%al,(%rax)71 »       add····%al,(%rax)
72 »       add····%cl,-0x75(%rax)72 »       add····%cl,-0x75(%rax)
73 »       rex.XB·(bad)73 »       rex.XB·(bad)
74 »       test···%rax,%rax74 »       test···%rax,%rax
75 »       jge····d1·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info+0x59>75 »       jge····d1·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info+0x59>
76 »       lea····0x0(%rip),%rbx········76 »       lea····0x0(%rip),%rbx········
77 ·R_X86_64_PC32»  .data+0x4477 ·R_X86_64_PC32»  .data+0x44
78 »       add····$0x10,%rbp78 »       add····$0x10,%rbp
79 »       mov····(%rbx),%rax79 »       mov····(%rbx),%rax
80 »       jmp····*%rax80 »       jmp····*%rax
81 »       test···%rax,%rax81 »       test···%rax,%rax
82 »       jne····e4·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info+0x6c>82 »       jne····e4·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info+0x6c>
83 »       lea····0x0(%rip),%rbx········83 »       lea····0x0(%rip),%rbx········
84 ·R_X86_64_PC32»  .data+0x6584 ·R_X86_64_PC32»  .data+0x65
85 »       add····$0x10,%rbp85 »       add····$0x10,%rbp
86 »       jmp····*0x0(%rbp)86 »       jmp····*0x0(%rbp)
87 »       movq···$0x0,0x0(%rbp)87 »       movq···$0x0,0x0(%rbp)
88 ·R_X86_64_32S»   .text+0x11088 ·R_X86_64_32S»   .text+0x110
89 »       mov····0x8(%rbp),%rbx89 »       mov····0x8(%rbp),%rbx
90 »       mov····%rax,0x8(%rbp)90 »       mov····%rax,0x8(%rbp)
91 »       test···$0x7,%bl91 »       test···$0x7,%bl
92 »       jne····110·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info+0x98>92 »       jne····110·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info+0x98>
93 »       mov····(%rbx),%rax93 »       mov····(%rbx),%rax
94 »       jmp····*%rax94 »       jmp····*%rax
95 »       xchg···%ax,%ax95 »       xchg···%ax,%ax
96 »       add····%al,(%r8)96 »       add····%al,(%r8)
97 »       add····%al,(%rax)97 »       add····%al,(%rax)
98 »       add····%al,(%rax)98 »       add····%al,(%rax)
99 »       add····%bl,(%rsi)99 »       add····%bl,(%rsi)
100 »       add····%al,(%rax)100 »       add····%al,(%rax)
101 »       add····%al,(%rax)101 »       add····%al,(%rax)
102 ·R_X86_64_PC32»  ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure-0x4102 ·R_X86_64_PC32»  ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure-0x4
103 »       add····%al,(%rax)103 »       add····%al,(%rax)
104 »       add····%cl,-0x75(%rax)104 »       add····%cl,-0x75(%rax)
105 »       jne····11c·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info+0xa4>105 »       jne····11c·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info+0xa4>
106 »       mov····%rbx,%r14106 »       mov····%rbx,%r14
107 »       add····$0x10,%rbp107 »       add····$0x10,%rbp
108 »       jmp····120·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info+0xa8>108 »       jmp····120·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info+0xa8>
109 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info-0x4109 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info-0x4
110 »       lea····0x0(%rip),%rbx········110 »       lea····0x0(%rip),%rbx········
111 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_closure-0x4111 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_closure-0x4
112 »       jmp····*-0x8(%r13)112 »       jmp····*-0x8(%r13)
113 »       nopl···0x0(%rax,%rax,1)113 »       nopl···0x0(%rax,%rax,1)
114 »       sldt···(%rax)114 »       sldt···(%rax)
115 »       add····%al,(%rdx)115 »       add····%al,(%rdx)
116 »       ...116 »       ...
117 »       add····%al,(%rax)117 »       add····%al,(%rax)
118 »       add····%cl,(%rsi)118 »       add····%cl,(%rsi)
119 »       add····%al,(%rax)119 »       add····%al,(%rax)
120 »       add····%al,(%rax)120 »       add····%al,(%rax)
121 ·R_X86_64_PC32»  .data+0xa4121 ·R_X86_64_PC32»  .data+0xa4
122 »       add····%al,(%rax)122 »       add····%al,(%rax)
123 »       ...123 »       ...
  
124 0000000000000148·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info>:124 0000000000000148·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_info>:
125 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info():125 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_info():
126 »       lea····-0x10(%rbp),%rax126 »       lea····-0x10(%rbp),%rax
127 »       cmp····%r15,%rax127 »       cmp····%r15,%rax
Max diff block lines reached; 2772/9779 bytes (28.35%) of diff not shown.
370 B
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 1, 6 lines modifiedOffset 1, 6 lines modified
  
1 String·dump·of·section·'.rodata.str':1 String·dump·of·section·'.rodata.str':
2 ··[·····0]··Math.NumberTheory.Powers.Integer2 ··[·····0]··Math.NumberTheory.Powers.Integer
3 ··[····21]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ3 ··[····21]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
4 ··[····51]··Negative·exponent4 ··[····51]··Negative·exponent
  
13.1 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 102 lines modifiedOffset 1, 103 lines modified
  
1 Hex·dump·of·section·'.strtab':1 Hex·dump·of·section·'.strtab':
2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
4 ··0x00000020·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R 
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Natural.o
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1.88 KB
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2 Section·Headers:2 Section·Headers:
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4 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··04 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··0
5 ··[·1]·.text·············PROGBITS········0000000000000000·000040·0007eb·00··AX··0···0··85 ··[·1]·.text·············PROGBITS········0000000000000000·000040·0007eb·00··AX··0···0··8
6 ··[·2]·.rela.text········RELA············0000000000000000·001850·000750·18···I··8···1··86 ··[·2]·.rela.text········RELA············0000000000000000·001860·000750·18···I··8···1··8
7 ··[·3]·.data·············PROGBITS········0000000000000000·000830·000198·00··WA··0···0··87 ··[·3]·.data·············PROGBITS········0000000000000000·000830·000198·00··WA··0···0··8
8 ··[·4]·.rela.data········RELA············0000000000000000·001fa0·0002e8·18···I··8···3··88 ··[·4]·.rela.data········RELA············0000000000000000·001fb0·0002e8·18···I··8···3··8
9 ··[·5]·.bss··············NOBITS··········0000000000000000·0009c8·000000·00··WA··0···0··19 ··[·5]·.bss··············NOBITS··········0000000000000000·0009c8·000000·00··WA··0···0··1
10 ··[·6]·.rodata.str·······PROGBITS········0000000000000000·0009c8·000063·01·AMS··0···0··110 ··[·6]·.rodata.str·······PROGBITS········0000000000000000·0009c8·000063·01·AMS··0···0··1
11 ··[·7]·.note.GNU-stack···PROGBITS········0000000000000000·000a2b·000000·00······0···0··111 ··[·7]·.note.GNU-stack···PROGBITS········0000000000000000·000a2b·000000·00······0···0··1
12 ··[·8]·.symtab···········SYMTAB··········0000000000000000·000a30·000378·18······9···4··812 ··[·8]·.symtab···········SYMTAB··········0000000000000000·000a30·000378·18······9···4··8
13 ··[·9]·.strtab···········STRTAB··········0000000000000000·000da8·000aa3·00······0···0··113 ··[·9]·.strtab···········STRTAB··········0000000000000000·000da8·000ab8·00······0···0··1
14 ··[10]·.shstrtab·········STRTAB··········0000000000000000·002288·000052·00······0···0··114 ··[10]·.shstrtab·········STRTAB··········0000000000000000·002298·000052·00······0···0··1
15 Key·to·Flags:15 Key·to·Flags:
16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),
17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),
18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),
19 ··D·(mbind),·l·(large),·p·(processor·specific)19 ··D·(mbind),·l·(large),·p·(processor·specific)
8.53 KB
readelf --wide --symbols {}
    
Offset 1, 40 lines modifiedOffset 1, 40 lines modified
  
1 Symbol·table·'.symtab'·contains·37·entries:1 Symbol·table·'.symtab'·contains·37·entries:
2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name
3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·
4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text
5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····3·.data5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····3·.data
6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····6·.rodata.str6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····6·.rodata.str
7 ·····4:·0000000000000012·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes7 ·····4:·0000000000000012·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes
8 ·····5:·0000000000000042·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes8 ·····5:·0000000000000042·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes
9 ·····6:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure9 ·····6:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure
10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info
11 ·····8:·0000000000000010·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure11 ·····8:·0000000000000010·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure
12 ·····9:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule_closure12 ·····9:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule_closure
13 ····10:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info13 ····10:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info
14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_closure14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_closure
15 ····12:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_info15 ····12:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_info
16 ····13:·0000000000000038···310·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info16 ····13:·0000000000000038···310·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info
17 ····14:·0000000000000040·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure17 ····14:·0000000000000040·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure
18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unbx_r118 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unbx_r1
19 ····16:·00000000000001a8···344·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info19 ····16:·00000000000001a8···344·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info
20 ····17:·0000000000000050·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure20 ····17:·0000000000000050·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure
21 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_2_info21 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_2_info
22 ····19:·0000000000000318···220·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info22 ····19:·0000000000000318···220·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info
23 ····20:·0000000000000080·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure23 ····20:·0000000000000080·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure
24 ····21:·0000000000000410···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl_info24 ····21:·0000000000000410···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl_info
25 ····22:·0000000000000090·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure25 ····22:·0000000000000090·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure
26 ····23:·00000000000004b0···172·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info26 ····23:·00000000000004b0···172·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info
27 ····24:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure27 ····24:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure
28 ····25:·0000000000000578···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info28 ····25:·0000000000000578···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info
29 ····26:·00000000000000d0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure29 ····26:·00000000000000d0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure
30 ····27:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NS_con_info30 ····27:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NS_con_info
31 ····28:·0000000000000618···163·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_info31 ····28:·0000000000000618···163·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_info
32 ····29:·00000000000000f0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure32 ····29:·00000000000000f0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure
33 ····30:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_unpack_cstring_info33 ····30:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_unpack_cstring_info
34 ····31:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure34 ····31:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
35 ····32:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF35 ····32:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF
36 ····33:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_bh_upd_frame_info36 ····33:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_bh_upd_frame_info
37 ····34:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info37 ····34:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
38 ····35:·0000000000000738···179·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_info38 ····35:·0000000000000738···179·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_info
39 ····36:·0000000000000188·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_closure39 ····36:·0000000000000188·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_closure
21.0 KB
readelf --wide --relocs {}
    
Offset 1, 73 lines modifiedOffset 1, 73 lines modified
  
1 Relocation·section·'.rela.text'·at·offset·0x1850·contains·78·entries:1 Relocation·section·'.rela.text'·at·offset·0x1860·contains·78·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 000000000000000c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·43 000000000000000c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
4 0000000000000034··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·44 0000000000000034··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
5 0000000000000044··0000000e00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·45 0000000000000044··0000000e00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·4
6 000000000000005c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·46 000000000000005c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
7 0000000000000084··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·47 0000000000000084··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
8 00000000000000a6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·888 00000000000000a6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·88
9 00000000000000d4··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·49 00000000000000d4··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
10 0000000000000103··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1010 0000000000000103··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·10
11 0000000000000114··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·6011 0000000000000114··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·60
12 0000000000000152··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d812 0000000000000152··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d8
13 000000000000017c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·413 000000000000017c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
14 00000000000001a4··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·414 00000000000001a4··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
15 00000000000001b4··0000001100000002·R_X86_64_PC32··········0000000000000050·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·415 00000000000001b4··0000001100000002·R_X86_64_PC32··········0000000000000050·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·4
16 00000000000001cc··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·416 00000000000001cc··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
17 00000000000001f4··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·417 00000000000001f4··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
18 0000000000000227··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1f818 0000000000000227··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1f8
19 000000000000025c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·419 000000000000025c··0000000b00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
20 000000000000028b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·18020 000000000000028b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·180
21 000000000000029c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d021 000000000000029c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d0
22 00000000000002e4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·26022 00000000000002e4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·260
23 0000000000000314··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5c23 0000000000000314··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5c
24 0000000000000324··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·424 0000000000000324··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
25 000000000000033c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5c25 000000000000033c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5c
26 000000000000036b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·34026 000000000000036b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·340
27 000000000000039f··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·3e027 000000000000039f··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·3e0
28 00000000000003dc··0000001100000002·R_X86_64_PC32··········0000000000000050·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·428 00000000000003dc··0000001100000002·R_X86_64_PC32··········0000000000000050·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·4
29 000000000000040c··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·429 000000000000040c··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
30 000000000000041d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·44830 000000000000041d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·448
31 0000000000000444··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·431 0000000000000444··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
32 000000000000044c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·47832 000000000000044c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·478
33 0000000000000474··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·433 0000000000000474··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
34 000000000000048b··0000001600000002·R_X86_64_PC32··········0000000000000090·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure·-·434 000000000000048b··0000001600000002·R_X86_64_PC32··········0000000000000090·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure·-·4
35 00000000000004ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·9c35 00000000000004ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·9c
36 00000000000004bc··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·436 00000000000004bc··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
37 00000000000004d4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·9c37 00000000000004d4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·9c
38 00000000000004ed··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·4d838 00000000000004ed··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·4d8
39 0000000000000517··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·54839 0000000000000517··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·548
40 0000000000000544··0000000e00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·440 0000000000000544··0000000e00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·4
41 0000000000000574··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·441 0000000000000574··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
42 0000000000000585··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5b042 0000000000000585··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5b0
43 00000000000005ac··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·443 00000000000005ac··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
44 00000000000005b4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5e044 00000000000005b4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5e0
45 00000000000005dc··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·445 00000000000005dc··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
46 00000000000005f3··0000001a00000002·R_X86_64_PC32··········00000000000000d0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure·-·446 00000000000005f3··0000001a00000002·R_X86_64_PC32··········00000000000000d0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure·-·4
47 0000000000000614··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·447 0000000000000614··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
48 0000000000000629··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·65848 0000000000000629··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·658
49 0000000000000654··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·449 0000000000000654··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
50 0000000000000664··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd50 0000000000000664··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd
51 0000000000000673··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·6a051 0000000000000673··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·6a0
52 000000000000069c··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·452 000000000000069c··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
53 00000000000006b3··0000001d00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure·-·453 00000000000006b3··0000001d00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure·-·4
54 00000000000006cc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·12454 00000000000006cc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·124
55 00000000000006e9··0000002000000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·455 00000000000006e9··0000002000000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
56 00000000000006fa··000000210000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·056 00000000000006fa··000000210000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
57 0000000000000705··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·fc57 0000000000000705··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·fc
58 0000000000000734··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·16458 0000000000000734··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·164
59 0000000000000749··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·77859 0000000000000749··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·778
60 0000000000000774··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·16460 0000000000000774··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·164
61 0000000000000784··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·14461 0000000000000784··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·144
62 0000000000000799··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd62 0000000000000799··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd
63 00000000000007a8··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·7d063 00000000000007a8··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·7d0
64 00000000000007cc··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·464 00000000000007cc··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
65 00000000000007e3··0000002400000002·R_X86_64_PC32··········0000000000000188·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_closure·-·465 00000000000007e3··0000002400000002·R_X86_64_PC32··········0000000000000188·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_closure·-·4
66 0000000000000019··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·466 0000000000000019··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
67 00000000000000c0··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·467 00000000000000c0··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
68 0000000000000133··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·468 0000000000000133··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
69 000000000000013f··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·469 000000000000013f··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
70 000000000000016a··0000000f00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·470 000000000000016a··0000000f00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·4
71 0000000000000189··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·471 0000000000000189··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
72 000000000000024b··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·472 000000000000024b··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
Offset 76, 40 lines modifiedOffset 76, 40 lines modified
76 00000000000002fc··0000000f00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·476 00000000000002fc··0000000f00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·4
77 000000000000038b··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·477 000000000000038b··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
78 00000000000003c6··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·478 00000000000003c6··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
79 0000000000000503··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·479 0000000000000503··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
80 0000000000000534··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·480 0000000000000534··0000000c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
81 000000000000070e··0000002200000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·481 000000000000070e··0000002200000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·4
  
82 Relocation·section·'.rela.data'·at·offset·0x1fa0·contains·31·entries:82 Relocation·section·'.rela.data'·at·offset·0x1fb0·contains·31·entries:
83 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend83 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
84 0000000000000000··0000000700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·084 0000000000000000··0000000700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
85 0000000000000008··0000000500000001·R_X86_64_64············0000000000000042·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes·+·085 0000000000000008··0000000500000001·R_X86_64_64············0000000000000042·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes·+·0
86 0000000000000010··0000000700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·086 0000000000000010··0000000700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
87 0000000000000018··0000000400000001·R_X86_64_64············0000000000000012·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes·+·087 0000000000000018··0000000400000001·R_X86_64_64············0000000000000012·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes·+·0
88 0000000000000020··0000000a00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·088 0000000000000020··0000000a00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·0
89 0000000000000028··0000000800000001·R_X86_64_64············0000000000000010·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure·+·189 0000000000000028··0000000800000001·R_X86_64_64············0000000000000010·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure·+·1
90 0000000000000030··0000000600000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure·+·190 0000000000000030··0000000600000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure·+·1
91 0000000000000040··0000000d00000001·R_X86_64_64············0000000000000038·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info·+·091 0000000000000040··0000000d00000001·R_X86_64_64············0000000000000038·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info·+·0
92 0000000000000050··0000001000000001·R_X86_64_64············00000000000001a8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info·+·092 0000000000000050··0000001000000001·R_X86_64_64············00000000000001a8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info·+·0
93 0000000000000060··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·093 0000000000000060··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
94 0000000000000068··0000000b00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·+·094 0000000000000068··0000000b00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·+·0
95 0000000000000070··0000001100000001·R_X86_64_64············0000000000000050·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·+·095 0000000000000070··0000001100000001·R_X86_64_64············0000000000000050·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·+·0
96 0000000000000080··0000001300000001·R_X86_64_64············0000000000000318·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info·+·096 0000000000000080··0000001300000001·R_X86_64_64············0000000000000318·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info·+·0
97 0000000000000090··0000001500000001·R_X86_64_64············0000000000000410·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl_info·+·097 0000000000000090··0000001500000001·R_X86_64_64············0000000000000410·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl_info·+·0
98 00000000000000a0··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·098 00000000000000a0··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
99 00000000000000a8··0000000b00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·+·099 00000000000000a8··0000000b00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·+·0
100 00000000000000b0··0000000e00000001·R_X86_64_64············0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·+·0100 00000000000000b0··0000000e00000001·R_X86_64_64············0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·+·0
101 00000000000000c0··0000001700000001·R_X86_64_64············00000000000004b0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info·+·0101 00000000000000c0··0000001700000001·R_X86_64_64············00000000000004b0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info·+·0
102 00000000000000d0··0000001900000001·R_X86_64_64············0000000000000578·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info·+·0102 00000000000000d0··0000001900000001·R_X86_64_64············0000000000000578·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info·+·0
103 00000000000000e0··0000001b00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziNatural_NS_con_info·+·0103 00000000000000e0··0000001b00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziNatural_NS_con_info·+·0
104 00000000000000f0··0000001c00000001·R_X86_64_64············0000000000000618·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_info·+·0104 00000000000000f0··0000001c00000001·R_X86_64_64············0000000000000618·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_info·+·0
105 0000000000000100··0000001e00000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·0105 0000000000000100··0000001e00000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·0
106 0000000000000120··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·0106 0000000000000120··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·0
107 0000000000000128··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0107 0000000000000128··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
108 0000000000000130··0000001f00000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure·+·0108 0000000000000130··0000001f00000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure·+·0
109 0000000000000138··0000000200000001·R_X86_64_64············0000000000000000·.data·+·100109 0000000000000138··0000000200000001·R_X86_64_64············0000000000000000·.data·+·100
110 0000000000000148··0000000100000001·R_X86_64_64············0000000000000000·.text·+·6d0110 0000000000000148··0000000100000001·R_X86_64_64············0000000000000000·.text·+·6d0
111 0000000000000168··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0111 0000000000000168··0000001200000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
112 0000000000000170··0000001400000001·R_X86_64_64············0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·+·0112 0000000000000170··0000001400000001·R_X86_64_64············0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·+·0
113 0000000000000178··0000000200000001·R_X86_64_64············0000000000000000·.data·+·148113 0000000000000178··0000000200000001·R_X86_64_64············0000000000000000·.data·+·148
114 0000000000000188··0000002300000001·R_X86_64_64············0000000000000738·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_info·+·0114 0000000000000188··0000002300000001·R_X86_64_64············0000000000000738·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_info·+·0
5.25 KB
strings --all --bytes=8 {}
    
Offset 1, 40 lines modifiedOffset 1, 40 lines modified
1 Negative·exponent1 Negative·exponent
2 integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ2 integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
3 Math.NumberTheory.Powers.Natural3 Math.NumberTheory.Powers.Natural
4 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes4 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes
5 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes5 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes
6 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure6 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure
7 ghczmprim_GHCziTypes_TrNameS_con_info7 ghczmprim_GHCziTypes_TrNameS_con_info
8 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure8 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure
9 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule_closure9 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule_closure
10 ghczmprim_GHCziTypes_Module_con_info10 ghczmprim_GHCziTypes_Module_con_info
11 ghczmbignum_GHCziNumziNatural_naturalMul_closure11 ghczmbignum_GHCziNumziNatural_naturalMul_closure
12 ghczmbignum_GHCziNumziNatural_naturalMul_info12 ghczmbignum_GHCziNumziNatural_naturalMul_info
13 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info13 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info
14 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure14 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure
15 stg_gc_unbx_r115 stg_gc_unbx_r1
16 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info16 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info
17 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure17 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure
18 stg_SRT_2_info18 stg_SRT_2_info
19 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info19 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info
20 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure20 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure
21 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl_info21 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl_info
22 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure22 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure
23 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info23 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info
24 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure24 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure
25 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info25 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info
26 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure26 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure
27 ghczmbignum_GHCziNumziNatural_NS_con_info27 ghczmbignum_GHCziNumziNatural_NS_con_info
28 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_info28 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_info
29 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure29 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure
30 stg_unpack_cstring_info30 stg_unpack_cstring_info
31 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure31 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
32 stg_bh_upd_frame_info32 stg_bh_upd_frame_info
33 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info33 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
34 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_info34 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_info
35 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_closure35 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_closure
36 .shstrtab36 .shstrtab
37 .rela.text37 .rela.text
38 .rela.data38 .rela.data
39 .rodata.str39 .rodata.str
40 .note.GNU-stack40 .note.GNU-stack
40.8 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 245 lines modifiedOffset 1, 245 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x38>:2 0000000000000000·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x38>:
3 »       add····(%rax),%al3 »       add····(%rax),%al
4 »       add····%al,(%rax)4 »       add····%al,(%rax)
5 »       add····%al,(%rax)5 »       add····%al,(%rax)
6 »       add····%al,(%rax)6 »       add····%al,(%rax)
7 »       adc····(%rax),%al7 »       adc····(%rax),%al
8 »       add····%al,(%rax)8 »       add····%al,(%rax)
9 »       add····%al,(%rax)9 »       add····%al,(%rax)
10 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x410 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
11 »       add····%al,(%rax)11 »       add····%al,(%rax)
12 »       mov····0x18(%rbx),%rsi12 »       mov····0x18(%rbx),%rsi
13 »       mov····0x10(%rbx),%r1413 »       mov····0x10(%rbx),%r14
14 »       jmp····1d·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x1b>14 »       jmp····1d·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x1b>
15 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x415 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
16 »       nopl···(%rax)16 »       nopl···(%rax)
17 »       adc····$0x3000000,%eax17 »       adc····$0x3000000,%eax
18 »       ...18 »       ...
19 »       add····%al,(%rax)19 »       add····%al,(%rax)
20 »       add····%cl,(%rsi)20 »       add····%cl,(%rsi)
21 »       add····%al,(%rax)21 »       add····%al,(%rax)
22 »       add····%al,(%rax)22 »       add····%al,(%rax)
23 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x423 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
24 »       add····%al,(%rax)24 »       add····%al,(%rax)
25 »       ...25 »       ...
  
26 0000000000000038·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info>:26 0000000000000038·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info>:
27 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info():27 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info():
28 »       lea····-0x20(%rbp),%rax28 »       lea····-0x20(%rbp),%rax
29 »       cmp····%r15,%rax29 »       cmp····%r15,%rax
30 »       jae····97·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5f>30 »       jae····97·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5f>
31 »       lea····0x0(%rip),%rbx········31 »       lea····0x0(%rip),%rbx········
32 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure-0x432 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure-0x4
33 »       jmp····*-0x8(%r13)33 »       jmp····*-0x8(%r13)
34 »       nopl···0x0(%rax)34 »       nopl···0x0(%rax)
35 »       (bad)35 »       (bad)
36 »       add····%al,(%rax)36 »       add····%al,(%rax)
37 »       add····%al,(%rax)37 »       add····%al,(%rax)
38 »       add····%al,(%rax)38 »       add····%al,(%rax)
39 »       add····%bl,(%rsi)39 »       add····%bl,(%rsi)
40 »       add····%al,(%rax)40 »       add····%al,(%rax)
41 »       add····%al,(%rax)41 »       add····%al,(%rax)
42 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x442 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
43 »       add····%al,(%rax)43 »       add····%al,(%rax)
44 »       add····%cl,-0x75(%rax)44 »       add····%cl,-0x75(%rax)
45 »       jge····6c·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x34>45 »       jge····6c·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x34>
46 »       mov····0x10(%rbp),%rsi46 »       mov····0x10(%rbp),%rsi
47 »       add····$0x18,%rbp47 »       add····$0x18,%rbp
48 »       mov····%rbx,%r1448 »       mov····%rbx,%r14
49 »       jmp····97·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5f>49 »       jmp····97·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5f>
50 »       nopl···0x0(%rax)50 »       nopl···0x0(%rax)
51 »       (bad)51 »       (bad)
52 »       add····%al,(%rax)52 »       add····%al,(%rax)
53 »       add····%al,(%rax)53 »       add····%al,(%rax)
54 »       add····%al,(%rax)54 »       add····%al,(%rax)
55 »       add····%bl,(%rsi)55 »       add····%bl,(%rsi)
56 »       add····%al,(%rax)56 »       add····%al,(%rax)
57 »       add····%al,(%rax)57 »       add····%al,(%rax)
58 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x458 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
59 »       add····%al,(%rax)59 »       add····%al,(%rax)
60 »       add····%cl,-0x75(%rax)60 »       add····%cl,-0x75(%rax)
61 »       jge····94·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5c>61 »       jge····94·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5c>
62 »       mov····0x10(%rbp),%rsi62 »       mov····0x10(%rbp),%rsi
63 »       add····$0x18,%rbp63 »       add····$0x18,%rbp
64 »       mov····%rbx,%r1464 »       mov····%rbx,%r14
65 »       mov····%rsi,%rax65 »       mov····%rsi,%rax
66 »       and····$0x1,%eax66 »       and····$0x1,%eax
67 »       test···%rax,%rax67 »       test···%rax,%rax
68 »       jne····eb·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xb3>68 »       jne····eb·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xb3>
69 »       movq···$0x0,-0x18(%rbp)69 »       movq···$0x0,-0x18(%rbp)
70 ·R_X86_64_32S»   .text+0x8870 ·R_X86_64_32S»   .text+0x88
71 »       mov····%rsi,%rax71 »       mov····%rsi,%rax
72 »       mov····%r14,%rsi72 »       mov····%r14,%rsi
73 »       mov····%rdi,-0x10(%rbp)73 »       mov····%rdi,-0x10(%rbp)
74 »       shr····$1,%rax74 »       shr····$1,%rax
75 »       mov····%rax,-0x8(%rbp)75 »       mov····%rax,-0x8(%rbp)
76 »       add····$0xffffffffffffffe8,%rbp76 »       add····$0xffffffffffffffe8,%rbp
77 »       jmp····c4·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x8c>77 »       jmp····c4·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x8c>
78 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x478 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
79 »       nopl···0x0(%rax)79 »       nopl···0x0(%rax)
80 »       addl···$0x0,(%rax)80 »       addl···$0x0,(%rax)
81 »       add····%al,(%rax)81 »       add····%al,(%rax)
82 »       add····%al,(%rax)82 »       add····%al,(%rax)
83 »       add····%bl,(%rsi)83 »       add····%bl,(%rsi)
84 »       add····%al,(%rax)84 »       add····%al,(%rax)
85 »       add····%al,(%rax)85 »       add····%al,(%rax)
86 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x486 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
87 »       add····%al,(%rax)87 »       add····%al,(%rax)
88 »       add····%cl,0x75(%rbx,%rcx,4)88 »       add····%cl,0x75(%rbx,%rcx,4)
89 »       or·····%cl,-0x75(%rax)89 »       or·····%cl,-0x75(%rax)
90 »       jne····f0·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xb8>90 »       jne····f0·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xb8>
91 »       mov····0x18(%rbp),%rdi91 »       mov····0x18(%rbp),%rdi
92 »       add····$0x20,%rbp92 »       add····$0x20,%rbp
93 »       mov····%rbx,%rax93 »       mov····%rbx,%rax
94 »       add····$0x20,%r1294 »       add····$0x20,%r12
95 »       cmp····0x358(%r13),%r1295 »       cmp····0x358(%r13),%r12
96 »       ja·····143·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x10b>96 »       ja·····143·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x10b>
97 »       cmp····$0x1,%rsi97 »       cmp····$0x1,%rsi
98 »       je·····137·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xff>98 »       je·····137·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xff>
99 »       movq···$0x0,-0x18(%r12)99 »       movq···$0x0,-0x18(%r12)
100 ·R_X86_64_32S»   .text+0x10100 ·R_X86_64_32S»   .text+0x10
101 »       mov····%r14,-0x8(%r12)101 »       mov····%r14,-0x8(%r12)
102 »       mov····%rdi,(%r12)102 »       mov····%rdi,(%r12)
103 »       movq···$0x0,-0x18(%rbp)103 »       movq···$0x0,-0x18(%rbp)
104 ·R_X86_64_32S»   .text+0x60104 ·R_X86_64_32S»   .text+0x60
105 »       mov····%rsi,%rax105 »       mov····%rsi,%rax
106 »       mov····%r14,%rsi106 »       mov····%r14,%rsi
107 »       lea····-0x18(%r12),%rbx107 »       lea····-0x18(%r12),%rbx
108 »       mov····%rbx,-0x10(%rbp)108 »       mov····%rbx,-0x10(%rbp)
109 »       shr····$1,%rax109 »       shr····$1,%rax
110 »       mov····%rax,-0x8(%rbp)110 »       mov····%rax,-0x8(%rbp)
111 »       add····$0xffffffffffffffe8,%rbp111 »       add····$0xffffffffffffffe8,%rbp
112 »       jmp····137·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xff>112 »       jmp····137·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xff>
113 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4113 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
114 »       add····$0xffffffffffffffe0,%r12114 »       add····$0xffffffffffffffe0,%r12
115 »       mov····%rdi,%rsi115 »       mov····%rdi,%rsi
116 »       jmp····143·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x10b>116 »       jmp····143·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x10b>
117 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4117 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
118 »       movq···$0x20,0x388(%r13)118 »       movq···$0x20,0x388(%r13)
119 »       movq···$0x0,-0x20(%rbp)119 »       movq···$0x0,-0x20(%rbp)
120 ·R_X86_64_32S»   .text+0xd8120 ·R_X86_64_32S»   .text+0xd8
121 »       mov····%rax,%rbx121 »       mov····%rax,%rbx
122 »       mov····%r14,-0x18(%rbp)122 »       mov····%r14,-0x18(%rbp)
Max diff block lines reached; 34627/41571 bytes (83.30%) of diff not shown.
370 B
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 1, 6 lines modifiedOffset 1, 6 lines modified
  
1 String·dump·of·section·'.rodata.str':1 String·dump·of·section·'.rodata.str':
2 ··[·····0]··Negative·exponent2 ··[·····0]··Negative·exponent
3 ··[····12]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ3 ··[····12]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
4 ··[····42]··Math.NumberTheory.Powers.Natural4 ··[····42]··Math.NumberTheory.Powers.Natural
  
22.5 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 174 lines modifiedOffset 1, 175 lines modified
  
1 Hex·dump·of·section·'.strtab':1 Hex·dump·of·section·'.strtab':
2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
4 ··0x00000020·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R 
5 ··0x00000030·6375646b·4a5f4d61·74687a69·4e756d62·cudkJ_MathziNumb4 ··0x00000020·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
 5 ··0x00000030·6c455038·32675f4d·6174687a·694e756d·lEP82g_MathziNum
6 ··0x00000040·65725468·656f7279·7a69506f·77657273·erTheoryziPowers6 ··0x00000040·62657254·68656f72·797a6950·6f776572·berTheoryziPower
7 ··0x00000050·7a694e61·74757261·6c5f7a64·74724d6f·ziNatural_zdtrMo7 ··0x00000050·737a694e·61747572·616c5f7a·6474724d·sziNatural_zdtrM
8 ··0x00000060·64756c65·345f6279·74657300·696e7465·dule4_bytes.inte8 ··0x00000060·6f64756c·65345f62·79746573·00696e74·odule4_bytes.int
9 ··0x00000070·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz9 ··0x00000070·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
10 ··0x00000080·6d317a69·307a6934·7a6d4166·626f414b·m1zi0zi4zmAfboAK 
11 ··0x00000090·58417337·614b3748·6a315263·75646b4a·XAs7aK7Hj1RcudkJ10 ··0x00000080·7a6d317a·69307a69·347a6d33·4f636441·zm1zi0zi4zm3OcdA
 11 ··0x00000090·354e3334·5347365a·5a374e49·6c455038·5N34SG6ZZ7NIlEP8
12 ··0x000000a0·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe12 ··0x000000a0·32675f4d·6174687a·694e756d·62657254·2g_MathziNumberT
13 ··0x000000b0·6f72797a·69506f77·6572737a·694e6174·oryziPowersziNat13 ··0x000000b0·68656f72·797a6950·6f776572·737a694e·heoryziPowersziN
14 ··0x000000c0·7572616c·5f7a6474·724d6f64·756c6532·ural_zdtrModule214 ··0x000000c0·61747572·616c5f7a·6474724d·6f64756c·atural_zdtrModul
 15 ··0x000000d0·65325f62·79746573·00696e74·65676572·e2_bytes.integer
15 ··0x000000d0·5f627974·65730069·6e746567·65727a6d·_bytes.integerzm 
16 ··0x000000e0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0 
17 ··0x000000f0·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a 
18 ··0x00000100·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math 
19 ··0x00000110·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi 
20 ··0x00000120·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_ 
21 ··0x00000130·7a647472·4d6f6475·6c65315f·636c6f73·zdtrModule1_clos 
22 ··0x00000140·75726500·6768637a·6d707269·6d5f4748·ure.ghczmprim_GH 
23 ··0x00000150·437a6954·79706573·5f54724e·616d6553·CziTypes_TrNameS 
24 ··0x00000160·5f636f6e·5f696e66·6f00696e·74656765·_con_info.intege 
25 ··0x00000170·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm116 ··0x000000e0·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z
26 ··0x00000180·7a69307a·69347a6d·4166626f·414b5841·zi0zi4zmAfboAKXA 
27 ··0x00000190·7337614b·37486a31·52637564·6b4a5f4d·s7aK7Hj1RcudkJ_M17 ··0x000000f0·69307a69·347a6d33·4f636441·354e3334·i0zi4zm3OcdA5N34
 18 ··0x00000100·5347365a·5a374e49·6c455038·32675f4d·SG6ZZ7NIlEP82g_M
28 ··0x000001a0·6174687a·694e756d·62657254·68656f72·athziNumberTheor19 ··0x00000110·6174687a·694e756d·62657254·68656f72·athziNumberTheor
29 ··0x000001b0·797a6950·6f776572·737a694e·61747572·yziPowersziNatur20 ··0x00000120·797a6950·6f776572·737a694e·61747572·yziPowersziNatur
30 ··0x000001c0·616c5f7a·6474724d·6f64756c·65335f63·al_zdtrModule3_c21 ··0x00000130·616c5f7a·6474724d·6f64756c·65315f63·al_zdtrModule1_c
 22 ··0x00000140·6c6f7375·72650067·68637a6d·7072696d·losure.ghczmprim
 23 ··0x00000150·5f474843·7a695479·7065735f·54724e61·_GHCziTypes_TrNa
 24 ··0x00000160·6d65535f·636f6e5f·696e666f·00696e74·meS_con_info.int
 25 ··0x00000170·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
 26 ··0x00000180·7a6d317a·69307a69·347a6d33·4f636441·zm1zi0zi4zm3OcdA
 27 ··0x00000190·354e3334·5347365a·5a374e49·6c455038·5N34SG6ZZ7NIlEP8
 28 ··0x000001a0·32675f4d·6174687a·694e756d·62657254·2g_MathziNumberT
 29 ··0x000001b0·68656f72·797a6950·6f776572·737a694e·heoryziPowersziN
 30 ··0x000001c0·61747572·616c5f7a·6474724d·6f64756c·atural_zdtrModul
31 ··0x000001d0·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm31 ··0x000001d0·65335f63·6c6f7375·72650069·6e746567·e3_closure.integ
32 ··0x000001e0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi032 ··0x000001e0·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
 33 ··0x000001f0·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 34 ··0x00000200·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
 35 ··0x00000210·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
 36 ··0x00000220·6f72797a·69506f77·6572737a·694e6174·oryziPowersziNat
 37 ··0x00000230·7572616c·5f7a6474·724d6f64·756c655f·ural_zdtrModule_
33 ··0x000001f0·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a 
34 ··0x00000200·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math 
35 ··0x00000210·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi 
36 ··0x00000220·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_ 
37 ··0x00000230·7a647472·4d6f6475·6c655f63·6c6f7375·zdtrModule_closu 
38 ··0x00000240·72650067·68637a6d·7072696d·5f474843·re.ghczmprim_GHC 
39 ··0x00000250·7a695479·7065735f·4d6f6475·6c655f63·ziTypes_Module_c 
40 ··0x00000260·6f6e5f69·6e666f00·6768637a·6d626967·on_info.ghczmbig 
41 ··0x00000270·6e756d5f·4748437a·694e756d·7a694e61·num_GHCziNumziNa 
42 ··0x00000280·74757261·6c5f6e61·74757261·6c4d756c·tural_naturalMul 
43 ··0x00000290·5f636c6f·73757265·00676863·7a6d6269·_closure.ghczmbi38 ··0x00000240·636c6f73·75726500·6768637a·6d707269·closure.ghczmpri
 39 ··0x00000250·6d5f4748·437a6954·79706573·5f4d6f64·m_GHCziTypes_Mod
 40 ··0x00000260·756c655f·636f6e5f·696e666f·00676863·ule_con_info.ghc
44 ··0x000002a0·676e756d·5f474843·7a694e75·6d7a694e·gnum_GHCziNumziN41 ··0x00000270·7a6d6269·676e756d·5f474843·7a694e75·zmbignum_GHCziNu
45 ··0x000002b0·61747572·616c5f6e·61747572·616c4d75·atural_naturalMu42 ··0x00000280·6d7a694e·61747572·616c5f6e·61747572·mziNatural_natur
 43 ··0x00000290·616c4d75·6c5f636c·6f737572·65006768·alMul_closure.gh
 44 ··0x000002a0·637a6d62·69676e75·6d5f4748·437a694e·czmbignum_GHCziN
 45 ··0x000002b0·756d7a69·4e617475·72616c5f·6e617475·umziNatural_natu
 46 ··0x000002c0·72616c4d·756c5f69·6e666f00·696e7465·ralMul_info.inte
 47 ··0x000002d0·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
 48 ··0x000002e0·6d317a69·307a6934·7a6d334f·63644135·m1zi0zi4zm3OcdA5
 49 ··0x000002f0·4e333453·47365a5a·374e496c·45503832·N34SG6ZZ7NIlEP82
 50 ··0x00000300·675f4d61·74687a69·4e756d62·65725468·g_MathziNumberTh
 51 ··0x00000310·656f7279·7a69506f·77657273·7a694e61·eoryziPowersziNa
 52 ··0x00000320·74757261·6c5f7a64·777a6473·706f7749·tural_zdwzdspowI
 53 ··0x00000330·6d706c41·63635f69·6e666f00·696e7465·mplAcc_info.inte
 54 ··0x00000340·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
 55 ··0x00000350·6d317a69·307a6934·7a6d334f·63644135·m1zi0zi4zm3OcdA5
 56 ··0x00000360·4e333453·47365a5a·374e496c·45503832·N34SG6ZZ7NIlEP82
 57 ··0x00000370·675f4d61·74687a69·4e756d62·65725468·g_MathziNumberTh
 58 ··0x00000380·656f7279·7a69506f·77657273·7a694e61·eoryziPowersziNa
 59 ··0x00000390·74757261·6c5f7a64·777a6473·706f7749·tural_zdwzdspowI
 60 ··0x000003a0·6d706c41·63635f63·6c6f7375·72650073·mplAcc_closure.s
 61 ··0x000003b0·74675f67·635f756e·62785f72·3100696e·tg_gc_unbx_r1.in
 62 ··0x000003c0·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm
 63 ··0x000003d0·737a6d31·7a69307a·69347a6d·334f6364·szm1zi0zi4zm3Ocd
 64 ··0x000003e0·41354e33·34534736·5a5a374e·496c4550·A5N34SG6ZZ7NIlEP
 65 ··0x000003f0·3832675f·4d617468·7a694e75·6d626572·82g_MathziNumber
 66 ··0x00000400·5468656f·72797a69·506f7765·72737a69·TheoryziPowerszi
 67 ··0x00000410·4e617475·72616c5f·7a64777a·6473706f·Natural_zdwzdspo
 68 ··0x00000420·77496d70·6c416363·315f696e·666f0069·wImplAcc1_info.i
 69 ··0x00000430·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
 70 ··0x00000440·6d737a6d·317a6930·7a69347a·6d334f63·mszm1zi0zi4zm3Oc
 71 ··0x00000450·6441354e·33345347·365a5a37·4e496c45·dA5N34SG6ZZ7NIlE
 72 ··0x00000460·50383267·5f4d6174·687a694e·756d6265·P82g_MathziNumbe
 73 ··0x00000470·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz
 74 ··0x00000480·694e6174·7572616c·5f7a6477·7a647370·iNatural_zdwzdsp
 75 ··0x00000490·6f77496d·706c4163·63315f63·6c6f7375·owImplAcc1_closu
 76 ··0x000004a0·72650073·74675f53·52545f32·5f696e66·re.stg_SRT_2_inf
46 ··0x000002c0·6c5f696e·666f0069·6e746567·65727a6d·l_info.integerzm 
47 ··0x000002d0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0 
48 ··0x000002e0·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a 
49 ··0x000002f0·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math 
50 ··0x00000300·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi 
51 ··0x00000310·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_ 
52 ··0x00000320·7a64777a·6473706f·77496d70·6c416363·zdwzdspowImplAcc 
53 ··0x00000330·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml 
54 ··0x00000340·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z 
55 ··0x00000350·69347a6d·4166626f·414b5841·7337614b·i4zmAfboAKXAs7aK 
56 ··0x00000360·37486a31·52637564·6b4a5f4d·6174687a·7Hj1RcudkJ_Mathz 
57 ··0x00000370·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP 
58 ··0x00000380·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z 
59 ··0x00000390·64777a64·73706f77·496d706c·4163635f·dwzdspowImplAcc_ 
60 ··0x000003a0·636c6f73·75726500·7374675f·67635f75·closure.stg_gc_u 
61 ··0x000003b0·6e62785f·72310069·6e746567·65727a6d·nbx_r1.integerzm 
62 ··0x000003c0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0 
63 ··0x000003d0·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a 
64 ··0x000003e0·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math 
65 ··0x000003f0·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi 
66 ··0x00000400·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_ 
67 ··0x00000410·7a64777a·6473706f·77496d70·6c416363·zdwzdspowImplAcc 
68 ··0x00000420·315f696e·666f0069·6e746567·65727a6d·1_info.integerzm 
69 ··0x00000430·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0 
70 ··0x00000440·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a 
71 ··0x00000450·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math 
72 ··0x00000460·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi 
Max diff block lines reached; 0/22949 bytes (0.00%) of diff not shown.
12.0 KB
Compat.o
1.21 KB
readelf --wide --sections {}
    
Offset 6, 14 lines modifiedOffset 6, 14 lines modified
6 ··[·1]·.text·············PROGBITS········0000000000000000·000040·000000·00··AX··0···0··16 ··[·1]·.text·············PROGBITS········0000000000000000·000040·000000·00··AX··0···0··1
7 ··[·2]·.data·············PROGBITS········0000000000000000·000040·000040·00··WA··0···0··87 ··[·2]·.data·············PROGBITS········0000000000000000·000040·000040·00··WA··0···0··8
8 ··[·3]·.rela.data········RELA············0000000000000000·0003f0·0000a8·18···I··7···2··88 ··[·3]·.rela.data········RELA············0000000000000000·0003f0·0000a8·18···I··7···2··8
9 ··[·4]·.bss··············NOBITS··········0000000000000000·000080·000000·00··WA··0···0··19 ··[·4]·.bss··············NOBITS··········0000000000000000·000080·000000·00··WA··0···0··1
10 ··[·5]·.rodata.str·······PROGBITS········0000000000000000·000080·00004e·01·AMS··0···0··110 ··[·5]·.rodata.str·······PROGBITS········0000000000000000·000080·00004e·01·AMS··0···0··1
11 ··[·6]·.note.GNU-stack···PROGBITS········0000000000000000·0000ce·000000·00······0···0··111 ··[·6]·.note.GNU-stack···PROGBITS········0000000000000000·0000ce·000000·00······0···0··1
12 ··[·7]·.symtab···········SYMTAB··········0000000000000000·0000d0·0000c0·18······8···1··812 ··[·7]·.symtab···········SYMTAB··········0000000000000000·0000d0·0000c0·18······8···1··8
13 ··[·8]·.strtab···········STRTAB··········0000000000000000·000190·000259·00······0···0··113 ··[·8]·.strtab···········STRTAB··········0000000000000000·000190·00025e·00······0···0··1
14 ··[·9]·.shstrtab·········STRTAB··········0000000000000000·000498·00004d·00······0···0··114 ··[·9]·.shstrtab·········STRTAB··········0000000000000000·000498·00004d·00······0···0··1
15 Key·to·Flags:15 Key·to·Flags:
16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),16 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),
17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),17 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),
18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),18 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),
19 ··D·(mbind),·l·(large),·p·(processor·specific)19 ··D·(mbind),·l·(large),·p·(processor·specific)
2.04 KB
readelf --wide --symbols {}
    
Offset 1, 11 lines modifiedOffset 1, 11 lines modified
  
1 Symbol·table·'.symtab'·contains·8·entries:1 Symbol·table·'.symtab'·contains·8·entries:
2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name
3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·
4 ·····1:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes4 ·····1:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes
5 ·····2:·000000000000001e·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes5 ·····2:·000000000000001e·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
6 ·····3:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure6 ·····3:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure
7 ·····4:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info7 ·····4:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info
8 ·····5:·0000000000000010·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure8 ·····5:·0000000000000010·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure
9 ·····6:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure9 ·····6:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure
10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info
2.03 KB
readelf --wide --relocs {}
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
  
1 Relocation·section·'.rela.data'·at·offset·0x3f0·contains·7·entries:1 Relocation·section·'.rela.data'·at·offset·0x3f0·contains·7·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 0000000000000000··0000000400000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·03 0000000000000000··0000000400000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
4 0000000000000008··0000000200000001·R_X86_64_64············000000000000001e·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes·+·04 0000000000000008··0000000200000001·R_X86_64_64············000000000000001e·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes·+·0
5 0000000000000010··0000000400000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·05 0000000000000010··0000000400000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
6 0000000000000018··0000000100000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes·+·06 0000000000000018··0000000100000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes·+·0
7 0000000000000020··0000000700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·07 0000000000000020··0000000700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·0
8 0000000000000028··0000000300000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·+·18 0000000000000028··0000000300000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·+·1
9 0000000000000030··0000000500000001·R_X86_64_64············0000000000000010·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·+·19 0000000000000030··0000000500000001·R_X86_64_64············0000000000000010·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·+·1
1.36 KB
strings --all --bytes=8 {}
    
Offset 1, 13 lines modifiedOffset 1, 13 lines modified
1 GHC.Integer.Logarithms.Compat1 GHC.Integer.Logarithms.Compat
2 integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ2 integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
3 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes3 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes
4 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes4 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
5 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure5 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure
6 ghczmprim_GHCziTypes_TrNameS_con_info6 ghczmprim_GHCziTypes_TrNameS_con_info
7 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure7 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure
8 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure8 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure
9 ghczmprim_GHCziTypes_Module_con_info9 ghczmprim_GHCziTypes_Module_con_info
10 .shstrtab10 .shstrtab
11 .rela.data11 .rela.data
12 .rodata.str12 .rodata.str
13 .note.GNU-stack13 .note.GNU-stack
336 B
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 1, 5 lines modifiedOffset 1, 5 lines modified
  
1 String·dump·of·section·'.rodata.str':1 String·dump·of·section·'.rodata.str':
2 ··[·····0]··GHC.Integer.Logarithms.Compat2 ··[·····0]··GHC.Integer.Logarithms.Compat
3 ··[····1e]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ3 ··[····1e]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
  
5.05 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 41 lines modifiedOffset 1, 41 lines modified
  
1 Hex·dump·of·section·'.strtab':1 Hex·dump·of·section·'.strtab':
2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
4 ··0x00000020·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R 
5 ··0x00000030·6375646b·4a5f4748·437a6949·6e746567·cudkJ_GHCziInteg4 ··0x00000020·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
 5 ··0x00000030·6c455038·32675f47·48437a69·496e7465·lEP82g_GHCziInte
6 ··0x00000040·65727a69·4c6f6761·72697468·6d737a69·erziLogarithmszi6 ··0x00000040·6765727a·694c6f67·61726974·686d737a·gerziLogarithmsz
7 ··0x00000050·436f6d70·61745f7a·6474724d·6f64756c·Compat_zdtrModul7 ··0x00000050·69436f6d·7061745f·7a647472·4d6f6475·iCompat_zdtrModu
8 ··0x00000060·65325f62·79746573·00696e74·65676572·e2_bytes.integer8 ··0x00000060·6c65325f·62797465·7300696e·74656765·le2_bytes.intege
9 ··0x00000070·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z9 ··0x00000070·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1
10 ··0x00000080·69307a69·347a6d41·66626f41·4b584173·i0zi4zmAfboAKXAs 
11 ··0x00000090·37614b37·486a3152·6375646b·4a5f4748·7aK7Hj1RcudkJ_GH 
12 ··0x000000a0·437a6949·6e746567·65727a69·4c6f6761·CziIntegerziLoga 
13 ··0x000000b0·72697468·6d737a69·436f6d70·61745f7a·rithmsziCompat_z10 ··0x00000080·7a69307a·69347a6d·334f6364·41354e33·zi0zi4zm3OcdA5N3
 11 ··0x00000090·34534736·5a5a374e·496c4550·3832675f·4SG6ZZ7NIlEP82g_
 12 ··0x000000a0·4748437a·69496e74·65676572·7a694c6f·GHCziIntegerziLo
 13 ··0x000000b0·67617269·74686d73·7a69436f·6d706174·garithmsziCompat
14 ··0x000000c0·6474724d·6f64756c·65345f62·79746573·dtrModule4_bytes14 ··0x000000c0·5f7a6474·724d6f64·756c6534·5f627974·_zdtrModule4_byt
15 ··0x000000d0·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari15 ··0x000000d0·65730069·6e746567·65727a6d·6c6f6761·es.integerzmloga
16 ··0x000000e0·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA 
17 ··0x000000f0·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R 
18 ··0x00000100·6375646b·4a5f4748·437a6949·6e746567·cudkJ_GHCziInteg16 ··0x000000e0·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z
 17 ··0x000000f0·6d334f63·6441354e·33345347·365a5a37·m3OcdA5N34SG6ZZ7
 18 ··0x00000100·4e496c45·50383267·5f474843·7a69496e·NIlEP82g_GHCziIn
19 ··0x00000110·65727a69·4c6f6761·72697468·6d737a69·erziLogarithmszi19 ··0x00000110·74656765·727a694c·6f676172·6974686d·tegerziLogarithm
20 ··0x00000120·436f6d70·61745f7a·6474724d·6f64756c·Compat_zdtrModul20 ··0x00000120·737a6943·6f6d7061·745f7a64·74724d6f·sziCompat_zdtrMo
21 ··0x00000130·65335f63·6c6f7375·72650067·68637a6d·e3_closure.ghczm21 ··0x00000130·64756c65·335f636c·6f737572·65006768·dule3_closure.gh
22 ··0x00000140·7072696d·5f474843·7a695479·7065735f·prim_GHCziTypes_22 ··0x00000140·637a6d70·72696d5f·4748437a·69547970·czmprim_GHCziTyp
23 ··0x00000150·54724e61·6d65535f·636f6e5f·696e666f·TrNameS_con_info23 ··0x00000150·65735f54·724e616d·65535f63·6f6e5f69·es_TrNameS_con_i
24 ··0x00000160·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari24 ··0x00000160·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog
25 ··0x00000170·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA25 ··0x00000170·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi4
26 ··0x00000180·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R 
27 ··0x00000190·6375646b·4a5f4748·437a6949·6e746567·cudkJ_GHCziInteg26 ··0x00000180·7a6d334f·63644135·4e333453·47365a5a·zm3OcdA5N34SG6ZZ
 27 ··0x00000190·374e496c·45503832·675f4748·437a6949·7NIlEP82g_GHCziI
28 ··0x000001a0·65727a69·4c6f6761·72697468·6d737a69·erziLogarithmszi28 ··0x000001a0·6e746567·65727a69·4c6f6761·72697468·ntegerziLogarith
29 ··0x000001b0·436f6d70·61745f7a·6474724d·6f64756c·Compat_zdtrModul29 ··0x000001b0·6d737a69·436f6d70·61745f7a·6474724d·msziCompat_zdtrM
30 ··0x000001c0·65315f63·6c6f7375·72650069·6e746567·e1_closure.integ30 ··0x000001c0·6f64756c·65315f63·6c6f7375·72650069·odule1_closure.i
31 ··0x000001d0·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm31 ··0x000001d0·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
32 ··0x000001e0·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
33 ··0x000001f0·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_ 
34 ··0x00000200·4748437a·69496e74·65676572·7a694c6f·GHCziIntegerziLo 
35 ··0x00000210·67617269·74686d73·7a69436f·6d706174·garithmsziCompat 
36 ··0x00000220·5f7a6474·724d6f64·756c655f·636c6f73·_zdtrModule_clos 
37 ··0x00000230·75726500·6768637a·6d707269·6d5f4748·ure.ghczmprim_GH 
38 ··0x00000240·437a6954·79706573·5f4d6f64·756c655f·CziTypes_Module_ 
39 ··0x00000250·636f6e5f·696e666f·00················con_info.32 ··0x000001e0·6d737a6d·317a6930·7a69347a·6d334f63·mszm1zi0zi4zm3Oc
 33 ··0x000001f0·6441354e·33345347·365a5a37·4e496c45·dA5N34SG6ZZ7NIlE
 34 ··0x00000200·50383267·5f474843·7a69496e·74656765·P82g_GHCziIntege
 35 ··0x00000210·727a694c·6f676172·6974686d·737a6943·rziLogarithmsziC
 36 ··0x00000220·6f6d7061·745f7a64·74724d6f·64756c65·ompat_zdtrModule
 37 ··0x00000230·5f636c6f·73757265·00676863·7a6d7072·_closure.ghczmpr
 38 ··0x00000240·696d5f47·48437a69·54797065·735f4d6f·im_GHCziTypes_Mo
 39 ··0x00000250·64756c65·5f636f6e·5f696e66·6f00·····dule_con_info.
  
720 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ-ghc9.10.3.so vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g-ghc9.10.3.so
File has been modified after NT_GNU_BUILD_ID has been applied. Files 87% similar despite different names
1.12 KB
readelf --wide --program-header {}
    
Offset 1, 15 lines modifiedOffset 1, 15 lines modified
  
1 Elf·file·type·is·DYN·(Shared·object·file)1 Elf·file·type·is·DYN·(Shared·object·file)
2 Entry·point·0x02 Entry·point·0x0
3 There·are·8·program·headers,·starting·at·offset·643 There·are·8·program·headers,·starting·at·offset·64
  
4 Program·Headers:4 Program·Headers:
5 ··Type···········Offset···VirtAddr···········PhysAddr···········FileSiz··MemSiz···Flg·Align5 ··Type···········Offset···VirtAddr···········PhysAddr···········FileSiz··MemSiz···Flg·Align
6 ··LOAD···········0x000000·0x0000000000000000·0x0000000000000000·0x009c50·0x009c50·R···0x10006 ··LOAD···········0x000000·0x0000000000000000·0x0000000000000000·0x009c80·0x009c80·R···0x1000
7 ··LOAD···········0x00a000·0x000000000000a000·0x000000000000a000·0x0100f5·0x0100f5·R·E·0x10007 ··LOAD···········0x00a000·0x000000000000a000·0x000000000000a000·0x0100f5·0x0100f5·R·E·0x1000
8 ··LOAD···········0x01b000·0x000000000001b000·0x000000000001b000·0x0003ac·0x0003ac·R···0x10008 ··LOAD···········0x01b000·0x000000000001b000·0x000000000001b000·0x0003ac·0x0003ac·R···0x1000
9 ··LOAD···········0x01bc30·0x000000000001cc30·0x000000000001cc30·0x0024c8·0x0024d0·RW··0x10009 ··LOAD···········0x01bc30·0x000000000001cc30·0x000000000001cc30·0x0024c8·0x0024d0·RW··0x1000
10 ··DYNAMIC········0x01bc40·0x000000000001cc40·0x000000000001cc40·0x000270·0x000270·RW··0x810 ··DYNAMIC········0x01bc40·0x000000000001cc40·0x000000000001cc40·0x000270·0x000270·RW··0x8
11 ··NOTE···········0x000200·0x0000000000000200·0x0000000000000200·0x000024·0x000024·R···0x411 ··NOTE···········0x000200·0x0000000000000200·0x0000000000000200·0x000024·0x000024·R···0x4
12 ··GNU_STACK······0x000000·0x0000000000000000·0x0000000000000000·0x000000·0x000000·RW··0x1012 ··GNU_STACK······0x000000·0x0000000000000000·0x0000000000000000·0x000000·0x000000·RW··0x10
13 ··GNU_RELRO······0x01bc30·0x000000000001cc30·0x000000000001cc30·0x0003d0·0x0003d0·R···0x113 ··GNU_RELRO······0x01bc30·0x000000000001cc30·0x000000000001cc30·0x0003d0·0x0003d0·R···0x1
2.03 KB
readelf --wide --sections {}
    
Offset 2, 19 lines modifiedOffset 2, 19 lines modified
  
2 Section·Headers:2 Section·Headers:
3 ··[Nr]·Name··············Type············Address··········Off····Size···ES·Flg·Lk·Inf·Al3 ··[Nr]·Name··············Type············Address··········Off····Size···ES·Flg·Lk·Inf·Al
4 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··04 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··0
5 ··[·1]·.note.gnu.build-id·NOTE············0000000000000200·000200·000024·00···A··0···0··45 ··[·1]·.note.gnu.build-id·NOTE············0000000000000200·000200·000024·00···A··0···0··4
6 ··[·2]·.gnu.hash·········GNU_HASH········0000000000000228·000228·0003dc·00···A··3···0··86 ··[·2]·.gnu.hash·········GNU_HASH········0000000000000228·000228·0003dc·00···A··3···0··8
7 ··[·3]·.dynsym···········DYNSYM··········0000000000000608·000608·001110·18···A··4···1··87 ··[·3]·.dynsym···········DYNSYM··········0000000000000608·000608·001110·18···A··4···1··8
8 ··[·4]·.dynstr···········STRTAB··········0000000000001718·001718·003c67·00···A··0···0··18 ··[·4]·.dynstr···········STRTAB··········0000000000001718·001718·003c97·00···A··0···0··1
9 ··[·5]·.gnu.version······VERSYM··········0000000000005380·005380·00016c·02···A··3···0··29 ··[·5]·.gnu.version······VERSYM··········00000000000053b0·0053b0·00016c·02···A··3···0··2
10 ··[·6]·.gnu.version_r····VERNEED·········00000000000054f0·0054f0·000020·00···A··4···1··810 ··[·6]·.gnu.version_r····VERNEED·········0000000000005520·005520·000020·00···A··4···1··8
11 ··[·7]·.rela.dyn·········RELA············0000000000005510·005510·004728·18···A··3···0··811 ··[·7]·.rela.dyn·········RELA············0000000000005540·005540·004728·18···A··3···0··8
12 ··[·8]·.rela.plt·········RELA············0000000000009c38·009c38·000018·18··AI··3··20··812 ··[·8]·.rela.plt·········RELA············0000000000009c68·009c68·000018·18··AI··3··20··8
13 ··[·9]·.init·············PROGBITS········000000000000a000·00a000·000017·00··AX··0···0··413 ··[·9]·.init·············PROGBITS········000000000000a000·00a000·000017·00··AX··0···0··4
14 ··[10]·.plt··············PROGBITS········000000000000a020·00a020·000020·10··AX··0···0·1614 ··[10]·.plt··············PROGBITS········000000000000a020·00a020·000020·10··AX··0···0·16
15 ··[11]·.plt.got··········PROGBITS········000000000000a040·00a040·000008·08··AX··0···0··815 ··[11]·.plt.got··········PROGBITS········000000000000a040·00a040·000008·08··AX··0···0··8
16 ··[12]·.text·············PROGBITS········000000000000a050·00a050·01009b·00··AX··0···0·1616 ··[12]·.text·············PROGBITS········000000000000a050·00a050·01009b·00··AX··0···0·16
17 ··[13]·.fini·············PROGBITS········000000000001a0ec·01a0ec·000009·00··AX··0···0··417 ··[13]·.fini·············PROGBITS········000000000001a0ec·01a0ec·000009·00··AX··0···0··4
18 ··[14]·.rodata···········PROGBITS········000000000001b000·01b000·0003a3·01·AMS··0···0··118 ··[14]·.rodata···········PROGBITS········000000000001b000·01b000·0003a3·01·AMS··0···0··1
19 ··[15]·.eh_frame·········PROGBITS········000000000001b3a8·01b3a8·000004·00···A··0···0··819 ··[15]·.eh_frame·········PROGBITS········000000000001b3a8·01b3a8·000004·00···A··0···0··8
38.2 KB
readelf --wide --symbols {}
    
Offset 65, 121 lines modifiedOffset 65, 121 lines modified
65 ····61:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Izh_con_info65 ····61:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Izh_con_info
66 ····62:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_newByteArrayzh66 ····62:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_newByteArrayzh
67 ····63:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_info67 ····63:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_info
68 ····64:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_error_info68 ····64:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_error_info
69 ····65:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziBigNat_bigNatCompare_info69 ····65:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziBigNat_bigNatCompare_info
70 ····66:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_info70 ····66:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_info
71 ····67:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure71 ····67:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure
 72 ····68:·000000000001b301·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule4_bytes
72 ····68:·0000000000012cf8··2681·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info 
73 ····69:·0000000000018888··2587·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info 
74 ····70:·000000000000c300···173·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_info 
75 ····71:·000000000000b530···173·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_info 
76 ····72:·0000000000019718···188·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info73 ····69:·0000000000019718···188·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info
77 ····73:·00000000000198d8···322·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info 
78 ····74:·000000000001a030···187·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_info 
79 ····75:·0000000000019e60···147·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info 
80 ····76:·000000000000b7a8···817·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info 
81 ····77:·000000000001e798·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure 
82 ····78:·000000000001eff0·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure74 ····70:·000000000001ee88·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_closure
83 ····79:·0000000000019ce0···147·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdspowImpl_info 
84 ····80:·000000000000c3c0····86·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_info 
85 ····81:·000000000001d110·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_closure75 ····71:·000000000001d138·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule1_closure
86 ····82:·000000000000ab68···298·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog2_info 
87 ····83:·000000000001ed68·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase1_closure76 ····72:·000000000001e988·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure
 77 ····73:·000000000001a030···187·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_info
88 ····84:·00000000000195a8···245·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase_info78 ····74:·000000000000a920····86·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_info
89 ····85:·000000000001b385·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes79 ····75:·000000000001ebb8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBasezq_closure
90 ····86:·000000000001d148·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule_closure80 ····76:·000000000001d608·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure
 81 ····77:·000000000001ef28·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule_closure
91 ····87:·000000000001ec88·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase2_closure82 ····78:·000000000001eeb8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_closure
 83 ····79:·000000000000acb0···689·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info
92 ····88:·000000000001d780·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_closure 
93 ····89:·000000000001ef70·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure 
94 ····90:·000000000000a390···228·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info84 ····80:·000000000000b7a8···817·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info
95 ····91:·0000000000019a58···364·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info85 ····81:·0000000000012cf8··2681·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info
96 ····92:·000000000000bf00···997·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info86 ····82:·000000000000b5f0····86·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_info
97 ····93:·000000000001ef08·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure87 ····83:·0000000000018888··2587·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info
98 ····94:·000000000000a710···188·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_info88 ····84:·0000000000013788····86·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase2_info
 89 ····85:·000000000001b301·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
99 ····95:·000000000001d138·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule1_closure90 ····86:·000000000001e798·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure
 91 ····87:·000000000001eba8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_closure
 92 ····88:·00000000000198d8···322·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info
100 ····96:·000000000000a7e0····86·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_info 
101 ····97:·000000000001f0b8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure 
102 ····98:·000000000000c430···314·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_info 
103 ····99:·000000000001d668·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_closure93 ····89:·000000000001d8c8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog1_closure
 94 ····90:·000000000001eff0·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure
104 ···100:·000000000001d7a0·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure95 ····91:·000000000001d738·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_closure
 96 ····92:·000000000001d110·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_closure
 97 ····93:·000000000001f010·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure
 98 ····94:·000000000001d4d8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_closure
105 ···101:·0000000000013788····86·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase2_info 
106 ···102:·00000000000197f0···175·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info 
107 ···103:·000000000000a5e8···162·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_info 
108 ···104:·000000000000baf8··1005·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info 
109 ···105:·000000000001d648·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure99 ····95:·000000000001d3b8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure
 100 ····96:·0000000000019a58···364·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info
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6 000000000001d030··0000000000000008·R_X86_64_RELATIVE·························1b3316 000000000001d030··0000000000000008·R_X86_64_RELATIVE·························1b331
7 000000000001d048··0000000000000008·R_X86_64_RELATIVE·························1d0107 000000000001d048··0000000000000008·R_X86_64_RELATIVE·························1d010
8 000000000001d058··0000000000000008·R_X86_64_RELATIVE·························a1208 000000000001d058··0000000000000008·R_X86_64_RELATIVE·························a120
Offset 757, 10 lines modifiedOffset 757, 10 lines modified
757 000000000001e648··0000001e00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0757 000000000001e648··0000001e00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0
758 000000000001eab0··0000001e00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0758 000000000001eab0··0000001e00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0
759 000000000001e9c0··0000000400000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerAdd_closure·+·0759 000000000001e9c0··0000000400000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerAdd_closure·+·0
760 000000000001e9d8··0000000100000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerShiftRzh_closure·+·0760 000000000001e9d8··0000000100000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerShiftRzh_closure·+·0
761 000000000001ea78··0000002b00000001·R_X86_64_64············0000000000000000·stg_SRT_5_info·+·0761 000000000001ea78··0000002b00000001·R_X86_64_64············0000000000000000·stg_SRT_5_info·+·0
762 000000000001eea8··0000004300000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure·+·0762 000000000001eea8··0000004300000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure·+·0
  
763 Relocation·section·'.rela.plt'·at·offset·0x9c38·contains·1·entry:763 Relocation·section·'.rela.plt'·at·offset·0x9c68·contains·1·entry:
764 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend764 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
765 000000000001d000··0000001500000007·R_X86_64_JUMP_SLOT·····0000000000000000·newCAF·+·0765 000000000001d000··0000001500000007·R_X86_64_JUMP_SLOT·····0000000000000000·newCAF·+·0
2.68 KB
readelf --wide --dynamic {}
    
Offset 5, 34 lines modifiedOffset 5, 34 lines modified
5 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSarray-0.5.8.0-inplace-ghc9.10.3.so]5 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSarray-0.5.8.0-inplace-ghc9.10.3.so]
6 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSbase-4.20.2.0-inplace-ghc9.10.3.so]6 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSbase-4.20.2.0-inplace-ghc9.10.3.so]
7 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-internal-9.1003.0-inplace-ghc9.10.3.so]7 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-internal-9.1003.0-inplace-ghc9.10.3.so]
8 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-bignum-1.3-inplace-ghc9.10.3.so]8 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-bignum-1.3-inplace-ghc9.10.3.so]
9 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-prim-0.12.0-inplace-ghc9.10.3.so]9 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-prim-0.12.0-inplace-ghc9.10.3.so]
10 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libgmp.so.10]10 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libgmp.so.10]
11 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libc.so.6]11 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libc.so.6]
12 ·0x000000000000000e·(SONAME)·············Library·soname:·[libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ-ghc9.10.3.so]12 ·0x000000000000000e·(SONAME)·············Library·soname:·[libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g-ghc9.10.3.so]
13 ·0x0000000000000010·(SYMBOLIC)···········0x013 ·0x0000000000000010·(SYMBOLIC)···········0x0
14 ·0x000000000000001d·(RUNPATH)············Library·runpath:·[/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace:/usr/lib/ghc/lib/x86_64-linux-ghc-9.10.3]14 ·0x000000000000001d·(RUNPATH)············Library·runpath:·[/usr/lib/ghc/lib/x86_64-linux-ghc-9.10.3]
15 ·0x000000000000000c·(INIT)···············0xa00015 ·0x000000000000000c·(INIT)···············0xa000
16 ·0x000000000000000d·(FINI)···············0x1a0ec16 ·0x000000000000000d·(FINI)···············0x1a0ec
17 ·0x0000000000000019·(INIT_ARRAY)·········0x1cc3017 ·0x0000000000000019·(INIT_ARRAY)·········0x1cc30
18 ·0x000000000000001b·(INIT_ARRAYSZ)·······8·(bytes)18 ·0x000000000000001b·(INIT_ARRAYSZ)·······8·(bytes)
19 ·0x000000000000001a·(FINI_ARRAY)·········0x1cc3819 ·0x000000000000001a·(FINI_ARRAY)·········0x1cc38
20 ·0x000000000000001c·(FINI_ARRAYSZ)·······8·(bytes)20 ·0x000000000000001c·(FINI_ARRAYSZ)·······8·(bytes)
21 ·0x000000006ffffef5·(GNU_HASH)···········0x22821 ·0x000000006ffffef5·(GNU_HASH)···········0x228
22 ·0x0000000000000005·(STRTAB)·············0x171822 ·0x0000000000000005·(STRTAB)·············0x1718
23 ·0x0000000000000006·(SYMTAB)·············0x60823 ·0x0000000000000006·(SYMTAB)·············0x608
24 ·0x000000000000000a·(STRSZ)··············15463·(bytes)24 ·0x000000000000000a·(STRSZ)··············15511·(bytes)
25 ·0x000000000000000b·(SYMENT)·············24·(bytes)25 ·0x000000000000000b·(SYMENT)·············24·(bytes)
26 ·0x0000000000000003·(PLTGOT)·············0x1cfe826 ·0x0000000000000003·(PLTGOT)·············0x1cfe8
27 ·0x0000000000000002·(PLTRELSZ)···········24·(bytes)27 ·0x0000000000000002·(PLTRELSZ)···········24·(bytes)
28 ·0x0000000000000014·(PLTREL)·············RELA28 ·0x0000000000000014·(PLTREL)·············RELA
29 ·0x0000000000000017·(JMPREL)·············0x9c3829 ·0x0000000000000017·(JMPREL)·············0x9c68
30 ·0x0000000000000007·(RELA)···············0x551030 ·0x0000000000000007·(RELA)···············0x5540
31 ·0x0000000000000008·(RELASZ)·············18216·(bytes)31 ·0x0000000000000008·(RELASZ)·············18216·(bytes)
32 ·0x0000000000000009·(RELAENT)············24·(bytes)32 ·0x0000000000000009·(RELAENT)············24·(bytes)
33 ·0x000000000000001e·(FLAGS)··············SYMBOLIC33 ·0x000000000000001e·(FLAGS)··············SYMBOLIC
34 ·0x000000006ffffffe·(VERNEED)············0x54f034 ·0x000000006ffffffe·(VERNEED)············0x5520
35 ·0x000000006fffffff·(VERNEEDNUM)·········135 ·0x000000006fffffff·(VERNEEDNUM)·········1
36 ·0x000000006ffffff0·(VERSYM)·············0x538036 ·0x000000006ffffff0·(VERSYM)·············0x53b0
37 ·0x000000006ffffff9·(RELACOUNT)··········37537 ·0x000000006ffffff9·(RELACOUNT)··········375
38 ·0x0000000000000000·(NULL)···············0x038 ·0x0000000000000000·(NULL)···············0x0
430 B
readelf --wide --notes {}
    
Offset 1, 4 lines modifiedOffset 1, 4 lines modified
  
1 Displaying·notes·found·in:·.note.gnu.build-id1 Displaying·notes·found·in:·.note.gnu.build-id
2 ··Owner················Data·size·»  Description2 ··Owner················Data·size·»  Description
3 ··GNU··················0x00000014»  NT_GNU_BUILD_ID·(unique·build·ID·bitstring)»   ····Build·ID:·ab6a49cb1a912cf9c6c7b5517d117fb851b099143 ··GNU··················0x00000014»  NT_GNU_BUILD_ID·(unique·build·ID·bitstring)»   ····Build·ID:·999667746b196f4f44c217cce2dd943c86cb16cf
1.48 KB
readelf --wide --version-info {}
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
  
1 Version·symbols·section·'.gnu.version'·contains·182·entries:1 Version·symbols·section·'.gnu.version'·contains·182·entries:
2 ·Addr:·0x0000000000005380··Offset:·0x00005380··Link:·3·(.dynsym)2 ·Addr:·0x00000000000053b0··Offset:·0x000053b0··Link:·3·(.dynsym)
3 ··000:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····3 ··000:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····
4 ··004:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····4 ··004:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····
5 ··008:···0·(*local*)·······2·(GLIBC_2.2.5)···0·(*local*)·······0·(*local*)····5 ··008:···0·(*local*)·······2·(GLIBC_2.2.5)···0·(*local*)·······0·(*local*)····
6 ··00c:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····6 ··00c:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····
7 ··010:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····7 ··010:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····
8 ··014:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····8 ··014:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····
9 ··018:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····9 ··018:···0·(*local*)·······0·(*local*)·······0·(*local*)·······0·(*local*)····
Offset 45, 10 lines modifiedOffset 45, 10 lines modified
45 ··0a4:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···45 ··0a4:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
46 ··0a8:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···46 ··0a8:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
47 ··0ac:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···47 ··0ac:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
48 ··0b0:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···48 ··0b0:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
49 ··0b4:···1·(*global*)······1·(*global*)···49 ··0b4:···1·(*global*)······1·(*global*)···
  
50 Version·needs·section·'.gnu.version_r'·contains·1·entry:50 Version·needs·section·'.gnu.version_r'·contains·1·entry:
51 ·Addr:·0x00000000000054f0··Offset:·0x000054f0··Link:·4·(.dynstr)51 ·Addr:·0x0000000000005520··Offset:·0x00005520··Link:·4·(.dynstr)
52 ··000000:·Version:·1··File:·libc.so.6··Cnt:·152 ··000000:·Version:·1··File:·libc.so.6··Cnt:·1
53 ··0x0010:···Name:·GLIBC_2.2.5··Flags:·none··Version:·253 ··0x0010:···Name:·GLIBC_2.2.5··Flags:·none··Version:·2
28.6 KB
strings --all --bytes=8 {}
    
Offset 1, 105 lines modifiedOffset 1, 105 lines modified
1 __gmon_start__1 __gmon_start__
2 _ITM_deregisterTMCloneTable2 _ITM_deregisterTMCloneTable
3 _ITM_registerTMCloneTable3 _ITM_registerTMCloneTable
4 __cxa_finalize4 __cxa_finalize
5 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule2_bytes5 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule2_bytes
6 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule4_bytes6 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule4_bytes
7 stg_unpack_cstring_info7 stg_unpack_cstring_info
8 stg_SRT_2_info8 stg_SRT_2_info
9 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure9 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
10 stg_bh_upd_frame_info10 stg_bh_upd_frame_info
11 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info11 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
12 ghczmbignum_GHCziNumziNatural_NS_con_info12 ghczmbignum_GHCziNumziNatural_NS_con_info
13 ghczmbignum_GHCziNumziInteger_IS_con_info13 ghczmbignum_GHCziNumziInteger_IS_con_info
14 stg_SRT_1_info14 stg_SRT_1_info
15 ghczmbignum_GHCziNumziNatural_naturalMul_closure15 ghczmbignum_GHCziNumziNatural_naturalMul_closure
16 ghczmbignum_GHCziNumziNatural_naturalMul_info16 ghczmbignum_GHCziNumziNatural_naturalMul_info
17 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info17 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info
18 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure18 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure
19 stg_gc_unbx_r119 stg_gc_unbx_r1
20 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info20 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info
21 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure21 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure
22 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_info22 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_info
23 ghczminternal_GHCziInternalziIntegerziLogarithms_integerLog2zh_info23 ghczminternal_GHCziInternalziIntegerziLogarithms_integerLog2zh_info
24 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_closure24 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_closure
25 ghczmprim_GHCziTypes_Izh_con_info25 ghczmprim_GHCziTypes_Izh_con_info
26 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_info26 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_info
27 stg_gc_unpt_r127 stg_gc_unpt_r1
28 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_closure28 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_closure
29 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_info29 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_info
30 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_closure30 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_closure
31 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule3_closure31 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule3_closure
32 ghczmprim_GHCziTypes_TrNameS_con_info32 ghczmprim_GHCziTypes_TrNameS_con_info
33 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule1_closure33 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule1_closure
34 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule_closure34 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule_closure
35 ghczmprim_GHCziTypes_Module_con_info35 ghczmprim_GHCziTypes_Module_con_info
36 ghczminternal_GHCziInternalziStackziTypes_SrcLoc_con_info36 ghczminternal_GHCziInternalziStackziTypes_SrcLoc_con_info
37 stg_INTLIKE_closure37 stg_INTLIKE_closure
38 ghczminternal_GHCziInternalziStackziTypes_PushCallStack_con_info38 ghczminternal_GHCziInternalziStackziTypes_PushCallStack_con_info
39 ghczminternal_GHCziInternalziStackziTypes_EmptyCallStack_closure39 ghczminternal_GHCziInternalziStackziTypes_EmptyCallStack_closure
40 stg_SRT_3_info40 stg_SRT_3_info
41 ghczminternal_GHCziInternalziErr_error_closure41 ghczminternal_GHCziInternalziErr_error_closure
42 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_info42 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_info
43 ghczminternal_GHCziInternalziErr_error_info43 ghczminternal_GHCziInternalziErr_error_info
44 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure44 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure
45 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_info45 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_info
46 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure46 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_closure
47 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_info47 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_info
48 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure48 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure
49 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_info49 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_info
50 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure50 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_closure
51 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_info51 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_info
52 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_closure52 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_closure
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Offset 108, 104 lines modifiedOffset 108, 104 lines modified
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51 ··0x00000538·de2035f1·116ea1d0·5e08da39·a110f151·.·5..n..^..9...Q 
52 ··0x00000548·e485c67b·691e9446·52980bdf·ef7f6cbc·...{i..FR.....l. 
53 ··0x00000558·e4f642f0·b16f281d·e1d93e84·c817de46·..B..o(...>....F 
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57 ··0x00000598·f00a1ca4·b991ba4a·fed3c1c9·979a746e·.......J......tn 
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59 ··0x000005b8·c5838c5e·c7fa2a8a·ec1a92c5·fa75c0db·...^..*......u.. 
60 ··0x000005c8·85e1446a·326fa447·556e6cd9·693d9925·..Dj2o.GUnl.i=.% 
61 ··0x000005d8·14f48c1d·83e8269c·7a7c420a·f49009de·......&.z|B..... 
62 ··0x000005e8·5556edbd·3326a10a·cabc90b2·99b8f57c·UV..3&.........| 
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 30 ··0x000003e8·9d000000·9e000000·00000000·00000000·................
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 32 ··0x00000408·a3000000·00000000·a5000000·a9000000·................
 33 ··0x00000418·00000000·aa000000·ac000000·00000000·................
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 36 ··0x00000448·f81dbef6·a73009c3·50395d42·af6fe6e2·.....0..P9]B.o..
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126 KB
readelf --wide --decompress --hex-dump=.dynstr {}
    
Offset 3, 968 lines modifiedOffset 3, 971 lines modified
3 ··0x00001718·005f5f67·6d6f6e5f·73746172·745f5f00·.__gmon_start__.3 ··0x00001718·005f5f67·6d6f6e5f·73746172·745f5f00·.__gmon_start__.
4 ··0x00001728·5f49544d·5f646572·65676973·74657254·_ITM_deregisterT4 ··0x00001728·5f49544d·5f646572·65676973·74657254·_ITM_deregisterT
5 ··0x00001738·4d436c6f·6e655461·626c6500·5f49544d·MCloneTable._ITM5 ··0x00001738·4d436c6f·6e655461·626c6500·5f49544d·MCloneTable._ITM
6 ··0x00001748·5f726567·69737465·72544d43·6c6f6e65·_registerTMClone6 ··0x00001748·5f726567·69737465·72544d43·6c6f6e65·_registerTMClone
7 ··0x00001758·5461626c·65005f5f·6378615f·66696e61·Table.__cxa_fina7 ··0x00001758·5461626c·65005f5f·6378615f·66696e61·Table.__cxa_fina
8 ··0x00001768·6c697a65·00696e74·65676572·7a6d6c6f·lize.integerzmlo8 ··0x00001768·6c697a65·00696e74·65676572·7a6d6c6f·lize.integerzmlo
Diff chunk too large, falling back to line-by-line diff (509 lines added, 509 lines removed)
9 ··0x00001778·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi9 ··0x00001778·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi
10 ··0x00001788·347a6d41·66626f41·4b584173·37614b37·4zmAfboAKXAs7aK710 ··0x00001788·347a6d33·4f636441·354e3334·5347365a·4zm3OcdA5N34SG6Z
11 ··0x00001798·486a3152·6375646b·4a5f4d61·74687a69·Hj1RcudkJ_Mathzi11 ··0x00001798·5a374e49·6c455038·32675f4d·6174687a·Z7NIlEP82g_Mathz
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13 ··0x000017b8·67617269·74686d73·5f7a6474·724d6f64·garithms_zdtrMod13 ··0x000017b8·6f676172·6974686d·735f7a64·74724d6f·ogarithms_zdtrMo
14 ··0x000017c8·756c6532·5f627974·65730069·6e746567·ule2_bytes.integ14 ··0x000017c8·64756c65·325f6279·74657300·696e7465·dule2_bytes.inte
15 ··0x000017d8·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm15 ··0x000017d8·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
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18 ··0x00001808·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo18 ··0x00001808·675f4d61·74687a69·4e756d62·65725468·g_MathziNumberTh
19 ··0x00001818·72797a69·4c6f6761·72697468·6d735f7a·ryziLogarithms_z19 ··0x00001818·656f7279·7a694c6f·67617269·74686d73·eoryziLogarithms
20 ··0x00001828·6474724d·6f64756c·65345f62·79746573·dtrModule4_bytes20 ··0x00001828·5f7a6474·724d6f64·756c6534·5f627974·_zdtrModule4_byt
21 ··0x00001838·00737467·5f756e70·61636b5f·63737472·.stg_unpack_cstr21 ··0x00001838·65730073·74675f75·6e706163·6b5f6373·es.stg_unpack_cs
22 ··0x00001848·696e675f·696e666f·00737467·5f535254·ing_info.stg_SRT22 ··0x00001848·7472696e·675f696e·666f0073·74675f53·tring_info.stg_S
23 ··0x00001858·5f325f69·6e666f00·6768637a·6d696e74·_2_info.ghczmint23 ··0x00001858·52545f32·5f696e66·6f006768·637a6d69·RT_2_info.ghczmi
24 ··0x00001868·65726e61·6c5f4748·437a6949·6e746572·ernal_GHCziInter24 ··0x00001868·6e746572·6e616c5f·4748437a·69496e74·nternal_GHCziInt
25 ··0x00001878·6e616c7a·69457272·5f657272·6f725769·nalziErr_errorWi25 ··0x00001878·65726e61·6c7a6945·72725f65·72726f72·ernalziErr_error
26 ··0x00001888·74686f75·74537461·636b5472·6163655f·thoutStackTrace_26 ··0x00001888·57697468·6f757453·7461636b·54726163·WithoutStackTrac
27 ··0x00001898·636c6f73·75726500·6e657743·41460073·closure.newCAF.s27 ··0x00001898·655f636c·6f737572·65006e65·77434146·e_closure.newCAF
28 ··0x000018a8·74675f62·685f7570·645f6672·616d655f·tg_bh_upd_frame_28 ··0x000018a8·00737467·5f62685f·7570645f·6672616d·.stg_bh_upd_fram
29 ··0x000018b8·696e666f·00676863·7a6d696e·7465726e·info.ghczmintern29 ··0x000018b8·655f696e·666f0067·68637a6d·696e7465·e_info.ghczminte
30 ··0x000018c8·616c5f47·48437a69·496e7465·726e616c·al_GHCziInternal30 ··0x000018c8·726e616c·5f474843·7a69496e·7465726e·rnal_GHCziIntern
31 ··0x000018d8·7a694572·725f6572·726f7257·6974686f·ziErr_errorWitho31 ··0x000018d8·616c7a69·4572725f·6572726f·72576974·alziErr_errorWit
32 ··0x000018e8·75745374·61636b54·72616365·5f696e66·utStackTrace_inf32 ··0x000018e8·686f7574·53746163·6b547261·63655f69·houtStackTrace_i
33 ··0x000018f8·6f006768·637a6d62·69676e75·6d5f4748·o.ghczmbignum_GH33 ··0x000018f8·6e666f00·6768637a·6d626967·6e756d5f·nfo.ghczmbignum_
34 ··0x00001908·437a694e·756d7a69·4e617475·72616c5f·CziNumziNatural_34 ··0x00001908·4748437a·694e756d·7a694e61·74757261·GHCziNumziNatura
35 ··0x00001918·4e535f63·6f6e5f69·6e666f00·6768637a·NS_con_info.ghcz35 ··0x00001918·6c5f4e53·5f636f6e·5f696e66·6f006768·l_NS_con_info.gh
36 ··0x00001928·6d626967·6e756d5f·4748437a·694e756d·mbignum_GHCziNum36 ··0x00001928·637a6d62·69676e75·6d5f4748·437a694e·czmbignum_GHCziN
37 ··0x00001938·7a69496e·74656765·725f4953·5f636f6e·ziInteger_IS_con37 ··0x00001938·756d7a69·496e7465·6765725f·49535f63·umziInteger_IS_c
38 ··0x00001948·5f696e66·6f007374·675f5352·545f315f·_info.stg_SRT_1_38 ··0x00001948·6f6e5f69·6e666f00·7374675f·5352545f·on_info.stg_SRT_
39 ··0x00001958·696e666f·00676863·7a6d6269·676e756d·info.ghczmbignum39 ··0x00001958·315f696e·666f0067·68637a6d·6269676e·1_info.ghczmbign
40 ··0x00001968·5f474843·7a694e75·6d7a694e·61747572·_GHCziNumziNatur40 ··0x00001968·756d5f47·48437a69·4e756d7a·694e6174·um_GHCziNumziNat
41 ··0x00001978·616c5f6e·61747572·616c4d75·6c5f636c·al_naturalMul_cl41 ··0x00001978·7572616c·5f6e6174·7572616c·4d756c5f·ural_naturalMul_
42 ··0x00001988·6f737572·65006768·637a6d62·69676e75·osure.ghczmbignu42 ··0x00001988·636c6f73·75726500·6768637a·6d626967·closure.ghczmbig
43 ··0x00001998·6d5f4748·437a694e·756d7a69·4e617475·m_GHCziNumziNatu43 ··0x00001998·6e756d5f·4748437a·694e756d·7a694e61·num_GHCziNumziNa
44 ··0x000019a8·72616c5f·6e617475·72616c4d·756c5f69·ral_naturalMul_i44 ··0x000019a8·74757261·6c5f6e61·74757261·6c4d756c·tural_naturalMul
45 ··0x000019b8·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog45 ··0x000019b8·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml
46 ··0x000019c8·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi446 ··0x000019c8·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
47 ··0x000019d8·7a6d4166·626f414b·58417337·614b3748·zmAfboAKXAs7aK7H47 ··0x000019d8·69347a6d·334f6364·41354e33·34534736·i4zm3OcdA5N34SG6
48 ··0x000019e8·6a315263·75646b4a·5f4d6174·687a694e·j1RcudkJ_MathziN48 ··0x000019e8·5a5a374e·496c4550·3832675f·4d617468·ZZ7NIlEP82g_Math
49 ··0x000019f8·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog49 ··0x000019f8·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
50 ··0x00001a08·61726974·686d735f·7a64777a·6473706f·arithms_zdwzdspo50 ··0x00001a08·4c6f6761·72697468·6d735f7a·64777a64·Logarithms_zdwzd
51 ··0x00001a18·77496d70·6c416363·5f696e66·6f00696e·wImplAcc_info.in51 ··0x00001a18·73706f77·496d706c·4163635f·696e666f·spowImplAcc_info
52 ··0x00001a28·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm52 ··0x00001a28·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
53 ··0x00001a38·737a6d31·7a69307a·69347a6d·4166626f·szm1zi0zi4zmAfbo53 ··0x00001a38·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
54 ··0x00001a48·414b5841·7337614b·37486a31·52637564·AKXAs7aK7Hj1Rcud54 ··0x00001a48·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
55 ··0x00001a58·6b4a5f4d·6174687a·694e756d·62657254·kJ_MathziNumberT55 ··0x00001a58·6c455038·32675f4d·6174687a·694e756d·lEP82g_MathziNum
56 ··0x00001a68·68656f72·797a694c·6f676172·6974686d·heoryziLogarithm56 ··0x00001a68·62657254·68656f72·797a694c·6f676172·berTheoryziLogar
57 ··0x00001a78·735f7a64·777a6473·706f7749·6d706c41·s_zdwzdspowImplA57 ··0x00001a78·6974686d·735f7a64·777a6473·706f7749·ithms_zdwzdspowI
58 ··0x00001a88·63635f63·6c6f7375·72650073·74675f67·cc_closure.stg_g58 ··0x00001a88·6d706c41·63635f63·6c6f7375·72650073·mplAcc_closure.s
59 ··0x00001a98·635f756e·62785f72·3100696e·74656765·c_unbx_r1.intege59 ··0x00001a98·74675f67·635f756e·62785f72·3100696e·tg_gc_unbx_r1.in
60 ··0x00001aa8·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm160 ··0x00001aa8·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm
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64 ··0x00001ae8·797a694c·6f676172·6974686d·735f7a64·yziLogarithms_zd64 ··0x00001ae8·5468656f·72797a69·4c6f6761·72697468·TheoryziLogarith
65 ··0x00001af8·777a6473·706f7749·6d706c5f·696e666f·wzdspowImpl_info65 ··0x00001af8·6d735f7a·64777a64·73706f77·496d706c·ms_zdwzdspowImpl
66 ··0x00001b08·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari66 ··0x00001b08·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml
67 ··0x00001b18·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA67 ··0x00001b18·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
68 ··0x00001b28·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R68 ··0x00001b28·69347a6d·334f6364·41354e33·34534736·i4zm3OcdA5N34SG6
69 ··0x00001b38·6375646b·4a5f4d61·74687a69·4e756d62·cudkJ_MathziNumb69 ··0x00001b38·5a5a374e·496c4550·3832675f·4d617468·ZZ7NIlEP82g_Math
70 ··0x00001b48·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari70 ··0x00001b48·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
71 ··0x00001b58·74686d73·5f7a6477·7a647370·6f77496d·thms_zdwzdspowIm71 ··0x00001b58·4c6f6761·72697468·6d735f7a·64777a64·Logarithms_zdwzd
72 ··0x00001b68·706c5f63·6c6f7375·72650069·6e746567·pl_closure.integ72 ··0x00001b68·73706f77·496d706c·5f636c6f·73757265·spowImpl_closure
73 ··0x00001b78·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm73 ··0x00001b78·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
74 ··0x00001b88·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX74 ··0x00001b88·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
75 ··0x00001b98·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_75 ··0x00001b98·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
76 ··0x00001ba8·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo76 ··0x00001ba8·6c455038·32675f4d·6174687a·694e756d·lEP82g_MathziNum
77 ··0x00001bb8·72797a69·4c6f6761·72697468·6d735f69·ryziLogarithms_i77 ··0x00001bb8·62657254·68656f72·797a694c·6f676172·berTheoryziLogar
78 ··0x00001bc8·6e746567·65724c6f·67327a71·5f696e66·ntegerLog2zq_inf78 ··0x00001bc8·6974686d·735f696e·74656765·724c6f67·ithms_integerLog
79 ··0x00001bd8·6f006768·637a6d69·6e746572·6e616c5f·o.ghczminternal_79 ··0x00001bd8·327a715f·696e666f·00676863·7a6d696e·2zq_info.ghczmin
80 ··0x00001be8·4748437a·69496e74·65726e61·6c7a6949·GHCziInternalziI80 ··0x00001be8·7465726e·616c5f47·48437a69·496e7465·ternal_GHCziInte
81 ··0x00001bf8·6e746567·65727a69·4c6f6761·72697468·ntegerziLogarith81 ··0x00001bf8·726e616c·7a69496e·74656765·727a694c·rnalziIntegerziL
82 ··0x00001c08·6d735f69·6e746567·65724c6f·67327a68·ms_integerLog2zh82 ··0x00001c08·6f676172·6974686d·735f696e·74656765·ogarithms_intege
83 ··0x00001c18·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml83 ··0x00001c18·724c6f67·327a685f·696e666f·00696e74·rLog2zh_info.int
84 ··0x00001c28·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z84 ··0x00001c28·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
85 ··0x00001c38·69347a6d·4166626f·414b5841·7337614b·i4zmAfboAKXAs7aK85 ··0x00001c38·7a6d317a·69307a69·347a6d33·4f636441·zm1zi0zi4zm3OcdA
86 ··0x00001c48·37486a31·52637564·6b4a5f4d·6174687a·7Hj1RcudkJ_Mathz86 ··0x00001c48·354e3334·5347365a·5a374e49·6c455038·5N34SG6ZZ7NIlEP8
87 ··0x00001c58·694e756d·62657254·68656f72·797a694c·iNumberTheoryziL87 ··0x00001c58·32675f4d·6174687a·694e756d·62657254·2g_MathziNumberT
88 ··0x00001c68·6f676172·6974686d·735f696e·74656765·ogarithms_intege88 ··0x00001c68·68656f72·797a694c·6f676172·6974686d·heoryziLogarithm
89 ··0x00001c78·724c6f67·327a715f·636c6f73·75726500·rLog2zq_closure.89 ··0x00001c78·735f696e·74656765·724c6f67·327a715f·s_integerLog2zq_
90 ··0x00001c88·6768637a·6d707269·6d5f4748·437a6954·ghczmprim_GHCziT90 ··0x00001c88·636c6f73·75726500·6768637a·6d707269·closure.ghczmpri
91 ··0x00001c98·79706573·5f497a68·5f636f6e·5f696e66·ypes_Izh_con_inf91 ··0x00001c98·6d5f4748·437a6954·79706573·5f497a68·m_GHCziTypes_Izh
92 ··0x00001ca8·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar92 ··0x00001ca8·5f636f6e·5f696e66·6f00696e·74656765·_con_info.intege
93 ··0x00001cb8·6974686d·737a6d31·7a69307a·69347a6d·ithmszm1zi0zi4zm93 ··0x00001cb8·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1
94 ··0x00001cc8·4166626f·414b5841·7337614b·37486a31·AfboAKXAs7aK7Hj194 ··0x00001cc8·7a69307a·69347a6d·334f6364·41354e33·zi0zi4zm3OcdA5N3
95 ··0x00001cd8·52637564·6b4a5f4d·6174687a·694e756d·RcudkJ_MathziNum95 ··0x00001cd8·34534736·5a5a374e·496c4550·3832675f·4SG6ZZ7NIlEP82g_
96 ··0x00001ce8·62657254·68656f72·797a694c·6f676172·berTheoryziLogar96 ··0x00001ce8·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo
97 ··0x00001cf8·6974686d·735f696e·744c6f67·327a715f·ithms_intLog2zq_97 ··0x00001cf8·72797a69·4c6f6761·72697468·6d735f69·ryziLogarithms_i
98 ··0x00001d08·696e666f·00737467·5f67635f·756e7074·info.stg_gc_unpt98 ··0x00001d08·6e744c6f·67327a71·5f696e66·6f007374·ntLog2zq_info.st
99 ··0x00001d18·5f723100·696e7465·6765727a·6d6c6f67·_r1.integerzmlog99 ··0x00001d18·675f6763·5f756e70·745f7231·00696e74·g_gc_unpt_r1.int
100 ··0x00001d28·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi4100 ··0x00001d28·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
101 ··0x00001d38·7a6d4166·626f414b·58417337·614b3748·zmAfboAKXAs7aK7H101 ··0x00001d38·7a6d317a·69307a69·347a6d33·4f636441·zm1zi0zi4zm3OcdA
102 ··0x00001d48·6a315263·75646b4a·5f4d6174·687a694e·j1RcudkJ_MathziN102 ··0x00001d48·354e3334·5347365a·5a374e49·6c455038·5N34SG6ZZ7NIlEP8
103 ··0x00001d58·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog103 ··0x00001d58·32675f4d·6174687a·694e756d·62657254·2g_MathziNumberT
104 ··0x00001d68·61726974·686d735f·696e744c·6f67327a·arithms_intLog2z104 ··0x00001d68·68656f72·797a694c·6f676172·6974686d·heoryziLogarithm
105 ··0x00001d78·715f636c·6f737572·6500696e·74656765·q_closure.intege105 ··0x00001d78·735f696e·744c6f67·327a715f·636c6f73·s_intLog2zq_clos
106 ··0x00001d88·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1106 ··0x00001d88·75726500·696e7465·6765727a·6d6c6f67·ure.integerzmlog
107 ··0x00001d98·7a69307a·69347a6d·4166626f·414b5841·zi0zi4zmAfboAKXA107 ··0x00001d98·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi4
108 ··0x00001da8·7337614b·37486a31·52637564·6b4a5f4d·s7aK7Hj1RcudkJ_M108 ··0x00001da8·7a6d334f·63644135·4e333453·47365a5a·zm3OcdA5N34SG6ZZ
109 ··0x00001db8·6174687a·694e756d·62657254·68656f72·athziNumberTheor109 ··0x00001db8·374e496c·45503832·675f4d61·74687a69·7NIlEP82g_Mathzi
110 ··0x00001dc8·797a694c·6f676172·6974686d·735f776f·yziLogarithms_wo110 ··0x00001dc8·4e756d62·65725468·656f7279·7a694c6f·NumberTheoryziLo
111 ··0x00001dd8·72644c6f·67327a71·5f696e66·6f00696e·rdLog2zq_info.in111 ··0x00001dd8·67617269·74686d73·5f776f72·644c6f67·garithms_wordLog
112 ··0x00001de8·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm112 ··0x00001de8·327a715f·696e666f·00696e74·65676572·2zq_info.integer
113 ··0x00001df8·737a6d31·7a69307a·69347a6d·4166626f·szm1zi0zi4zmAfbo113 ··0x00001df8·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z
114 ··0x00001e08·414b5841·7337614b·37486a31·52637564·AKXAs7aK7Hj1Rcud114 ··0x00001e08·69307a69·347a6d33·4f636441·354e3334·i0zi4zm3OcdA5N34
115 ··0x00001e18·6b4a5f4d·6174687a·694e756d·62657254·kJ_MathziNumberT115 ··0x00001e18·5347365a·5a374e49·6c455038·32675f4d·SG6ZZ7NIlEP82g_M
116 ··0x00001e28·68656f72·797a694c·6f676172·6974686d·heoryziLogarithm116 ··0x00001e28·6174687a·694e756d·62657254·68656f72·athziNumberTheor
117 ··0x00001e38·735f776f·72644c6f·67327a71·5f636c6f·s_wordLog2zq_clo117 ··0x00001e38·797a694c·6f676172·6974686d·735f776f·yziLogarithms_wo
118 ··0x00001e48·73757265·00696e74·65676572·7a6d6c6f·sure.integerzmlo118 ··0x00001e48·72644c6f·67327a71·5f636c6f·73757265·rdLog2zq_closure
119 ··0x00001e58·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi119 ··0x00001e58·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
120 ··0x00001e68·347a6d41·66626f41·4b584173·37614b37·4zmAfboAKXAs7aK7120 ··0x00001e68·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
121 ··0x00001e78·486a3152·6375646b·4a5f4d61·74687a69·Hj1RcudkJ_Mathzi121 ··0x00001e78·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
122 ··0x00001e88·4e756d62·65725468·656f7279·7a694c6f·NumberTheoryziLo122 ··0x00001e88·6c455038·32675f4d·6174687a·694e756d·lEP82g_MathziNum
123 ··0x00001e98·67617269·74686d73·5f7a6474·724d6f64·garithms_zdtrMod123 ··0x00001e98·62657254·68656f72·797a694c·6f676172·berTheoryziLogar
124 ··0x00001ea8·756c6533·5f636c6f·73757265·00676863·ule3_closure.ghc124 ··0x00001ea8·6974686d·735f7a64·74724d6f·64756c65·ithms_zdtrModule
125 ··0x00001eb8·7a6d7072·696d5f47·48437a69·54797065·zmprim_GHCziType125 ··0x00001eb8·335f636c·6f737572·65006768·637a6d70·3_closure.ghczmp
126 ··0x00001ec8·735f5472·4e616d65·535f636f·6e5f696e·s_TrNameS_con_in126 ··0x00001ec8·72696d5f·4748437a·69547970·65735f54·rim_GHCziTypes_T
127 ··0x00001ed8·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga127 ··0x00001ed8·724e616d·65535f63·6f6e5f69·6e666f00·rNameS_con_info.
128 ··0x00001ee8·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z128 ··0x00001ee8·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit
Max diff block lines reached; 60418/129180 bytes (46.77%) of diff not shown.
508 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 13 lines modifiedOffset 1, 13 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 000000000000a050·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base-0x1b8>:2 000000000000a050·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base-0x1b8>:
3 »       lea····0x150a1(%rip),%rdi········3 »       lea····0x150a1(%rip),%rdi········
4 »       lea····0x1509a(%rip),%rax········4 »       lea····0x1509a(%rip),%rax········
5 »       cmp····%rdi,%rax5 »       cmp····%rdi,%rax
6 »       je·····a078·<__cxa_finalize@plt+0x38>6 »       je·····a078·<__cxa_finalize@plt+0x38>
7 »       mov····0x12e56(%rip),%rax········7 »       mov····0x12e56(%rip),%rax········
8 »       test···%rax,%rax8 »       test···%rax,%rax
9 »       je·····a078·<__cxa_finalize@plt+0x38>9 »       je·····a078·<__cxa_finalize@plt+0x38>
Offset 118, 33 lines modifiedOffset 118, 33 lines modified
118 »       add····%al,(%rax)118 »       add····%al,(%rax)
119 »       add····%cl,(%rsi)119 »       add····%cl,(%rsi)
120 »       add····%al,(%rax)120 »       add····%al,(%rax)
121 »       .byte·0121 »       .byte·0
122 »       mov····$0x2e,%al122 »       mov····$0x2e,%al
123 »       add····%eax,(%rax)123 »       add····%eax,(%rax)
  
124 000000000000a208·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base>:124 000000000000a208·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base>:
125 »       lea····-0x20(%rbp),%rax125 »       lea····-0x20(%rbp),%rax
126 »       cmp····%r15,%rax126 »       cmp····%r15,%rax
127 »       jae····a267·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>127 »       jae····a267·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>
128 »       lea····0x12eb8(%rip),%rbx········128 »       lea····0x12eb8(%rip),%rbx········
129 »       jmp····*-0x8(%r13)129 »       jmp····*-0x8(%r13)
130 »       nopl···0x0(%rax)130 »       nopl···0x0(%rax)
131 »       (bad)131 »       (bad)
132 »       add····%al,(%rax)132 »       add····%al,(%rax)
133 »       add····%al,(%rax)133 »       add····%al,(%rax)
134 »       add····%al,(%rax)134 »       add····%al,(%rax)
135 »       add····%bl,(%rsi)135 »       add····%bl,(%rsi)
136 »       add····%al,(%rax)136 »       add····%al,(%rax)
137 »       add····%cl,0x4800012e(%rax)137 »       add····%cl,0x4800012e(%rax)
138 »       mov····0x8(%rbp),%edi138 »       mov····0x8(%rbp),%edi
139 »       mov····0x10(%rbp),%rsi139 »       mov····0x10(%rbp),%rsi
140 »       add····$0x18,%rbp140 »       add····$0x18,%rbp
141 »       mov····%rbx,%r14141 »       mov····%rbx,%r14
142 »       jmp····a267·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>142 »       jmp····a267·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>
143 »       nopl···0x0(%rax)143 »       nopl···0x0(%rax)
144 »       (bad)144 »       (bad)
145 »       add····%al,(%rax)145 »       add····%al,(%rax)
146 »       add····%al,(%rax)146 »       add····%al,(%rax)
147 »       add····%al,(%rax)147 »       add····%al,(%rax)
148 »       add····%bl,(%rsi)148 »       add····%bl,(%rsi)
149 »       add····%al,(%rax)149 »       add····%al,(%rax)
Offset 158, 15 lines modifiedOffset 158, 15 lines modified
158 »       shr····$0x3f,%rax158 »       shr····$0x3f,%rax
159 »       mov····%rsi,%rbx159 »       mov····%rsi,%rbx
160 »       add····%rax,%rbx160 »       add····%rax,%rbx
161 »       and····$0xfffffffffffffffe,%rbx161 »       and····$0xfffffffffffffffe,%rbx
162 »       mov····%rsi,%rax162 »       mov····%rsi,%rax
163 »       sub····%rbx,%rax163 »       sub····%rbx,%rax
164 »       test···%rax,%rax164 »       test···%rax,%rax
165 »       jne····a2db·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xd3>165 »       jne····a2db·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xd3>
166 »       lea····-0x32(%rip),%rax········166 »       lea····-0x32(%rip),%rax········
167 »       mov····%rax,-0x18(%rbp)167 »       mov····%rax,-0x18(%rbp)
168 »       mov····%rsi,%rax168 »       mov····%rsi,%rax
169 »       mov····%r14,%rsi169 »       mov····%r14,%rsi
170 »       mov····%rdi,-0x10(%rbp)170 »       mov····%rdi,-0x10(%rbp)
171 »       mov····%rax,%rbx171 »       mov····%rax,%rbx
172 »       shr····$0x3f,%rbx172 »       shr····$0x3f,%rbx
Offset 179, 24 lines modifiedOffset 179, 24 lines modified
179 »       addl···$0x0,(%rax)179 »       addl···$0x0,(%rax)
180 »       add····%al,(%rax)180 »       add····%al,(%rax)
181 »       add····%al,(%rax)181 »       add····%al,(%rax)
182 »       add····%bl,(%rsi)182 »       add····%bl,(%rsi)
183 »       add····%al,(%rax)183 »       add····%al,(%rax)
184 »       add····%dh,%al184 »       add····%dh,%al
185 »       sub····$0x8b4c0001,%eax185 »       sub····$0x8b4c0001,%eax
186 »       jne····a2d4·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xcc>186 »       jne····a2d4·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xcc>
187 »       mov····0x10(%rbp),%rsi187 »       mov····0x10(%rbp),%rsi
188 »       mov····0x18(%rbp),%rdi188 »       mov····0x18(%rbp),%rdi
189 »       add····$0x20,%rbp189 »       add····$0x20,%rbp
190 »       mov····%rbx,%rax190 »       mov····%rbx,%rax
191 »       add····$0x20,%r12191 »       add····$0x20,%r12
192 »       cmp····0x358(%r13),%r12192 »       cmp····0x358(%r13),%r12
193 »       ja·····a345·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x13d>193 »       ja·····a345·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x13d>
194 »       cmp····$0x1,%rsi194 »       cmp····$0x1,%rsi
195 »       je·····a338·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x130>195 »       je·····a338·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x130>
196 »       lea····-0x115(%rip),%rax········196 »       lea····-0x115(%rip),%rax········
197 »       mov····%rax,-0x18(%r12)197 »       mov····%rax,-0x18(%r12)
198 »       mov····%r14,-0x8(%r12)198 »       mov····%r14,-0x8(%r12)
199 »       mov····%rdi,(%r12)199 »       mov····%rdi,(%r12)
200 »       lea····-0xda(%rip),%rax········200 »       lea····-0xda(%rip),%rax········
201 »       mov····%rax,-0x18(%rbp)201 »       mov····%rax,-0x18(%rbp)
202 »       mov····%rsi,%rax202 »       mov····%rsi,%rax
Offset 229, 53 lines modifiedOffset 229, 53 lines modified
229 »       ...229 »       ...
230 »       add····%al,(%rax)230 »       add····%al,(%rax)
231 »       add····%cl,(%rsi)231 »       add····%cl,(%rsi)
232 »       add····%al,(%rax)232 »       add····%al,(%rax)
233 »       add····%dl,0x2d(%rax)233 »       add····%dl,0x2d(%rax)
234 »       add····%eax,(%rax)234 »       add····%eax,(%rax)
  
235 000000000000a390·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base>:235 000000000000a390·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base>:
236 »       lea····-0x18(%rbp),%rax236 »       lea····-0x18(%rbp),%rax
237 »       cmp····%r15,%rax237 »       cmp····%r15,%rax
238 »       jae····a3c3·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x33>238 »       jae····a3c3·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x33>
239 »       lea····0x12d60(%rip),%rbx········239 »       lea····0x12d60(%rip),%rbx········
240 »       jmp····*-0x8(%r13)240 »       jmp····*-0x8(%r13)
241 »       nopl···0x0(%rax)241 »       nopl···0x0(%rax)
242 »       add····%al,(%r8)242 »       add····%al,(%r8)
243 »       add····%al,(%rax)243 »       add····%al,(%rax)
244 »       add····%al,(%rax)244 »       add····%al,(%rax)
245 »       add····%bl,(%rsi)245 »       add····%bl,(%rsi)
246 »       add····%al,(%rax)246 »       add····%al,(%rax)
247 »       add····%ch,(%rax)247 »       add····%ch,(%rax)
248 »       sub····$0x8b480001,%eax248 »       sub····$0x8b480001,%eax
249 »       jne····a3c4·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x34>249 »       jne····a3c4·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x34>
250 »       add····$0x10,%rbp250 »       add····$0x10,%rbp
251 »       mov····%rbx,%r14251 »       mov····%rbx,%r14
252 »       mov····%rsi,%rax252 »       mov····%rsi,%rax
253 »       shr····$0x3f,%rax253 »       shr····$0x3f,%rax
254 »       mov····%rsi,%rbx254 »       mov····%rsi,%rbx
255 »       add····%rax,%rbx255 »       add····%rax,%rbx
256 »       and····$0xfffffffffffffffe,%rbx256 »       and····$0xfffffffffffffffe,%rbx
257 »       mov····%rsi,%rax257 »       mov····%rsi,%rax
258 »       sub····%rbx,%rax258 »       sub····%rbx,%rax
259 »       test···%rax,%rax259 »       test···%rax,%rax
260 »       jne····a40b·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x7b>260 »       jne····a40b·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x7b>
261 »       lea····-0x2e(%rip),%rax········261 »       lea····-0x2e(%rip),%rax········
262 »       mov····%rax,-0x10(%rbp)262 »       mov····%rax,-0x10(%rbp)
263 »       mov····%rsi,%rax263 »       mov····%rsi,%rax
264 »       mov····%r14,%rsi264 »       mov····%r14,%rsi
265 »       mov····%rax,%rbx265 »       mov····%rax,%rbx
Max diff block lines reached; 513970/519642 bytes (98.91%) of diff not shown.
837 B
readelf --wide --decompress --string-dump=.rodata {}
    
Offset 9, 13 lines modifiedOffset 9, 13 lines modified
9 ··[···1b3]··Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero9 ··[···1b3]··Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero
10 ··[···1f7]··Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive10 ··[···1f7]··Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive
11 ··[···23b]··Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.11 ··[···23b]··Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.
12 ··[···27a]··Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive12 ··[···27a]··Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive
13 ··[···2ba]··src/Math/NumberTheory/Logarithms.hs13 ··[···2ba]··src/Math/NumberTheory/Logarithms.hs
14 ··[···2de]··error14 ··[···2de]··error
15 ··[···2e4]··Math.NumberTheory.Logarithms15 ··[···2e4]··Math.NumberTheory.Logarithms
16 ··[···301]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ16 ··[···301]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
17 ··[···331]··Negative·exponent17 ··[···331]··Negative·exponent
18 ··[···343]··Math.NumberTheory.Powers.Integer18 ··[···343]··Math.NumberTheory.Powers.Integer
19 ··[···364]··Math.NumberTheory.Powers.Natural19 ··[···364]··Math.NumberTheory.Powers.Natural
20 ··[···385]··GHC.Integer.Logarithms.Compat20 ··[···385]··GHC.Integer.Logarithms.Compat
  
2.1 KB
libghc-integer-logarithms-doc_1.0.4-1_all.deb
367 B
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2 -rw-r--r--···0········0········0·····1404·2026-01-06·18:00:07.000000·control.tar.xz2 -rw-r--r--···0········0········0·····1404·2026-01-06·18:00:07.000000·control.tar.xz
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control.tar.xz
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control.tar
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data.tar.xz
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data.tar
1.52 KB
./usr/lib/ghc-doc/haddock/integer-logarithms-1.0.4/integer-logarithms.haddock
    
Offset 311, 17 lines modifiedOffset 311, 17 lines modified
00001360:·0010·0000·0200·1100·0002·0012·0000·0200··................00001360:·0010·0000·0200·1100·0002·0012·0000·0200··................
00001370:·1300·0002·0014·0000·0200·1500·0002·0016··................00001370:·1300·0002·0014·0000·0200·1500·0002·0016··................
00001380:·0000·0200·1700·0003·0018·0000·0300·1900··................00001380:·0000·0200·1700·0003·0018·0000·0300·1900··................
00001390:·0004·001a·0000·0400·1b00·1c1d·031e·001c··................00001390:·0004·001a·0000·0400·1b00·1c1d·031e·001c··................
000013a0:·1f03·2000·2122·0323·0021·2203·2400·0002··..·.!".#.!".$...000013a0:·1f03·2000·2122·0323·0021·2203·2400·0002··..·.!".#.!".$...
000013b0:·0025·0000·0200·2600·0002·0027·0006·2800··.%....&....'..(.000013b0:·0025·0000·0200·2600·0002·0027·0006·2800··.%....&....'..(.
000013c0:·292a·2f69·6e74·6567·6572·2d6c·6f67·6172··)*/integer-logar000013c0:·292a·2f69·6e74·6567·6572·2d6c·6f67·6172··)*/integer-logar
000013d0:·6974·686d·732d·312e·302e·342d·4166·626f··ithms-1.0.4-Afbo000013d0:·6974·686d·732d·312e·302e·342d·334f·6364··ithms-1.0.4-3Ocd
000013e0:·414b·5841·7337·614b·3748·6a31·5263·7564··AKXAs7aK7Hj1Rcud000013e0:·4135·4e33·3453·4736·5a37·4e49·6c45·5038··A5N34SG6Z7NIlEP8
000013f0:·6b4a·1d47·4843·2e49·6e74·6567·6572·2e4c··kJ.GHC.Integer.L000013f0:·3267·1d47·4843·2e49·6e74·6567·6572·2e4c··2g.GHC.Integer.L
00001400:·6f67·6172·6974·686d·732e·436f·6d70·6174··ogarithms.Compat00001400:·6f67·6172·6974·686d·732e·436f·6d70·6174··ogarithms.Compat
00001410:·1c4d·6174·682e·4e75·6d62·6572·5468·656f··.Math.NumberTheo00001410:·1c4d·6174·682e·4e75·6d62·6572·5468·656f··.Math.NumberTheo
00001420:·7279·2e4c·6f67·6172·6974·686d·7320·4d61··ry.Logarithms·Ma00001420:·7279·2e4c·6f67·6172·6974·686d·7320·4d61··ry.Logarithms·Ma
00001430:·7468·2e4e·756d·6265·7254·6865·6f72·792e··th.NumberTheory.00001430:·7468·2e4e·756d·6265·7254·6865·6f72·792e··th.NumberTheory.
00001440:·506f·7765·7273·2e49·6e74·6567·6572·204d··Powers.Integer·M00001440:·506f·7765·7273·2e49·6e74·6567·6572·204d··Powers.Integer·M
00001450:·6174·682e·4e75·6d62·6572·5468·656f·7279··ath.NumberTheory00001450:·6174·682e·4e75·6d62·6572·5468·656f·7279··ath.NumberTheory
00001460:·2e50·6f77·6572·732e·4e61·7475·7261·6c12··.Powers.Natural.00001460:·2e50·6f77·6572·732e·4e61·7475·7261·6c12··.Powers.Natural.
2.59 MB
libghc-integer-logarithms-prof_1.0.4-1_amd64.deb
452 B
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1 -rw-r--r--···0········0········0········4·2026-01-06·18:00:07.000000·debian-binary1 -rw-r--r--···0········0········0········4·2026-01-06·18:00:07.000000·debian-binary
2 -rw-r--r--···0········0········0·····1104·2026-01-06·18:00:07.000000·control.tar.xz2 -rw-r--r--···0········0········0·····1100·2026-01-06·18:00:07.000000·control.tar.xz
3 -rw-r--r--···0········0········0····34460·2026-01-06·18:00:07.000000·data.tar.xz3 -rw-r--r--···0········0········0····35524·2026-01-06·18:00:07.000000·data.tar.xz
2.62 KB
control.tar.xz
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control.tar
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./control
    
Offset 1, 15 lines modifiedOffset 1, 15 lines modified
1 Package:·libghc-integer-logarithms-prof1 Package:·libghc-integer-logarithms-prof
2 Source:·haskell-integer-logarithms2 Source:·haskell-integer-logarithms
3 Version:·1.0.4-13 Version:·1.0.4-1
4 Architecture:·amd644 Architecture:·amd64
5 Maintainer:·Debian·Haskell·Group·<pkg-haskell-maintainers@lists.alioth.debian.org>5 Maintainer:·Debian·Haskell·Group·<pkg-haskell-maintainers@lists.alioth.debian.org>
6 Installed-Size:·3756 Installed-Size:·376
7 Depends:·libghc-array-prof-0.5.8.0-fa0dd,·libghc-base-prof-4.20.2.0-47ff0,·libghc-ghc-bignum-prof-1.3-1cfec,·libghc-ghc-prim-prof-0.12.0-3e77a,·libghc-integer-logarithms-dev·(=·1.0.4-1)7 Depends:·libghc-array-prof-0.5.8.0-fa0dd,·libghc-base-prof-4.20.2.0-47ff0,·libghc-ghc-bignum-prof-1.3-1cfec,·libghc-ghc-prim-prof-0.12.0-3e77a,·libghc-integer-logarithms-dev·(=·1.0.4-1)
8 Provides:·libghc-integer-logarithms-prof-1.0.4-e1d298 Provides:·libghc-integer-logarithms-prof-1.0.4-545d8
9 Section:·haskell9 Section:·haskell
10 Priority:·optional10 Priority:·optional
11 Homepage:·https://github.com/haskellari/integer-logarithms11 Homepage:·https://github.com/haskellari/integer-logarithms
12 Description:·integer·logarithms;·profiling·libraries12 Description:·integer·logarithms;·profiling·libraries
13 ·Math.NumberTheory.Logarithms·and·Math.NumberTheory.Powers.Integer13 ·Math.NumberTheory.Logarithms·and·Math.NumberTheory.Powers.Integer
14 ·from·the·arithmoi·package.14 ·from·the·arithmoi·package.
15 ·.15 ·.
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1 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/Integer/Logarithms/Compat.p_hi1 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/Integer/Logarithms/Compat.p_hi
2 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Logarithms.p_hi2 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Logarithms.p_hi
3 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Integer.p_hi3 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Integer.p_hi
4 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Natural.p_hi4 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Natural.p_hi
5 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ_p.a5 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g_p.a
6 usr/share/doc/libghc-integer-logarithms-prof/changelog.Debian.gz6 usr/share/doc/libghc-integer-logarithms-prof/changelog.Debian.gz
7 usr/share/doc/libghc-integer-logarithms-prof/changelog.gz7 usr/share/doc/libghc-integer-logarithms-prof/changelog.gz
8 usr/share/doc/libghc-integer-logarithms-prof/copyright8 usr/share/doc/libghc-integer-logarithms-prof/copyright
2.59 MB
data.tar.xz
2.59 MB
data.tar
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1 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./1 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./
2 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/2 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/
3 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/3 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/
4 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/4 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/
5 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/5 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/
6 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/6 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/
7 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/7 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/
8 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/8 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/
9 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/9 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/
10 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/Integer/10 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/Integer/
11 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/Integer/Logarithms/11 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/Integer/Logarithms/
12 -rw-r--r--···0·root·········(0)·root·········(0)·····1525·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/Integer/Logarithms/Compat.p_hi12 -rw-r--r--···0·root·········(0)·root·········(0)·····1527·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/Integer/Logarithms/Compat.p_hi
13 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/13 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/
14 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/14 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/
15 -rw-r--r--···0·root·········(0)·root·········(0)·····8668·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Logarithms.p_hi15 -rw-r--r--···0·root·········(0)·root·········(0)·····8662·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Logarithms.p_hi
16 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/16 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/
17 -rw-r--r--···0·root·········(0)·root·········(0)·····2523·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Integer.p_hi17 -rw-r--r--···0·root·········(0)·root·········(0)·····2519·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Integer.p_hi
18 -rw-r--r--···0·root·········(0)·root·········(0)·····3741·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Natural.p_hi18 -rw-r--r--···0·root·········(0)·root·········(0)·····3753·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Natural.p_hi
19 -rw-r--r--···0·root·········(0)·root·········(0)···342856·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ_p.a19 -rw-r--r--···0·root·········(0)·root·········(0)···343172·2026-01-06·18:00:07.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g_p.a
20 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/20 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/
21 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/21 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/
22 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-prof/22 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-prof/
23 -rw-r--r--···0·root·········(0)·root·········(0)······445·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.Debian.gz23 -rw-r--r--···0·root·········(0)·root·········(0)······445·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.Debian.gz
24 -rw-r--r--···0·root·········(0)·root·········(0)······314·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.gz24 -rw-r--r--···0·root·········(0)·root·········(0)······314·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.gz
25 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-prof/copyright25 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2026-01-06·18:00:07.000000·./usr/share/doc/libghc-integer-logarithms-prof/copyright
3.25 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/GHC/Integer/Logarithms/Compat.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/GHC/Integer/Logarithms/Compat.p_hi
Files 92% similar despite different names
2.92 KB
ghc --show-iface {}
    
Offset 1, 16 lines modifiedOffset 1, 16 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·GHC.Integer.Logarithms.Compat·91037 interface·GHC.Integer.Logarithms.Compat·9103
8 ··interface·hash:·33217e7f749ca3f64a0e76f1c92fefdc 
9 ··ABI·hash:·72540dcdd5ca2321a9c27a24682bb9118 ··interface·hash:·01f023f76effaa0955ddd303fdf8b3b6
 9 ··ABI·hash:·d7a610e89e1fd6879d9d716b2f0ba426
10 ··export-list·hash:·221b88cd62a02671f6528b289f831c6e10 ··export-list·hash:·221b88cd62a02671f6528b289f831c6e
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·3b278337841bfeb762db3b54aca3452312 ··flag·hash:·3b278337841bfeb762db3b54aca34523
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·0aab3dad62a154f692da69fb9637fcf916 ··src_hash:·0aab3dad62a154f692da69fb9637fcf9
Offset 31, 40 lines modifiedOffset 31, 40 lines modified
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import··-/··GHC.Integer.Logarithms·0c408b4ab828c77cce8707c368e8bdf134 import··-/··GHC.Integer.Logarithms·0c408b4ab828c77cce8707c368e8bdf1
35 import··-/··Prelude·51a7d66ad24e320ebb0c30db2f31549a35 import··-/··Prelude·51a7d66ad24e320ebb0c30db2f31549a
36 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f36 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f
37 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf37 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf
38 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·086a93f717677bac812a3c8868ee901338 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·171389fc0b4eebc4d07640c2d29914ff
39 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d39 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
40 17b6bd9619e21dc269b16b46687dec4b40 7424d31c978cabe0dd0be870240c4388
41 ··$trModule·::·GHC.Types.Module41 ··$trModule·::·GHC.Types.Module
42 ··[HasNoCafRefs,·TagSig:·<TagProper>,42 ··[HasNoCafRefs,·TagSig:·<TagProper>,
43 ···LambdaFormInfo:·LFCon[GHC.Types.Module],43 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
44 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]44 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
45 6b802bcd75df7e47356c79f408ca9dc745 5e6914b14f842dab4734e70d05baaa4d
46 ··$trModule1·::·GHC.Types.TrName46 ··$trModule1·::·GHC.Types.TrName
47 ··[HasNoCafRefs,·TagSig:·<TagProper>,47 ··[HasNoCafRefs,·TagSig:·<TagProper>,
48 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],48 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
49 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]49 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
50 11467e30941e56bd67d39ff69b6c077450 1010c8c183b929b40da031194a27f87d
51 ··$trModule2·::·GHC.Prim.Addr#51 ··$trModule2·::·GHC.Prim.Addr#
52 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,52 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
53 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]53 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]
54 6f97e4c5a79a0b308b5ef76fa3ca2f9854 5bf4d8ac6558909c0ccce079da18ad6d
55 ··$trModule3·::·GHC.Types.TrName55 ··$trModule3·::·GHC.Types.TrName
56 ··[HasNoCafRefs,·TagSig:·<TagProper>,56 ··[HasNoCafRefs,·TagSig:·<TagProper>,
57 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],57 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
58 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]58 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
59 399980d07753679b1825f67d4e699e6559 3f58af598282123ee82e1af3e341194b
60 ··$trModule4·::·GHC.Prim.Addr#60 ··$trModule4·::·GHC.Prim.Addr#
61 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,61 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
62 ···Unfolding:·Core:·<vanilla>62 ···Unfolding:·Core:·<vanilla>
63 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#]63 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
64 Warnings:64 Warnings:
65 ··Deprecated·names:65 ··Deprecated·names:
66 ··Deprecated·exports:66 ··Deprecated·exports:
67 trusted:·trustworthy67 trusted:·trustworthy
68 require·own·pkg·trusted:·False68 require·own·pkg·trusted:·False
69 docs:69 docs:
70 ··Nothing70 ··Nothing
23.4 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Logarithms.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Logarithms.p_hi
Files 96% similar despite different names
23.0 KB
ghc --show-iface {}
    
Offset 1, 17 lines modifiedOffset 1, 17 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·Math.NumberTheory.Logarithms·91037 interface·Math.NumberTheory.Logarithms·9103
8 ··interface·hash:·da85a1d57fb82f57b0bba984d26bf81c 
9 ··ABI·hash:·264227b345e96f883287e5c23202114d 
10 ··export-list·hash:·41600ce4ca699490c8ce0daa4a3e99768 ··interface·hash:·a6066cf0b1c9575ca779e8aae0f42b02
 9 ··ABI·hash:·229a6eff83030796852cbcd7aa2a8fcc
 10 ··export-list·hash:·faa580b6ea535437b2c4177575845fa2
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·cc0e288e3eff278e069214118be691a412 ··flag·hash:·cc0e288e3eff278e069214118be691a4
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·c8ce6b378c61e339b4730c7e48d2790a16 ··src_hash:·c8ce6b378c61e339b4730c7e48d2790a
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
Offset 27, 15 lines modifiedOffset 27, 15 lines modified
27 ··integerLogBase27 ··integerLogBase
28 ··integerLogBase'28 ··integerLogBase'
29 ··naturalLog1029 ··naturalLog10
30 ··naturalLog230 ··naturalLog2
31 ··naturalLogBase31 ··naturalLogBase
32 ··wordLog232 ··wordLog2
33 ··wordLog2'33 ··wordLog2'
34 direct·module·dependencies:·integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:GHC.Integer.Logarithms.Compat34 direct·module·dependencies:·integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:GHC.Integer.Logarithms.Compat
35 boot·module·dependencies:35 boot·module·dependencies:
36 direct·package·dependencies:·array-0.5.8.0·base-4.20.2.036 direct·package·dependencies:·array-0.5.8.0·base-4.20.2.0
37 ·····························ghc-bignum-1.337 ·····························ghc-bignum-1.3
38 plugin·package·dependencies:38 plugin·package·dependencies:
39 orphans:·GHC.Internal.Base·GHC.Internal.Float·GHC.Prim.Ext39 orphans:·GHC.Internal.Base·GHC.Internal.Float·GHC.Prim.Ext
40 family·instance·modules:·GHC.Internal.Data.Functor.Const40 family·instance·modules:·GHC.Internal.Data.Functor.Const
41 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid41 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
Offset 54, 64 lines modifiedOffset 54, 64 lines modified
54 import··-/··GHC.Internal.Bits·c78ef61a8a1daee532f412076267622554 import··-/··GHC.Internal.Bits·c78ef61a8a1daee532f4120762676225
55 import··-/··GHC.Internal.Err·e320fec182c47faf2238bb50c69067ff55 import··-/··GHC.Internal.Err·e320fec182c47faf2238bb50c69067ff
56 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f56 import··-/··GHC.Internal.Integer.Logarithms·02d6945f02a2150c06a4f8655e60892f
57 import··-/··GHC.Internal.Num·541424beb6a5744ca8a5da203c11c63557 import··-/··GHC.Internal.Num·541424beb6a5744ca8a5da203c11c635
58 import··-/··GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc58 import··-/··GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
59 import··-/··GHC.Classes·2a09ea1ec4eeb83950c21b9ee6c03cd659 import··-/··GHC.Classes·2a09ea1ec4eeb83950c21b9ee6c03cd6
60 import··-/··GHC.Types·a1e0f81b72cd15c57b0675ff8349988860 import··-/··GHC.Types·a1e0f81b72cd15c57b0675ff83499888
61 import··-/··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:GHC.Integer.Logarithms.Compat·72540dcdd5ca2321a9c27a24682bb91161 import··-/··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:GHC.Integer.Logarithms.Compat·d7a610e89e1fd6879d9d716b2f0ba426
62 ··exports:·221b88cd62a02671f6528b289f831c6e62 ··exports:·221b88cd62a02671f6528b289f831c6e
63 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf63 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.10.3/rts-1.0.2/include/ghcversion.h"·efbad2433f0bc31a6c3481f00bc082bf
64 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·086a93f717677bac812a3c8868ee901364 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·171389fc0b4eebc4d07640c2d29914ff
65 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d65 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
66 52f3265479d3c49fbaf249002b0df90b66 4509a1f1da20440afb88b3b96307a188
67 ··$trModule·::·GHC.Types.Module67 ··$trModule·::·GHC.Types.Module
68 ··[HasNoCafRefs,·TagSig:·<TagProper>,68 ··[HasNoCafRefs,·TagSig:·<TagProper>,
69 ···LambdaFormInfo:·LFCon[GHC.Types.Module],69 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
70 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]70 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
71 9e4ec80fbf4dfacb96fb6c1a27db485e71 f425bb45d56d02373591174fd0125cf3
72 ··$trModule1·::·GHC.Types.TrName72 ··$trModule1·::·GHC.Types.TrName
73 ··[HasNoCafRefs,·TagSig:·<TagProper>,73 ··[HasNoCafRefs,·TagSig:·<TagProper>,
74 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],74 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
75 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]75 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
76 f664b42bd6565b5f47d3bc032c189a3176 41ce64410bb5200fc9fe2071dc724cf0
77 ··$trModule2·::·GHC.Prim.Addr#77 ··$trModule2·::·GHC.Prim.Addr#
78 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,78 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
79 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]79 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]
80 ef38206700483468da0f6e74b3c42be880 a22413bcce42f06d9c0edfb54ec942c0
81 ··$trModule3·::·GHC.Types.TrName81 ··$trModule3·::·GHC.Types.TrName
82 ··[HasNoCafRefs,·TagSig:·<TagProper>,82 ··[HasNoCafRefs,·TagSig:·<TagProper>,
83 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],83 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
84 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]84 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
85 2046332c31e82e4c603e51aca33a77fe85 11c6c7ca88e3f2b2c297d17f5f5a5dd2
86 ··$trModule4·::·GHC.Prim.Addr#86 ··$trModule4·::·GHC.Prim.Addr#
87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
88 ···Unfolding:·Core:·<vanilla>88 ···Unfolding:·Core:·<vanilla>
89 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
90 8e5dcd9c37301df0992b4aad59f053a189 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 90 71bc493e8073a062692981f8473aac50
91 ··$w$spowImpl·::91 ··$w$spowImpl·::
92 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural92 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
93 ··StrWork([!])93 ··StrWork([!])
94 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,94 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
95 ···Strictness:·<SL><L>,·Inline:·[final]]95 ···Strictness:·<SL><L>,·Inline:·[final]]
96 a33c5ba32f009c54552e2b83f05de85796 0e11372b9bf822d5bf470faacdba8d88
97 ··$w$spowImplAcc·::97 ··$w$spowImplAcc·::
98 ····GHC.Num.Natural.Natural98 ····GHC.Num.Natural.Natural
99 ····->·GHC.Prim.Int#99 ····->·GHC.Prim.Int#
100 ····->·GHC.Num.Natural.Natural100 ····->·GHC.Num.Natural.Natural
101 ····->·GHC.Num.Natural.Natural101 ····->·GHC.Num.Natural.Natural
102 ··StrWork([!])102 ··StrWork([!])
103 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,103 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
104 ···Strictness:·<SL><L><ML>,·Inline:·[final]]104 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
105 4288eb069f726d908fba17367afc0406105 8500380da7742cf7da3cfdf7f9acda9f
106 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#106 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
107 ··StrWork([!])107 ··StrWork([!])
108 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,108 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,
109 ···Strictness:·<SL>,·Inline:·[2]]109 ···Strictness:·<SL>,·Inline:·[2]]
110 ea8229c993fd183d3397c162008ab4d9110 a2391b13b7bb52b680d22d4c8ebc1871
111 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#111 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
112 ··StrWork([!])112 ··StrWork([!])
113 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,113 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,
114 ···Inline:·[2],114 ···Inline:·[2],
115 ···Unfolding:·Core:·<vanilla>115 ···Unfolding:·Core:·<vanilla>
116 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->116 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->
117 ··············{__scc·{Math.NumberTheory.Logarithms.integerLog2}·True·False}·case·n·of·x1·{117 ··············{__scc·{Math.NumberTheory.Logarithms.integerLog2}·True·False}·case·n·of·x1·{
Offset 170, 15 lines modifiedOffset 170, 15 lines modified
170 ·······································································································································································w))))·}·of·ww·{·GHC.Types.I#·ipv·->170 ·······································································································································································w))))·}·of·ww·{·GHC.Types.I#·ipv·->
171 ······················································································ipv·}171 ······················································································ipv·}
172 ···················································································0#·->·0#·}172 ···················································································0#·->·0#·}
173 ··············································································GHC.Num.Integer.IN·x2173 ··············································································GHC.Num.Integer.IN·x2
174 ··············································································->·case·integerLog3174 ··············································································->·case·integerLog3
175 ·················································································ret_ty·GHC.Prim.Int#175 ·················································································ret_ty·GHC.Prim.Int#
176 ·················································································of·{}·}]176 ·················································································of·{}·}]
177 1b478ea73fa9c92d0123be90c1ef31fe177 c57f37ecc690d83bdd3fd1a592b95731
178 ··$wintegerLogBase·::178 ··$wintegerLogBase·::
179 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#179 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
180 ··StrWork([!,·!])180 ··StrWork([!,·!])
181 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,181 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,
182 ···Inline:·[2],182 ···Inline:·[2],
183 ···Unfolding:·Core:·<vanilla>183 ···Unfolding:·Core:·<vanilla>
184 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)184 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 240, 26 lines modifiedOffset 240, 26 lines modified
240 ··························································································1#240 ··························································································1#
241 ··························································································->·integerLogBase1·}241 ··························································································->·integerLogBase1·}
242 ·····················································································GHC.Num.Integer.IP·x2242 ·····················································································GHC.Num.Integer.IP·x2
243 ·····················································································->·$j243 ·····················································································->·$j
244 ·····················································································GHC.Num.Integer.IN·x2244 ·····················································································GHC.Num.Integer.IN·x2
245 ·····················································································->·integerLogBase1·}·of·ww·{·GHC.Types.I#·ipv·->245 ·····················································································->·integerLogBase1·}·of·ww·{·GHC.Types.I#·ipv·->
246 ··············ipv·}]246 ··············ipv·}]
247 141a6173062e1dafdd65d3bf77d236c0247 63a09a36cb162eb6b18b58b4c88c24d6
248 ··$wintegerLogBase'·::248 ··$wintegerLogBase'·::
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5.22 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Integer.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Integer.p_hi
Files 84% similar despite different names
4.88 KB
ghc --show-iface {}
    
Offset 1, 18 lines modifiedOffset 1, 18 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·Math.NumberTheory.Powers.Integer·91037 interface·Math.NumberTheory.Powers.Integer·9103
8 ··interface·hash:·f647f3ebb49be313f6b1b35ff3a8792e 
9 ··ABI·hash:·43f6e14e698ebf545a40d097cf59e867 
10 ··export-list·hash:·37ec4127ac68dc103dcbcdb25db4948f 
11 ··orphan·hash:·6fa029bfda9f52baf1402ce1288d6b778 ··interface·hash:·bdfb4ba12290558004bd171144844bb2
 9 ··ABI·hash:·4e3388df33d3b73a677350ba026d655f
 10 ··export-list·hash:·ddb049b95d539e76f79742065954920f
 11 ··orphan·hash:·a39ce3f64aa66e0d61fa9e89d9f95886
12 ··flag·hash:·201d5d3604456f4c0907f8611fb4362b12 ··flag·hash:·201d5d3604456f4c0907f8611fb4362b
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·95d77347f909eac5a818a6b817576b7e16 ··src_hash:·95d77347f909eac5a818a6b817576b7e
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
Offset 29, 15 lines modifiedOffset 29, 15 lines modified
29 family·instance·modules:·GHC.Internal.Data.Functor.Const29 family·instance·modules:·GHC.Internal.Data.Functor.Const
30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a34 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a
35 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc35 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
36 d6ed9dbfe464771a549d83262bea02ce36 65366b01c4fb431bd33fca6715011c9b
37 ··$s^·::37 ··$s^·::
38 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer38 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
39 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,39 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
40 ···Inline:·[1]·(sat-args=2),40 ···Inline:·[1]·(sat-args=2),
41 ···Unfolding:·Core:·StableUser·<0,FalseFalse>41 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
42 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)42 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
43 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->43 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 48, 15 lines modifiedOffset 48, 15 lines modified
48 ·····················DEFAULT·->·GHC.Internal.Real.$w$spowImpl·eta·wild148 ·····················DEFAULT·->·GHC.Internal.Real.$w$spowImpl·eta·wild1
49 ·····················0#·->·GHC.Num.Integer.IS·1#·}49 ·····················0#·->·GHC.Num.Integer.IS·1#·}
50 ················1#50 ················1#
51 ················->·GHC.Internal.Err.errorWithoutStackTrace51 ················->·GHC.Internal.Err.errorWithoutStackTrace
52 ·····················@GHC.Types.LiftedRep52 ·····················@GHC.Types.LiftedRep
53 ·····················@GHC.Num.Integer.Integer53 ·····················@GHC.Num.Integer.Integer
54 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]54 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
55 5b371dd87b7ec6186b0d3a218ed446c055 41ac4ab5988be63a07cdd6e267887c90
56 ··$s^1·::56 ··$s^1·::
57 ····GHC.Num.Integer.Integer57 ····GHC.Num.Integer.Integer
58 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer58 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
59 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,59 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,
60 ···Inline:·[1]·(sat-args=2),60 ···Inline:·[1]·(sat-args=2),
61 ···Unfolding:·Core:·StableUser·<0,FalseFalse>61 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
62 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)62 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 66, 45 lines modifiedOffset 66, 45 lines modified
66 ················DEFAULT66 ················DEFAULT
67 ················->·GHC.Internal.Real.^%^_$spowImpl67 ················->·GHC.Internal.Real.^%^_$spowImpl
68 ·····················@GHC.Types.Word68 ·····················@GHC.Types.Word
69 ·····················GHC.Internal.Real.$fIntegralWord69 ·····················GHC.Internal.Real.$fIntegralWord
70 ·····················eta70 ·····················eta
71 ·····················wild71 ·····················wild
72 ················0##·->·GHC.Num.Integer.IS·1#·}·}]72 ················0##·->·GHC.Num.Integer.IS·1#·}·}]
73 b2bbf799c9af33a35ad03cad66ca646873 fe3821b756eab36d72db161aa57faacb
74 ··$trModule·::·GHC.Types.Module74 ··$trModule·::·GHC.Types.Module
75 ··[HasNoCafRefs,·TagSig:·<TagProper>,75 ··[HasNoCafRefs,·TagSig:·<TagProper>,
76 ···LambdaFormInfo:·LFCon[GHC.Types.Module],76 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
77 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]77 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
78 e3ed9e4139fc1f8e9b3c8253da50822c78 644cf72b20ad8aa513680cc21f33dee5
79 ··$trModule1·::·GHC.Types.TrName79 ··$trModule1·::·GHC.Types.TrName
80 ··[HasNoCafRefs,·TagSig:·<TagProper>,80 ··[HasNoCafRefs,·TagSig:·<TagProper>,
81 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],81 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
82 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]82 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
83 be0abfa9a53a98a4553079dcdcaafff883 2df821f2b2dc05625889bfc2f2743a3c
84 ··$trModule2·::·GHC.Prim.Addr#84 ··$trModule2·::·GHC.Prim.Addr#
85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
86 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]86 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]
87 faf57860b21fa33ae5e888b31dcef00f87 702897a423d40f1c6c0071071b80f1a6
88 ··$trModule3·::·GHC.Types.TrName88 ··$trModule3·::·GHC.Types.TrName
89 ··[HasNoCafRefs,·TagSig:·<TagProper>,89 ··[HasNoCafRefs,·TagSig:·<TagProper>,
90 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],90 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
91 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]91 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
92 61362db1bfa0e04d9e8ecec47b3070c492 079fcc87337f84fbc1bd183aaf4b3996
93 ··$trModule4·::·GHC.Prim.Addr#93 ··$trModule4·::·GHC.Prim.Addr#
94 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,94 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
95 ···Unfolding:·Core:·<vanilla>95 ···Unfolding:·Core:·<vanilla>
96 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
97 64385fff9d0ca8120577320bf7ffdf5196 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 97 0537f80ec4b4dc7da1863c9b992bb1fb
98 ··integerPower·::98 ··integerPower·::
99 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer99 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
100 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),100 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),
101 ···Unfolding:·Core:·<vanilla>101 ···Unfolding:·Core:·<vanilla>
102 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerPower}·True·True}·$s^]102 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerPower}·True·True}·$s^]
103 9575d16f3d3775eec6d3eabd81fd1bf7103 2145d27b77ed7079bd6198c002c3ad75
104 ··integerWordPower·::104 ··integerWordPower·::
105 ····GHC.Num.Integer.Integer105 ····GHC.Num.Integer.Integer
106 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer106 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
107 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),107 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),
108 ···Unfolding:·Core:·<vanilla>108 ···Unfolding:·Core:·<vanilla>
109 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerWordPower}·True·True}·$s^1]109 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerWordPower}·True·True}·$s^1]
110 "SPEC/Math.NumberTheory.Powers.Integer·^·@Integer·@Int"·[orphan]·[1]·forall·($dNum['GHC.Types.Many]·::·GHC.Internal.Num.Num110 "SPEC/Math.NumberTheory.Powers.Integer·^·@Integer·@Int"·[orphan]·[1]·forall·($dNum['GHC.Types.Many]·::·GHC.Internal.Num.Num
7.39 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/Math/NumberTheory/Powers/Natural.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/Math/NumberTheory/Powers/Natural.p_hi
Files 92% similar despite different names
7.05 KB
ghc --show-iface {}
    
Offset 1, 18 lines modifiedOffset 1, 18 lines modified
1 Magic:·Wanted·33214052,1 Magic:·Wanted·33214052,
2 ·······got····332140522 ·······got····33214052
3 Version:·Wanted·9103,3 Version:·Wanted·9103,
4 ·········got····91034 ·········got····9103
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·Math.NumberTheory.Powers.Natural·91037 interface·Math.NumberTheory.Powers.Natural·9103
8 ··interface·hash:·1516be931fa531f9d28fa25ed21e8eae 
9 ··ABI·hash:·4106011bd7d03b9f006087430fc1c910 
10 ··export-list·hash:·bbc738f1993bcda92e2522a6efdfcd18 
11 ··orphan·hash:·66e9fc2d8373e90f157451b4e12286038 ··interface·hash:·973f51d97e3a64872e158f6ec2e89d7f
 9 ··ABI·hash:·3dd3b5df8277fc502ec0705742da556c
 10 ··export-list·hash:·e02ad75f7c9a3cfac9b6b3135ab1ac40
 11 ··orphan·hash:·4c19be73953cc5dfff531419b4b6a8f5
12 ··flag·hash:·201d5d3604456f4c0907f8611fb4362b12 ··flag·hash:·201d5d3604456f4c0907f8611fb4362b
13 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab0513 ··opt_hash:·5fb83f9605d5410d4dbf23f44f5cab05
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·a4927c823312468b95e762f011547e0316 ··src_hash:·a4927c823312468b95e762f011547e03
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
Offset 30, 15 lines modifiedOffset 30, 15 lines modified
30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid30 ·························GHC.Internal.Data.Functor.Identity·GHC.Internal.Data.Monoid
31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord31 ·························GHC.Internal.Data.Semigroup.Internal·GHC.Internal.Data.Type.Ord
32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception32 ·························GHC.Internal.Generics·GHC.Internal.IO.Exception
33 ·························GHC.Internal.RTS.Flags33 ·························GHC.Internal.RTS.Flags
34 import·safe·Numeric.Natural·7a814494de8f4fbd968c141d37d9640434 import·safe·Numeric.Natural·7a814494de8f4fbd968c141d37d96404
35 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a35 import·safe·Prelude·51a7d66ad24e320ebb0c30db2f31549a
36 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc36 import·safe·GHC.Internal.Real·da48268b4772ec24c41aa5e0a4e3c1bc
37 e54018416c1b8ad7a92465c4e5c3910a37 204d026dd8e67f0604df662bdbf84672
38 ··$s^·::38 ··$s^·::
39 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural39 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
40 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,40 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
41 ···Inline:·[1]·(sat-args=2),41 ···Inline:·[1]·(sat-args=2),
42 ···Unfolding:·Core:·StableUser·<0,FalseFalse>42 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
43 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)43 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
44 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->44 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 48, 108 lines modifiedOffset 48, 108 lines modified
48 ················->·case·x·of·wild1·{48 ················->·case·x·of·wild1·{
49 ·····················DEFAULT·->·$s^_$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}49 ·····················DEFAULT·->·$s^_$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}
50 ················1#50 ················1#
51 ················->·GHC.Internal.Err.errorWithoutStackTrace51 ················->·GHC.Internal.Err.errorWithoutStackTrace
52 ·····················@GHC.Types.LiftedRep52 ·····················@GHC.Types.LiftedRep
53 ·····················@GHC.Num.Natural.Natural53 ·····················@GHC.Num.Natural.Natural
54 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]54 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
55 4fa495ebdad96455e99a6ead7371c23f55 ebbd662ab1a8e669cb1ef53b5bc4a981
56 ··$s^1·::56 ··$s^1·::
57 ····GHC.Num.Natural.Natural57 ····GHC.Num.Natural.Natural
58 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural58 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
59 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,59 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,
60 ···Inline:·[1]·(sat-args=2),60 ···Inline:·[1]·(sat-args=2),
61 ···Unfolding:·Core:·StableUser·<0,FalseFalse>61 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
62 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)62 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
63 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->63 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
64 ··············case·eta1·of·wild·{·GHC.Types.W#·x·->64 ··············case·eta1·of·wild·{·GHC.Types.W#·x·->
65 ··············case·x·of·wild1·{65 ··············case·x·of·wild1·{
66 ················DEFAULT·->·$s^_$spowImpl1·eta·wild66 ················DEFAULT·->·$s^_$spowImpl1·eta·wild
67 ················0##·->·GHC.Num.Natural.NS·1##·}·}]67 ················0##·->·GHC.Num.Natural.NS·1##·}·}]
68 f7192e23d05f8b7a626c2f622c6de7bb68 982f6c899c9fa807befbc89e6172dba0
69 ··$s^_$spowImpl·::69 ··$s^_$spowImpl·::
70 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural70 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
71 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,71 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
72 ···Inline:·[final],72 ···Inline:·[final],
73 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>73 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
74 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)74 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
75 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->75 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
76 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]76 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]
77 63b25b1d2ffdff5035fe42e67774770e77 2ceabd64fddc4481ce288cb949f19fb8
78 ··$s^_$spowImpl1·::78 ··$s^_$spowImpl1·::
79 ····GHC.Num.Natural.Natural79 ····GHC.Num.Natural.Natural
80 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural80 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
81 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,81 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
82 ···Inline:·[final],82 ···Inline:·[final],
83 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>83 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
84 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)84 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
85 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->85 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
86 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]86 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]
87 4ff80899616773e57c3844ab8f0c939d87 f3d1544b22b45f1798b84a6c5c2ba413
88 ··$trModule·::·GHC.Types.Module88 ··$trModule·::·GHC.Types.Module
89 ··[HasNoCafRefs,·TagSig:·<TagProper>,89 ··[HasNoCafRefs,·TagSig:·<TagProper>,
90 ···LambdaFormInfo:·LFCon[GHC.Types.Module],90 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
91 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]91 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
92 8a00bc7eeb3f126ce2702e632613d3ac92 c4e1ee504a458e29aa980551faca77de
93 ··$trModule1·::·GHC.Types.TrName93 ··$trModule1·::·GHC.Types.TrName
94 ··[HasNoCafRefs,·TagSig:·<TagProper>,94 ··[HasNoCafRefs,·TagSig:·<TagProper>,
95 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],95 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
96 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]96 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
97 332a056cc44f9bf71df0f7ba023e4b3197 afbcb84f78f2fa7a9870ba7028e8b915
98 ··$trModule2·::·GHC.Prim.Addr#98 ··$trModule2·::·GHC.Prim.Addr#
99 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,99 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
100 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]100 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]
101 172c1106a69e400b341f0644be348b7f101 b855c91cd43ca868136b5e001451bfcd
102 ··$trModule3·::·GHC.Types.TrName102 ··$trModule3·::·GHC.Types.TrName
103 ··[HasNoCafRefs,·TagSig:·<TagProper>,103 ··[HasNoCafRefs,·TagSig:·<TagProper>,
104 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],104 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
105 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]105 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
106 1c15956f2774715428aa06689a84c081106 67112c7d8fbc24bbe889333193e2b2ee
107 ··$trModule4·::·GHC.Prim.Addr#107 ··$trModule4·::·GHC.Prim.Addr#
108 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,108 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
109 ···Unfolding:·Core:·<vanilla>109 ···Unfolding:·Core:·<vanilla>
110 ··············"integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ"#] 
111 c77cee5b4ece7cc5198e12766fc668d9110 ··············"integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g"#]
 111 83ac5991b4bbbed88186cb890d39b1ce
112 ··$w$spowImpl·::112 ··$w$spowImpl·::
113 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural113 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
114 ··StrWork([!])114 ··StrWork([!])
115 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,115 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
116 ···Strictness:·<SL><L>,·Inline:·[final]]116 ···Strictness:·<SL><L>,·Inline:·[final]]
117 4c33cf2a0cd3593c23a987a0a75e7c50117 293172d3eabaca648fd6600d73b4e7ce
118 ··$w$spowImpl1·::118 ··$w$spowImpl1·::
119 ····GHC.Num.Natural.Natural119 ····GHC.Num.Natural.Natural
120 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural120 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural
121 ··StrWork([!])121 ··StrWork([!])
122 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,122 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
123 ···Strictness:·<SL><L>,·Inline:·[final]]123 ···Strictness:·<SL><L>,·Inline:·[final]]
124 e4ab1f7d57d7c5922a6e183acf85b3b9124 4fb87db8c7c3f3d7bc5235c9ac3ed17e
125 ··$w$spowImplAcc·::125 ··$w$spowImplAcc·::
126 ····GHC.Num.Natural.Natural126 ····GHC.Num.Natural.Natural
127 ····->·GHC.Prim.Int#127 ····->·GHC.Prim.Int#
128 ····->·GHC.Num.Natural.Natural128 ····->·GHC.Num.Natural.Natural
129 ····->·GHC.Num.Natural.Natural129 ····->·GHC.Num.Natural.Natural
130 ··StrWork([!])130 ··StrWork([!])
131 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,131 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
132 ···Strictness:·<SL><L><ML>,·Inline:·[final]]132 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
133 ad729b00a250c63d1f4288e75797fc6d133 1242b664d1f4891b77af4d5a88a0c464
134 ··$w$spowImplAcc1·::134 ··$w$spowImplAcc1·::
135 ····GHC.Num.Natural.Natural135 ····GHC.Num.Natural.Natural
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2.55 MB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ/libHSinteger-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ_p.a vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.10.3-inplace/integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g/libHSinteger-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g_p.a
Files 80% similar despite different names
78.6 KB
nm --print-armap {}
    
Offset 1, 165 lines modifiedOffset 1, 165 lines modified
  
1 Archive·index:1 Archive·index:
 2 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_CAFs_cc·in·Logarithms.p_o
2 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase_info·in·Logarithms.p_o 
3 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_info·in·Logarithms.p_o 
4 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info·in·Logarithms.p_o 
5 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase_closure·in·Logarithms.p_o 
6 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info·in·Logarithms.p_o 
7 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase1_closure·in·Logarithms.p_o 
8 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_info·in·Logarithms.p_o3 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_info·in·Logarithms.p_o
9 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info·in·Logarithms.p_o 
10 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_closure·in·Logarithms.p_o4 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info·in·Logarithms.p_o
11 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_info·in·Logarithms.p_o 
12 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info·in·Logarithms.p_o 
13 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·in·Logarithms.p_o5 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_closure·in·Logarithms.p_o
14 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_info·in·Logarithms.p_o6 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_info·in·Logarithms.p_o
 7 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info·in·Logarithms.p_o
15 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLogBase_closure·in·Logarithms.p_o 
16 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase_info·in·Logarithms.p_o 
17 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure·in·Logarithms.p_o8 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase_closure·in·Logarithms.p_o
 9 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_HPC_cc·in·Logarithms.p_o
18 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_closure·in·Logarithms.p_o 
19 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog2_info·in·Logarithms.p_o 
20 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase1_closure·in·Logarithms.p_o10 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10_closure·in·Logarithms.p_o
 11 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info·in·Logarithms.p_o
21 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase_closure·in·Logarithms.p_o12 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info·in·Logarithms.p_o
22 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_closure·in·Logarithms.p_o 
23 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_HPC_cc·in·Logarithms.p_o13 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_info·in·Logarithms.p_o
24 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_HPC_cc·in·Logarithms.p_o14 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10_info·in·Logarithms.p_o
25 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_info·in·Logarithms.p_o15 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure·in·Logarithms.p_o
26 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog2_closure·in·Logarithms.p_o16 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_closure·in·Logarithms.p_o
27 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_closure·in·Logarithms.p_o17 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_closure·in·Logarithms.p_o
28 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase1_info·in·Logarithms.p_o 
29 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase2_info·in·Logarithms.p_o18 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_HPC_cc·in·Logarithms.p_o
 19 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info·in·Logarithms.p_o
30 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·in·Logarithms.p_o20 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog1_closure·in·Logarithms.p_o
31 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_init_arr·in·Logarithms.p_o21 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure·in·Logarithms.p_o
 22 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10_HPC_cc·in·Logarithms.p_o
32 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_closure·in·Logarithms.p_o23 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_closure·in·Logarithms.p_o
 24 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_closure·in·Logarithms.p_o
33 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_info·in·Logarithms.p_o25 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBase_info·in·Logarithms.p_o
34 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info·in·Logarithms.p_o 
35 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_HPC_cc·in·Logarithms.p_o 
36 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_info·in·Logarithms.p_o26 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_closure·in·Logarithms.p_o
37 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_info·in·Logarithms.p_o27 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase_info·in·Logarithms.p_o
 28 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure·in·Logarithms.p_o
 29 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·in·Logarithms.p_o
38 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLogBase_info·in·Logarithms.p_o30 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_info·in·Logarithms.p_o
39 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_HPC_cc·in·Logarithms.p_o 
40 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase2_closure·in·Logarithms.p_o31 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_info·in·Logarithms.p_o
41 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·in·Logarithms.p_o32 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase1_info·in·Logarithms.p_o
 33 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBasezq_closure·in·Logarithms.p_o
42 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_HPC_cc·in·Logarithms.p_o34 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_info·in·Logarithms.p_o
43 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule_closure·in·Logarithms.p_o35 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_closure·in·Logarithms.p_o
 36 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule1_closure·in·Logarithms.p_o
44 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info·in·Logarithms.p_o 
45 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info·in·Logarithms.p_o 
46 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_info·in·Logarithms.p_o37 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_info·in·Logarithms.p_o
47 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·in·Logarithms.p_o 
48 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2_closure·in·Logarithms.p_o38 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_HPC_cc·in·Logarithms.p_o
49 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure·in·Logarithms.p_o39 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·in·Logarithms.p_o
50 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_closure·in·Logarithms.p_o40 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_closure·in·Logarithms.p_o
51 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure·in·Logarithms.p_o41 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_info·in·Logarithms.p_o
52 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBasezq_info·in·Logarithms.p_o42 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBase1_closure·in·Logarithms.p_o
 43 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zq_info·in·Logarithms.p_o
 44 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info·in·Logarithms.p_o
53 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase_HPC_cc·in·Logarithms.p_o45 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_HPC_cc·in·Logarithms.p_o
 46 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase_HPC_cc·in·Logarithms.p_o
54 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_init__prof_init·in·Logarithms.p_o 
55 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog2_info·in·Logarithms.p_o 
56 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_info·in·Logarithms.p_o47 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_info·in·Logarithms.p_o
57 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_HPC_cc·in·Logarithms.p_o48 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info·in·Logarithms.p_o
58 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase2_closure·in·Logarithms.p_o49 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_HPC_cc·in·Logarithms.p_o
59 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10_info·in·Logarithms.p_o50 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog2_info·in·Logarithms.p_o
60 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure·in·Logarithms.p_o51 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBasezq_HPC_cc·in·Logarithms.p_o
61 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog1_info·in·Logarithms.p_o52 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog1_info·in·Logarithms.p_o
 53 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·in·Logarithms.p_o
 54 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·in·Logarithms.p_o
62 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase1_info·in·Logarithms.p_o55 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_closure·in·Logarithms.p_o
63 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_HPC_cc·in·Logarithms.p_o 
64 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure·in·Logarithms.p_o 
65 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure·in·Logarithms.p_o 
66 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·in·Logarithms.p_o56 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLogBase_closure·in·Logarithms.p_o
67 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zq_info·in·Logarithms.p_o57 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·in·Logarithms.p_o
68 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule2_bytes·in·Logarithms.p_o 
69 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·in·Logarithms.p_o 
70 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·in·Logarithms.p_o 
71 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_HPC_cc·in·Logarithms.p_o58 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure·in·Logarithms.p_o
 59 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBase2_closure·in·Logarithms.p_o
 60 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_closure·in·Logarithms.p_o
 61 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog3_info·in·Logarithms.p_o
 62 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_init_arr·in·Logarithms.p_o
72 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info·in·Logarithms.p_o63 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBase1_info·in·Logarithms.p_o
73 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure·in·Logarithms.p_o64 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule3_closure·in·Logarithms.p_o
74 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_info·in·Logarithms.p_o65 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule2_bytes·in·Logarithms.p_o
 66 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·in·Logarithms.p_o
75 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_info·in·Logarithms.p_o67 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBase3_info·in·Logarithms.p_o
76 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_CAFs_cc·in·Logarithms.p_o 
77 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog10zq_closure·in·Logarithms.p_o 
78 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule3_closure·in·Logarithms.p_o68 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdtrModule4_bytes·in·Logarithms.p_o
79 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog1_closure·in·Logarithms.p_o69 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_info·in·Logarithms.p_o
 70 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure·in·Logarithms.p_o
80 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBasezq_HPC_cc·in·Logarithms.p_o71 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_HPC_cc·in·Logarithms.p_o
81 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure·in·Logarithms.p_o72 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBase_HPC_cc·in·Logarithms.p_o
82 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_closure·in·Logarithms.p_o73 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBase_closure·in·Logarithms.p_o
83 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog2_HPC_cc·in·Logarithms.p_o 
84 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10_closure·in·Logarithms.p_o74 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info·in·Logarithms.p_o
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86 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase3_info·in·Logarithms.p_o76 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLogBasezq_info·in·Logarithms.p_o
87 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_HPC_cc·in·Logarithms.p_o77 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure·in·Logarithms.p_o
88 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_info·in·Logarithms.p_o78 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_closure·in·Logarithms.p_o
89 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info·in·Logarithms.p_o79 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog3_info·in·Logarithms.p_o
 80 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog1_info·in·Logarithms.p_o
90 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info·in·Logarithms.p_o81 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_info·in·Logarithms.p_o
91 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule4_bytes·in·Logarithms.p_o82 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_CAFs_cc_ccs·in·Logarithms.p_o
 83 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2_closure·in·Logarithms.p_o
92 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase_HPC_cc·in·Logarithms.p_o84 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog2_closure·in·Logarithms.p_o
 85 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info·in·Logarithms.p_o
 86 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog2_HPC_cc·in·Logarithms.p_o
93 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info·in·Logarithms.p_o 
94 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_CAFs_cc_ccs·in·Logarithms.p_o 
95 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBasezq_closure·in·Logarithms.p_o 
96 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase3_closure·in·Logarithms.p_o87 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase1_closure·in·Logarithms.p_o
97 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdtrModule1_closure·in·Logarithms.p_o88 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase2_info·in·Logarithms.p_o
98 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog3_closure·in·Logarithms.p_o89 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·in·Logarithms.p_o
99 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info·in·Integer.p_o 
100 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule_closure·in·Integer.p_o 
Max diff block lines reached; 41540/80412 bytes (51.66%) of diff not shown.
838 B
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2.21 MB
Logarithms.p_o
881 B
readelf --wide --file-header {}
    
Offset 6, 15 lines modifiedOffset 6, 15 lines modified
6 ··OS/ABI:····························UNIX·-·System·V6 ··OS/ABI:····························UNIX·-·System·V
7 ··ABI·Version:·······················07 ··ABI·Version:·······················0
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9 ··Machine:···························Advanced·Micro·Devices·X86-649 ··Machine:···························Advanced·Micro·Devices·X86-64
10 ··Version:···························0x110 ··Version:···························0x1
11 ··Entry·point·address:···············0x011 ··Entry·point·address:···············0x0
12 ··Start·of·program·headers:··········0·(bytes·into·file)12 ··Start·of·program·headers:··········0·(bytes·into·file)
13 ··Start·of·section·headers:··········290960·(bytes·into·file)13 ··Start·of·section·headers:··········291064·(bytes·into·file)
14 ··Flags:·····························0x014 ··Flags:·····························0x0
15 ··Size·of·this·header:···············64·(bytes)15 ··Size·of·this·header:···············64·(bytes)
16 ··Size·of·program·headers:···········0·(bytes)16 ··Size·of·program·headers:···········0·(bytes)
17 ··Number·of·program·headers:·········017 ··Number·of·program·headers:·········0
18 ··Size·of·section·headers:···········64·(bytes)18 ··Size·of·section·headers:···········64·(bytes)
19 ··Number·of·section·headers:·········1519 ··Number·of·section·headers:·········15
20 ··Section·header·string·table·index:·1420 ··Section·header·string·table·index:·14
2.4 KB
readelf --wide --sections {}
    
Offset 1, 24 lines modifiedOffset 1, 24 lines modified
1 There·are·15·section·headers,·starting·at·offset·0x47090:1 There·are·15·section·headers,·starting·at·offset·0x470f8:
  
2 Section·Headers:2 Section·Headers:
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4 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··04 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··0
5 ··[·1]·.text·············PROGBITS········0000000000000000·000040·01e0bc·00··AX··0···0·165 ··[·1]·.text·············PROGBITS········0000000000000000·000040·01e0bc·00··AX··0···0·16
6 ··[·2]·.rela.text········RELA············0000000000000000·029768·017fd0·18···I·12···1··86 ··[·2]·.rela.text········RELA············0000000000000000·0297d0·017fd0·18···I·12···1··8
7 ··[·3]·.eh_frame·········PROGBITS········0000000000000000·01e100·000030·00···A··0···0··87 ··[·3]·.eh_frame·········PROGBITS········0000000000000000·01e100·000030·00···A··0···0··8
8 ··[·4]·.rela.eh_frame····RELA············0000000000000000·041738·000018·18···I·12···3··88 ··[·4]·.rela.eh_frame····RELA············0000000000000000·0417a0·000018·18···I·12···3··8
9 ··[·5]·.data·············PROGBITS········0000000000000000·01e130·003158·00··WA··0···0·329 ··[·5]·.data·············PROGBITS········0000000000000000·01e130·003158·00··WA··0···0·32
10 ··[·6]·.rela.data········RELA············0000000000000000·041750·0058b0·18···I·12···5··810 ··[·6]·.rela.data········RELA············0000000000000000·0417b8·0058b0·18···I·12···5··8
11 ··[·7]·.bss··············NOBITS··········0000000000000000·021288·000000·00··WA··0···0··111 ··[·7]·.bss··············NOBITS··········0000000000000000·021288·000000·00··WA··0···0··1
12 ··[·8]·.note.GNU-stack···PROGBITS········0000000000000000·021288·000000·00······0···0··112 ··[·8]·.note.GNU-stack···PROGBITS········0000000000000000·021288·000000·00······0···0··1
13 ··[·9]·.rodata.str·······PROGBITS········0000000000000000·021288·002c19·01·AMS··0···0··113 ··[·9]·.rodata.str·······PROGBITS········0000000000000000·021288·002c19·01·AMS··0···0··1
14 ··[10]·.init_array·······INIT_ARRAY······0000000000000000·023ea8·000008·08··WA··0···0··814 ··[10]·.init_array·······INIT_ARRAY······0000000000000000·023ea8·000008·08··WA··0···0··8
15 ··[11]·.rela.init_array··RELA············0000000000000000·047000·000018·18···I·12··10··815 ··[11]·.rela.init_array··RELA············0000000000000000·047068·000018·18···I·12··10··8
16 ··[12]·.symtab···········SYMTAB··········0000000000000000·023eb0·002040·18·····13·182··816 ··[12]·.symtab···········SYMTAB··········0000000000000000·023eb0·002040·18·····13·182··8
17 ··[13]·.strtab···········STRTAB··········0000000000000000·025ef0·003878·00······0···0··117 ··[13]·.strtab···········STRTAB··········0000000000000000·025ef0·0038d9·00······0···0··1
18 ··[14]·.shstrtab·········STRTAB··········0000000000000000·047018·000072·00······0···0··118 ··[14]·.shstrtab·········STRTAB··········0000000000000000·047080·000072·00······0···0··1
19 Key·to·Flags:19 Key·to·Flags:
20 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),20 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),
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22 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),22 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),
23 ··D·(mbind),·l·(large),·p·(processor·specific)23 ··D·(mbind),·l·(large),·p·(processor·specific)
43.9 KB
readelf --wide --symbols {}
    
Offset 179, 169 lines modifiedOffset 179, 169 lines modified
179 ···175:·0000000000002a77·····0·NOTYPE··LOCAL··DEFAULT····9·i8AI_str179 ···175:·0000000000002a77·····0·NOTYPE··LOCAL··DEFAULT····9·i8AI_str
180 ···176:·0000000000002adb·····0·NOTYPE··LOCAL··DEFAULT····9·i8Bj_str180 ···176:·0000000000002adb·····0·NOTYPE··LOCAL··DEFAULT····9·i8Bj_str
181 ···177:·0000000000002adf·····0·NOTYPE··LOCAL··DEFAULT····9·i8Bk_str181 ···177:·0000000000002adf·····0·NOTYPE··LOCAL··DEFAULT····9·i8Bk_str
182 ···178:·0000000000002b43·····0·NOTYPE··LOCAL··DEFAULT····9·i8Ef_str182 ···178:·0000000000002b43·····0·NOTYPE··LOCAL··DEFAULT····9·i8Ef_str
183 ···179:·0000000000002b4b·····0·NOTYPE··LOCAL··DEFAULT····9·i8Eg_str183 ···179:·0000000000002b4b·····0·NOTYPE··LOCAL··DEFAULT····9·i8Eg_str
184 ···180:·0000000000002bb0·····0·NOTYPE··LOCAL··DEFAULT····9·i8Fi_str184 ···180:·0000000000002bb0·····0·NOTYPE··LOCAL··DEFAULT····9·i8Fi_str
185 ···181:·0000000000002bb7·····0·NOTYPE··LOCAL··DEFAULT····9·i8Fj_str185 ···181:·0000000000002bb7·····0·NOTYPE··LOCAL··DEFAULT····9·i8Fj_str
 186 ···182:·0000000000000340·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_CAFs_cc
186 ···182:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_closure187 ···183:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_closure
187 ···183:·0000000000010c00···427·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLogBase_info 
188 ···184:·0000000000001270···214·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_naturalLog3_info188 ···184:·0000000000000850···214·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_info
189 ···185:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_closure189 ···185:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_closure
190 ···186:·0000000000010778··1116·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info190 ···186:·00000000000028b0··1970·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info
191 ···187:·0000000000003088·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase_closure191 ···187:·0000000000001378·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_closure
192 ···188:·0000000000003090··2306·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info 
193 ···189:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_3_info192 ···188:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_3_info
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195 ···191:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziIntegerziLogarithms_integerLog2zh_info 
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201 ···197:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure 
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209 ···205:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_divZZeroError_closure 
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256 ···252:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_PushCallStack_con_info 
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 254 ···250:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure
 255 ···251:·0000000000002318···323·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog10zq_info
 256 ···252:·000000000000f4e0··4218·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info
 257 ···253:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziStackziTypes_PushCallStack_con_info
263 ···259:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_ap_0_fast 
264 ···260:·0000000000000ca0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure 
265 ···261:·0000000000001310·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog1_closure 
266 ···262:·0000000000000b50·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure 
267 ···263:·000000000001d7c8···427·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBasezq_info 
268 ···264:·0000000000000180·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLogBase_HPC_cc258 ···254:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10zq_HPC_cc
 259 ···255:·0000000000000280·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLogBase_HPC_cc
 260 ···256:·00000000000044e0···543·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_info
 261 ···257:·00000000000015a8··1084·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info
 262 ···258:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerLt_info
 263 ···259:·0000000000000080·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog10_HPC_cc
 264 ···260:·0000000000001370···527·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_naturalLog2_info
Max diff block lines reached; 20782/44856 bytes (46.33%) of diff not shown.
842 KB
readelf --wide --relocs {}
    
Offset 1, 2480 lines modifiedOffset 1, 2480 lines modified
  
1 Relocation·section·'.rela.text'·at·offset·0x29768·contains·4094·entries:1 Relocation·section·'.rela.text'·at·offset·0x297d0·contains·4094·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 0000000000000000··0000000400000018·R_X86_64_PC64··········0000000000000820·i3Wm_str·-·203 0000000000000000··0000000400000018·R_X86_64_PC64··········0000000000000820·i3Wm_str·-·20
4 0000000000000008··0000000500000018·R_X86_64_PC64··········0000000000000828·i3Wn_str·-·184 0000000000000008··0000000500000018·R_X86_64_PC64··········0000000000000828·i3Wn_str·-·18
5 000000000000001c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·4145 000000000000001c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·414
6 0000000000000025··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·56 0000000000000025··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·5
7 0000000000000038··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·47 0000000000000038··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
8 0000000000000076··0000014200000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·48 0000000000000076··0000014500000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
9 0000000000000087··0000010e0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·09 0000000000000087··0000010c0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
10 00000000000000a8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·3dc10 00000000000000a8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·3dc
11 00000000000000b1··0000013900000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·411 00000000000000b1··0000013f00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·4
12 00000000000000c8··0000000600000018·R_X86_64_PC64··········0000000000000881·i3XG_str·-·2012 00000000000000c8··0000000600000018·R_X86_64_PC64··········0000000000000881·i3XG_str·-·20
13 00000000000000d0··0000000700000018·R_X86_64_PC64··········0000000000000889·i3XH_str·-·1813 00000000000000d0··0000000700000018·R_X86_64_PC64··········0000000000000889·i3XH_str·-·18
14 00000000000000e4··000000ed00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·414 00000000000000e4··000000ee00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
15 00000000000000ed··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·515 00000000000000ed··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·5
16 0000000000000100··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·416 0000000000000100··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
17 0000000000000133··000000df00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·417 0000000000000133··000000dd00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
18 0000000000000140··0000000800000018·R_X86_64_PC64··········00000000000008e1·i3XI_str·-·2018 0000000000000140··0000000800000018·R_X86_64_PC64··········00000000000008e1·i3XI_str·-·20
19 0000000000000148··0000000900000018·R_X86_64_PC64··········00000000000008ed·i3XJ_str·-·1819 0000000000000148··0000000900000018·R_X86_64_PC64··········00000000000008ed·i3XJ_str·-·18
20 000000000000015c··000000ed00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·420 000000000000015c··000000ee00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
21 0000000000000170··0000012500000002·R_X86_64_PC32··········00000000000004b8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·421 0000000000000170··0000010800000002·R_X86_64_PC32··········00000000000004b8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·4
22 0000000000000194··000000ed00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·422 0000000000000194··000000ee00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
23 00000000000001d4··000000ed00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·423 00000000000001d4··000000ee00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
24 0000000000000212··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d824 0000000000000212··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d8
25 0000000000000241··000000df00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·425 0000000000000241··000000dd00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
26 0000000000000264··000000ed00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·426 0000000000000264··000000ee00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
27 00000000000002a3··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e827 00000000000002a3··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e8
28 00000000000002b5··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·428 00000000000002b5··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
29 00000000000002c0··0000013e00000002·R_X86_64_PC32··········0000000000000000·user_era·-·429 00000000000002c0··0000014400000002·R_X86_64_PC32··········0000000000000000·user_era·-·4
30 00000000000002d6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·19830 00000000000002d6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·198
31 000000000000030a··000000df00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·431 000000000000030a··000000dd00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
32 0000000000000316··000000df00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·432 0000000000000316··000000dd00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
33 0000000000000329··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·26833 0000000000000329··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·268
34 0000000000000341··0000014d00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·434 0000000000000341··0000015100000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·4
35 0000000000000350··0000000a00000018·R_X86_64_PC64··········0000000000000950·i3Za_str·-·2035 0000000000000350··0000000a00000018·R_X86_64_PC64··········0000000000000950·i3Za_str·-·20
36 0000000000000358··0000000b00000018·R_X86_64_PC64··········000000000000095b·i3Zb_str·-·1836 0000000000000358··0000000b00000018·R_X86_64_PC64··········000000000000095b·i3Zb_str·-·18
37 000000000000036c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·4d437 000000000000036c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·4d4
38 000000000000037c··0000012600000002·R_X86_64_PC32··········0000000000000508·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·-·438 000000000000037c··000000e600000002·R_X86_64_PC32··········0000000000000508·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·-·4
39 00000000000003a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·4d439 00000000000003a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·4d4
40 00000000000003de··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·3a840 00000000000003de··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·3a8
41 0000000000000409··000000df00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·441 0000000000000409··000000dd00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
42 000000000000041d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·47842 000000000000041d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·478
43 000000000000044f··000000df00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·443 000000000000044f··000000dd00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
44 0000000000000474··0000012500000002·R_X86_64_PC32··········00000000000004b8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·444 0000000000000474··0000010800000002·R_X86_64_PC32··········00000000000004b8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·4
45 00000000000004a0··0000000c00000018·R_X86_64_PC64··········00000000000009bb·i3ZR_str·-·2045 00000000000004a0··0000000c00000018·R_X86_64_PC64··········00000000000009bb·i3ZR_str·-·20
46 00000000000004a8··0000000d00000018·R_X86_64_PC64··········00000000000009c1·i3ZS_str·-·1846 00000000000004a8··0000000d00000018·R_X86_64_PC64··········00000000000009c1·i3ZS_str·-·18
47 00000000000004d3··0000011b00000002·R_X86_64_PC32··········0000000000000140·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_HPC_cc·-·447 00000000000004d3··0000012600000002·R_X86_64_PC32··········0000000000000140·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_HPC_cc·-·4
48 00000000000004e4··0000013200000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·448 00000000000004e4··0000013900000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
49 00000000000004fb··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·54049 00000000000004fb··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·540
50 000000000000050f··000000bf00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziIntegerziLogarithms_integerLog2zh_info·-·450 000000000000050f··000000c200000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziIntegerziLogarithms_integerLog2zh_info·-·4
51 0000000000000516··0000014100000002·R_X86_64_PC32··········0000000000000528·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_integerLog2zq_closure·-·451 0000000000000516··000000f700000002·R_X86_64_PC32··········0000000000000528·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_integerLog2zq_closure·-·4
52 0000000000000569··0000011c0000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·052 0000000000000569··000001210000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
53 000000000000057b··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·453 000000000000057b··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
54 0000000000000586··0000013e00000002·R_X86_64_PC32··········0000000000000000·user_era·-·454 0000000000000586··0000014400000002·R_X86_64_PC32··········0000000000000000·user_era·-·4
55 00000000000005ab··0000014d00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·455 00000000000005ab··0000015100000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·4
56 00000000000005b8··0000000e00000018·R_X86_64_PC64··········0000000000000a21·i40D_str·-·2056 00000000000005b8··0000000e00000018·R_X86_64_PC64··········0000000000000a21·i40D_str·-·20
57 00000000000005c0··0000000f00000018·R_X86_64_PC64··········0000000000000a27·i40E_str·-·1857 00000000000005c0··0000000f00000018·R_X86_64_PC64··········0000000000000a27·i40E_str·-·18
58 00000000000005ef··000000f200000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_HPC_cc·-·458 00000000000005ef··000000f500000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_HPC_cc·-·4
59 0000000000000600··0000013200000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·459 0000000000000600··0000013900000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
60 0000000000000617··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·65860 0000000000000617··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·658
61 0000000000000696··0000011c0000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·061 0000000000000696··000001210000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
62 00000000000006a8··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·462 00000000000006a8··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
63 00000000000006b3··0000013e00000002·R_X86_64_PC32··········0000000000000000·user_era·-·463 00000000000006b3··0000014400000002·R_X86_64_PC32··········0000000000000000·user_era·-·4
64 00000000000006e0··0000013a00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·464 00000000000006e0··0000014000000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·4
65 00000000000006e7··000000d600000002·R_X86_64_PC32··········0000000000000540·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2zq_closure·-·465 00000000000006e7··000000f100000002·R_X86_64_PC32··········0000000000000540·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2zq_closure·-·4
66 00000000000006f8··0000001000000018·R_X86_64_PC64··········0000000000000a83·i41r_str·-·2066 00000000000006f8··0000001000000018·R_X86_64_PC64··········0000000000000a83·i41r_str·-·20
67 0000000000000700··0000001100000018·R_X86_64_PC64··········0000000000000a89·i41s_str·-·1867 0000000000000700··0000001100000018·R_X86_64_PC64··········0000000000000a89·i41s_str·-·18
68 000000000000072f··000000db00000002·R_X86_64_PC32··········0000000000000300·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_HPC_cc·-·468 000000000000072f··0000014900000002·R_X86_64_PC32··········0000000000000300·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_HPC_cc·-·4
69 0000000000000740··0000013200000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·469 0000000000000740··0000013900000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
70 0000000000000757··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·79870 0000000000000757··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·798
71 00000000000007d6··0000011c0000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·071 00000000000007d6··000001210000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
72 00000000000007e8··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·472 00000000000007e8··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
73 00000000000007f3··0000013e00000002·R_X86_64_PC32··········0000000000000000·user_era·-·473 00000000000007f3··0000014400000002·R_X86_64_PC32··········0000000000000000·user_era·-·4
74 0000000000000820··0000013a00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·474 0000000000000820··0000014000000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·4
75 0000000000000827··000000ea00000002·R_X86_64_PC32··········0000000000000558·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2zq_closure·-·475 0000000000000827··0000013200000002·R_X86_64_PC32··········0000000000000558·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2zq_closure·-·4
76 0000000000000830··0000001200000018·R_X86_64_PC64··········0000000000000ae6·i42n_str·-·2076 0000000000000830··0000001200000018·R_X86_64_PC64··········0000000000000ae6·i42n_str·-·20
77 0000000000000838··0000001300000018·R_X86_64_PC64··········0000000000000aea·i42o_str·-·1877 0000000000000838··0000001300000018·R_X86_64_PC64··········0000000000000aea·i42o_str·-·18
78 000000000000084c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·ae478 000000000000084c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·ae4
79 0000000000000855··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·579 0000000000000855··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·5
80 0000000000000868··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·480 0000000000000868··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
81 00000000000008aa··0000014200000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·481 00000000000008aa··0000014500000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
82 00000000000008bb··0000010e0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·082 00000000000008bb··0000010c0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
83 00000000000008e3··0000014400000002·R_X86_64_PC32··········0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_HPC_cc·-·483 00000000000008e3··000000d400000002·R_X86_64_PC32··········0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_HPC_cc·-·4
84 00000000000008f4··0000013200000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·484 00000000000008f4··0000013900000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
85 0000000000000906··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·aac85 0000000000000906··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·aac
86 000000000000090d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a7686 000000000000090d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a76
87 0000000000000916··0000014b00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_error_info·-·487 0000000000000916··0000015000000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_error_info·-·4
88 0000000000000930··0000001400000018·R_X86_64_PC64··········0000000000000b46·i43l_str·-·2088 0000000000000930··0000001400000018·R_X86_64_PC64··········0000000000000b46·i43l_str·-·20
89 0000000000000938··0000001500000018·R_X86_64_PC64··········0000000000000b4c·i43m_str·-·1889 0000000000000938··0000001500000018·R_X86_64_PC64··········0000000000000b4c·i43m_str·-·18
90 000000000000094c··000000e700000002·R_X86_64_PC32··········0000000000000b20·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·-·490 000000000000094c··0000011000000002·R_X86_64_PC32··········0000000000000b20·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
91 0000000000000967··0000014400000002·R_X86_64_PC32··········0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_HPC_cc·-·491 0000000000000967··000000d400000002·R_X86_64_PC32··········0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_HPC_cc·-·4
92 0000000000000978··0000013200000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·492 0000000000000978··0000013900000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
93 000000000000098f··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·9d093 000000000000098f··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·9d0
94 00000000000009cc··000000e700000002·R_X86_64_PC32··········0000000000000b20·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·-·494 00000000000009cc··0000011000000002·R_X86_64_PC32··········0000000000000b20·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
95 00000000000009fd··000000e700000002·R_X86_64_PC32··········0000000000000b20·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog1_closure·-·495 00000000000009fd··0000011000000002·R_X86_64_PC32··········0000000000000b20·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
96 0000000000000a2c··0000011c0000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·096 0000000000000a2c··000001210000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
97 0000000000000a3e··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·497 0000000000000a3e··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
98 0000000000000a49··0000013e00000002·R_X86_64_PC32··········0000000000000000·user_era·-·498 0000000000000a49··0000014400000002·R_X86_64_PC32··········0000000000000000·user_era·-·4
99 0000000000000a6d··0000010600000002·R_X86_64_PC32··········0000000000000b50·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_intLog2_closure·-·499 0000000000000a6d··000000d200000002·R_X86_64_PC32··········0000000000000b50·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_intLog2_closure·-·4
100 0000000000000a81··0000013a00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·4100 0000000000000a81··0000014000000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·4
101 0000000000000a88··0000001600000018·R_X86_64_PC64··········0000000000000ba7·i43Z_str·-·20101 0000000000000a88··0000001600000018·R_X86_64_PC64··········0000000000000ba7·i43Z_str·-·20
102 0000000000000a90··0000001700000018·R_X86_64_PC64··········0000000000000bab·i440_str·-·18102 0000000000000a90··0000001700000018·R_X86_64_PC64··········0000000000000bab·i440_str·-·18
103 0000000000000aa4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·c34103 0000000000000aa4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·c34
104 0000000000000aad··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·5104 0000000000000aad··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·5
105 0000000000000ac0··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·4105 0000000000000ac0··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
106 0000000000000b02··0000014200000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4106 0000000000000b02··0000014500000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
107 0000000000000b13··0000010e0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0107 0000000000000b13··0000010c0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
108 0000000000000b3b··000000fa00000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_HPC_cc·-·4108 0000000000000b3b··000000c000000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_HPC_cc·-·4
109 0000000000000b4c··0000013200000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4109 0000000000000b4c··0000013900000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
110 0000000000000b5e··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·bfc110 0000000000000b5e··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·bfc
111 0000000000000b65··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·bc6111 0000000000000b65··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·bc6
112 0000000000000b6e··0000014b00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_error_info·-·4112 0000000000000b6e··0000015000000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_error_info·-·4
113 0000000000000b88··0000001800000018·R_X86_64_PC64··········0000000000000c08·i44T_str·-·20113 0000000000000b88··0000001800000018·R_X86_64_PC64··········0000000000000c08·i44T_str·-·20
114 0000000000000b90··0000001900000018·R_X86_64_PC64··········0000000000000c0e·i44U_str·-·18114 0000000000000b90··0000001900000018·R_X86_64_PC64··········0000000000000c0e·i44U_str·-·18
115 0000000000000ba4··0000010100000002·R_X86_64_PC32··········0000000000000c70·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4115 0000000000000ba4··0000010d00000002·R_X86_64_PC32··········0000000000000c70·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
116 0000000000000bbf··000000fa00000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_HPC_cc·-·4116 0000000000000bbf··000000c000000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_HPC_cc·-·4
117 0000000000000bd0··0000013200000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4117 0000000000000bd0··0000013900000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
118 0000000000000be7··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c28118 0000000000000be7··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c28
119 0000000000000c24··0000010100000002·R_X86_64_PC32··········0000000000000c70·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4119 0000000000000c24··0000010d00000002·R_X86_64_PC32··········0000000000000c70·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
120 0000000000000c54··0000010100000002·R_X86_64_PC32··········0000000000000c70·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4120 0000000000000c54··0000010d00000002·R_X86_64_PC32··········0000000000000c70·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
121 0000000000000c83··0000011c0000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0121 0000000000000c83··000001210000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
122 0000000000000c95··0000012800000002·R_X86_64_PC32··········0000000000000000·era·-·4122 0000000000000c95··0000012e00000002·R_X86_64_PC32··········0000000000000000·era·-·4
123 0000000000000ca0··0000013e00000002·R_X86_64_PC32··········0000000000000000·user_era·-·4123 0000000000000ca0··0000014400000002·R_X86_64_PC32··········0000000000000000·user_era·-·4
124 0000000000000cc4··0000010400000002·R_X86_64_PC32··········0000000000000ca0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_wordLog2_closure·-·4124 0000000000000cc4··000000dc00000002·R_X86_64_PC32··········0000000000000ca0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_wordLog2_closure·-·4
125 0000000000000cd8··0000013a00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·4125 0000000000000cd8··0000014000000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unpt_r1·-·4
126 0000000000000ce0··0000001a00000018·R_X86_64_PC64··········0000000000000c6a·i45z_str·-·20126 0000000000000ce0··0000001a00000018·R_X86_64_PC64··········0000000000000c6a·i45z_str·-·20
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Offset 46, 124 lines modifiedOffset 46, 124 lines modified
46 Math.NumberTheory.Logarithms.naturalaLog10:·argument·must·be·non-zero46 Math.NumberTheory.Logarithms.naturalaLog10:·argument·must·be·non-zero
47 Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero47 Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero
48 Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive48 Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive
49 Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.49 Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.
50 Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive50 Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive
51 src/Math/NumberTheory/Logarithms.hs51 src/Math/NumberTheory/Logarithms.hs
52 Math.NumberTheory.Logarithms52 Math.NumberTheory.Logarithms
53 integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ53 integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
54 Negative·exponent54 Negative·exponent
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57 ->>>Natural57 ->>>Natural
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59 ->>Natural59 ->>Natural
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80 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wintegerLog10'_r3cB>80 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wintegerLog10'_r3cB>
81 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'_r3cC>81 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'_r3cC>
82 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'1_r3cD>82 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'1_r3cD>
83 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10'_rK9>83 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10'_rK9>
84 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog1_r3cA>84 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog1_r3cA>
85 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10_rK7>85 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10_rK7>
86 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.logArr_rKd>86 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.logArr_rKd>
87 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3mH>87 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3mH>
88 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3mP>88 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3mP>
89 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3nm>89 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3nm>
90 ->>>Int#90 ->>>Int#
91 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TF>91 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TF>
92 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3on>92 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3on>
93 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3ov>93 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3ov>
94 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3p4>94 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3p4>
95 ->>>Int#95 ->>>Int#
96 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TG>96 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TG>
97 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3qi>97 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3qi>
98 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3qq>98 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3qq>
99 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3qX>99 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3qX>
100 ->>>Int#100 ->>>Int#
101 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TH>101 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TH>
102 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3rY>102 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3rY>
103 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3s6>103 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3s6>
104 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3sF>104 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3sF>
105 ->>>Int#105 ->>>Int#
106 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TI>106 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TI>
107 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3tR>107 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3tR>
108 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3tZ>108 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3tZ>
109 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3uw>109 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3uw>
110 ->>>Int#110 ->>>Int#
111 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TJ>111 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TJ>
112 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3vx>112 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3vx>
113 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3vF>113 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3vF>
114 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3we>114 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3we>
115 ->>>Int#115 ->>>Int#
116 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TK>116 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TK>
117 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3y0>117 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3y0>
118 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3y8>118 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3y8>
119 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3yF>119 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3yF>
120 ->>>Int#120 ->>>Int#
121 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TL>121 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TL>
122 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3zM>122 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3zM>
123 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3zU>123 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3zU>
124 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3Ar>124 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3Ar>
125 ->>>Int#125 ->>>Int#
126 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TM>126 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TM>
127 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3Bw>127 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3Bw>
128 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3BE>128 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3BE>
129 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3Cb>129 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3Cb>
130 ->>>Int#130 ->>>Int#
131 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TN>131 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TN>
132 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3lX>132 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3lX>
133 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3m5>133 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3m5>
134 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3xk>134 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3xk>
135 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wnaturalLogBase'_r3cT>135 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wnaturalLogBase'_r3cT>
136 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLogBase2_r3cS>136 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLogBase2_r3cS>
137 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLogBase1_r3cR>137 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLogBase1_r3cR>
138 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wnaturalLogBase_r3cQ>138 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wnaturalLogBase_r3cQ>
139 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLogBase_rJZ>139 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLogBase_rJZ>
140 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.lvl132_r3fL>140 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.lvl132_r3fL>
141 ->>>Int#141 ->>>Int#
142 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TO>142 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TO>
143 ->>>Int#143 ->>>Int#
144 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TP>144 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TP>
145 ->>>Int#145 ->>>Int#
146 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TQ>146 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TQ>
147 ->>>Int#147 ->>>Int#
148 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TR>148 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TR>
149 ->>>Int#149 ->>>Int#
150 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TS>150 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TS>
151 ->>>Int#151 ->>>Int#
152 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TT>152 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TT>
153 ->>>Int#153 ->>>Int#
154 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TU>154 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TU>
155 ->>>Int#155 ->>>Int#
156 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TV>156 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wintegerLogBase'1_g3TV>
157 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wintegerLogBase'_r3cK>157 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wintegerLogBase'_r3cK>
158 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLogBase'_rKb>158 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLogBase'_rKb>
159 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLogBase3_r3cJ>159 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLogBase3_r3cJ>
160 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLogBase1_r3cH>160 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLogBase1_r3cH>
161 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wintegerLogBase_r3cG>161 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wintegerLogBase_r3cG>
162 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLogBase_rJX>162 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLogBase_rJX>
163 i3Wm_str163 i3Wm_str
164 i3Wn_str164 i3Wn_str
165 i3XG_str165 i3XG_str
166 i3XH_str166 i3XH_str
167 i3XI_str167 i3XI_str
168 i3XJ_str168 i3XJ_str
169 i3Za_str169 i3Za_str
Offset 334, 173 lines modifiedOffset 334, 173 lines modified
334 i8AI_str334 i8AI_str
335 i8Bj_str335 i8Bj_str
Max diff block lines reached; 23593/41896 bytes (56.31%) of diff not shown.
1.17 MB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 59 lines modifiedOffset 1, 59 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x160>:2 0000000000000000·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x160>:
3 »       ...3 »       ...
4 ·R_X86_64_PC64»  i3Wm_str-0x204 ·R_X86_64_PC64»  i3Wm_str-0x20
5 ·R_X86_64_PC64»  i3Wn_str-0x185 ·R_X86_64_PC64»  i3Wn_str-0x18
6 »       adc····$0x0,%eax6 »       adc····$0x0,%eax
7 ·R_X86_64_PC32»  .data+0x4147 ·R_X86_64_PC32»  .data+0x414
8 »       add····%al,(%rax)8 »       add····%al,(%rax)
9 »       add····%cl,-0x77(%rax)9 »       add····%cl,-0x77(%rax)
10 »       fadds··0x3d(%rbx)10 »       fadds··0x3d(%rbx)
11 ·R_X86_64_PC32»  era-0x511 ·R_X86_64_PC32»  era-0x5
12 »       add····%al,(%rax)12 »       add····%al,(%rax)
13 »       jbe····57·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x109>13 »       jbe····57·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x109>
14 »       movabs·$0x1000000000000000,%rcx14 »       movabs·$0x1000000000000000,%rcx
15 »       mov····0x0(%rip),%edx········15 »       mov····0x0(%rip),%edx········
16 ·R_X86_64_PC32»  era-0x416 ·R_X86_64_PC32»  era-0x4
17 »       or·····%rcx,%rdx17 »       or·····%rcx,%rdx
18 »       movabs·$0xfffffffc0000000,%rcx18 »       movabs·$0xfffffffc0000000,%rcx
19 »       mov····0x10(%rax),%rsi19 »       mov····0x10(%rax),%rsi
20 »       and····%rcx,%rsi20 »       and····%rcx,%rsi
21 »       or·····%rdx,%rsi21 »       or·····%rdx,%rsi
22 »       mov····%rsi,0x10(%rax)22 »       mov····%rsi,0x10(%rax)
23 »       lea····-0x20(%rbp),%rcx23 »       lea····-0x20(%rbp),%rcx
24 »       cmp····%r15,%rcx24 »       cmp····%r15,%rcx
25 »       jb·····ba·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa6>25 »       jb·····ba·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xa6>
26 »       sub····$0x8,%rsp26 »       sub····$0x8,%rsp
27 »       mov····%r13,%rcx27 »       mov····%r13,%rcx
28 »       mov····%rax,%rsi28 »       mov····%rax,%rsi
29 »       mov····%rcx,%rdi29 »       mov····%rcx,%rdi
30 »       mov····%rax,%rcx30 »       mov····%rax,%rcx
31 »       xor····%eax,%eax31 »       xor····%eax,%eax
32 »       mov····%rcx,%r1432 »       mov····%rcx,%r14
33 »       call···7a·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xe6>33 »       call···7a·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xe6>
34 ·R_X86_64_PLT32» newCAF-0x434 ·R_X86_64_PLT32» newCAF-0x4
35 »       add····$0x8,%rsp35 »       add····$0x8,%rsp
36 »       test···%rax,%rax36 »       test···%rax,%rax
37 »       je·····b5·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xab>37 »       je·····b5·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xab>
38 »       movq···$0x0,-0x20(%rbp)38 »       movq···$0x0,-0x20(%rbp)
39 ·R_X86_64_32S»   stg_bh_upd_frame_info39 ·R_X86_64_32S»   stg_bh_upd_frame_info
40 »       mov····%rax,-0x8(%rbp)40 »       mov····%rax,-0x8(%rbp)
41 »       mov····0x360(%r13),%rax41 »       mov····0x360(%r13),%rax
42 »       mov····%rax,-0x18(%rbp)42 »       mov····%rax,-0x18(%rbp)
43 »       mov····0x8(%rbx),%rax43 »       mov····0x8(%rbx),%rax
44 »       mov····%rax,0x360(%r13)44 »       mov····%rax,0x360(%r13)
45 »       lea····0x0(%rip),%r14········45 »       lea····0x0(%rip),%r14········
46 ·R_X86_64_PC32»  .data+0x3dc46 ·R_X86_64_PC32»  .data+0x3dc
47 »       add····$0xffffffffffffffe0,%rbp47 »       add····$0xffffffffffffffe0,%rbp
48 »       jmp····b5·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xab>48 »       jmp····b5·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xab>
49 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x449 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x4
50 »       mov····(%r14),%rax50 »       mov····(%r14),%rax
51 »       jmp····*%rax51 »       jmp····*%rax
52 »       mov····%rax,%rbx52 »       mov····%rax,%rbx
53 »       jmp····*-0x10(%r13)53 »       jmp····*-0x10(%r13)
54 »       nopl···0x0(%rax)54 »       nopl···0x0(%rax)
55 »       ...55 »       ...
Offset 67, 50 lines modifiedOffset 67, 50 lines modified
67 »       add····%al,(%rax)67 »       add····%al,(%rax)
68 »       add····%al,(%rax)68 »       add····%al,(%rax)
69 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x469 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
70 »       add····%al,(%rax)70 »       add····%al,(%rax)
71 »       mov····%rbx,%rax71 »       mov····%rbx,%rax
72 »       cmpl···$0x0,0x0(%rip)········72 »       cmpl···$0x0,0x0(%rip)········
73 ·R_X86_64_PC32»  era-0x573 ·R_X86_64_PC32»  era-0x5
74 »       jbe····11f·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x41>74 »       jbe····11f·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x41>
75 »       movabs·$0x1000000000000000,%rcx75 »       movabs·$0x1000000000000000,%rcx
76 »       mov····0x0(%rip),%edx········76 »       mov····0x0(%rip),%edx········
77 ·R_X86_64_PC32»  era-0x477 ·R_X86_64_PC32»  era-0x4
78 »       or·····%rcx,%rdx78 »       or·····%rcx,%rdx
79 »       movabs·$0xfffffffc0000000,%rcx79 »       movabs·$0xfffffffc0000000,%rcx
80 »       mov····0x10(%rax),%rsi80 »       mov····0x10(%rax),%rsi
81 »       and····%rcx,%rsi81 »       and····%rcx,%rsi
82 »       or·····%rdx,%rsi82 »       or·····%rdx,%rsi
83 »       mov····%rsi,0x10(%rax)83 »       mov····%rsi,0x10(%rax)
84 »       mov····0x8(%rbx),%rbx84 »       mov····0x8(%rbx),%rbx
85 »       mov····%rbx,0x360(%r13)85 »       mov····%rbx,0x360(%r13)
86 »       mov····0x28(%rax),%rsi86 »       mov····0x28(%rax),%rsi
87 »       mov····0x20(%rax),%r1487 »       mov····0x20(%rax),%r14
88 »       jmp····137·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x29>88 »       jmp····137·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x29>
89 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x489 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
90 »       nop90 »       nop
91 »       adc····$0x3000000,%eax91 »       adc····$0x3000000,%eax
92 »       ...92 »       ...
93 ·R_X86_64_PC64»  i3XI_str-0x2093 ·R_X86_64_PC64»  i3XI_str-0x20
94 ·R_X86_64_PC64»  i3XJ_str-0x1894 ·R_X86_64_PC64»  i3XJ_str-0x18
95 »       add····%al,(%rax)95 »       add····%al,(%rax)
96 »       add····%cl,(%rsi)96 »       add····%cl,(%rsi)
97 »       add····%al,(%rax)97 »       add····%al,(%rax)
98 »       add····%al,(%rax)98 »       add····%al,(%rax)
99 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x499 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
100 »       add····%al,(%rax)100 »       add····%al,(%rax)
101 »       ...101 »       ...
  
102 0000000000000160·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info>:102 0000000000000160·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info>:
103 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info():103 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info():
104 »       lea····-0x20(%rbp),%rax104 »       lea····-0x20(%rbp),%rax
105 »       cmp····%r15,%rax105 »       cmp····%r15,%rax
106 »       jae····1f2·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x92>106 »       jae····1f2·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x92>
107 »       lea····0x0(%rip),%rbx········107 »       lea····0x0(%rip),%rbx········
108 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure-0x4108 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure-0x4
109 »       jmp····*-0x8(%r13)109 »       jmp····*-0x8(%r13)
110 »       ...110 »       ...
111 »       addl···$0x0,(%rcx)111 »       addl···$0x0,(%rcx)
112 »       add····%al,(%rax)112 »       add····%al,(%rax)
113 »       add····%al,(%rax)113 »       add····%al,(%rax)
114 »       add····%bl,(%rsi)114 »       add····%bl,(%rsi)
115 »       add····%al,(%rax)115 »       add····%al,(%rax)
Offset 121, 15 lines modifiedOffset 121, 15 lines modified
121 »       adc····%r9b,-0x77(%r9)121 »       adc····%r9b,-0x77(%r9)
122 »       test···%esp,0x3(%rax)122 »       test···%esp,0x3(%rax)
123 »       add····%al,(%rax)123 »       add····%al,(%rax)
124 »       mov····0x8(%rbp),%rdi124 »       mov····0x8(%rbp),%rdi
125 »       mov····0x18(%rbp),%rsi125 »       mov····0x18(%rbp),%rsi
126 »       add····$0x20,%rbp126 »       add····$0x20,%rbp
127 »       mov····%rbx,%r14127 »       mov····%rbx,%r14
128 »       jmp····1f2·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x92>128 »       jmp····1f2·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x92>
129 »       nopl···0x0(%rax)129 »       nopl···0x0(%rax)
130 »       ...130 »       ...
131 »       rex.XB·add·%eax,(%r8)131 »       rex.XB·add·%eax,(%r8)
132 »       add····%al,(%rax)132 »       add····%al,(%rax)
133 »       add····%al,(%rax)133 »       add····%al,(%rax)
134 »       add····%bl,(%rsi)134 »       add····%bl,(%rsi)
135 »       add····%al,(%rax)135 »       add····%al,(%rax)
Offset 148, 51 lines modifiedOffset 148, 51 lines modified
Max diff block lines reached; 1225363/1231285 bytes (99.52%) of diff not shown.
21.4 KB
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 51, 188 lines modifiedOffset 51, 188 lines modified
51 ··[···690]··Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero51 ··[···690]··Math.NumberTheory.Logarithms.naturalLog2:·argument·must·be·non-zero
52 ··[···6d4]··Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive52 ··[···6d4]··Math.NumberTheory.Logarithms.integerLog2:·argument·must·be·positive
53 ··[···718]··Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.53 ··[···718]··Math.NumberTheory.Logarithms.wordLog2:·argument·must·not·be·0.
54 ··[···757]··Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive54 ··[···757]··Math.NumberTheory.Logarithms.intLog2:·argument·must·be·positive
55 ··[···797]··error55 ··[···797]··error
56 ··[···79d]··src/Math/NumberTheory/Logarithms.hs56 ··[···79d]··src/Math/NumberTheory/Logarithms.hs
57 ··[···7c1]··Math.NumberTheory.Logarithms57 ··[···7c1]··Math.NumberTheory.Logarithms
58 ··[···7de]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ58 ··[···7de]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
59 ··[···80e]··Negative·exponent59 ··[···80e]··Negative·exponent
60 ··[···820]··Natural60 ··[···820]··Natural
61 ··[···828]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.lvl2_r3cX>61 ··[···828]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.lvl2_r3cX>
62 ··[···881]··Natural62 ··[···881]··Natural
63 ··[···889]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3fX>63 ··[···889]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3fX>
64 ··[···8e1]··->>>Natural64 ··[···8e1]··->>>Natural
65 ··[···8ed]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$w$spowImplAcc_r3cu>65 ··[···8ed]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$w$spowImplAcc_r3cu>
66 ··[···950]··->>Natural66 ··[···950]··->>Natural
67 ··[···95b]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$w$spowImpl_r3cr>67 ··[···95b]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$w$spowImpl_r3cr>
68 ··[···9bb]··->Int68 ··[···9bb]··->Int
69 ··[···9c1]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog2'_rK3>69 ··[···9c1]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog2'_rK3>
70 ··[···a21]··->Int70 ··[···a21]··->Int
71 ··[···a27]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.intLog2'_rK5>71 ··[···a27]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.intLog2'_rK5>
72 ··[···a83]··->Int72 ··[···a83]··->Int
73 ··[···a89]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.wordLog2'_rK6>73 ··[···a89]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.wordLog2'_rK6>
74 ··[···ae6]··Int74 ··[···ae6]··Int
75 ··[···aea]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.intLog1_r3cz>75 ··[···aea]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.intLog1_r3cz>
76 ··[···b46]··->Int76 ··[···b46]··->Int
77 ··[···b4c]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.intLog2_rK1>77 ··[···b4c]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.intLog2_rK1>
78 ··[···ba7]··Int78 ··[···ba7]··Int
79 ··[···bab]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.wordLog1_r3cU>79 ··[···bab]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.wordLog1_r3cU>
80 ··[···c08]··->Int80 ··[···c08]··->Int
81 ··[···c0e]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.wordLog2_rK2>81 ··[···c0e]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.wordLog2_rK2>
82 ··[···c6a]··Int82 ··[···c6a]··Int
83 ··[···c6e]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog3_r3cF>83 ··[···c6e]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog3_r3cF>
84 ··[···cce]··->Int#84 ··[···cce]··->Int#
85 ··[···cd5]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wintegerLog2_r3cE>85 ··[···cd5]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wintegerLog2_r3cE>
86 ··[···d37]··->Int86 ··[···d37]··->Int
87 ··[···d3d]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog2_rJY>87 ··[···d3d]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog2_rJY>
88 ··[···d9c]··Int88 ··[···d9c]··Int
89 ··[···da0]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLog3_r3cP>89 ··[···da0]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLog3_r3cP>
90 ··[···e00]··->Int90 ··[···e00]··->Int
91 ··[···e06]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLog2_rK0>91 ··[···e06]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLog2_rK0>
92 ··[···e65]··->Int#92 ··[···e65]··->Int#
93 ··[···e6c]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wnaturalLog10'_r3cM>93 ··[···e6c]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wnaturalLog10'_r3cM>
94 ··[···ed0]··->Int#94 ··[···ed0]··->Int#
95 ··[···ed7]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLog10_$s$wnaturalLog10'_r3cN>95 ··[···ed7]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLog10_$s$wnaturalLog10'_r3cN>
96 ··[···f4a]··->Int#96 ··[···f4a]··->Int#
97 ··[···f51]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLog10_$s$wnaturalLog10'1_r3cO>97 ··[···f51]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLog10_$s$wnaturalLog10'1_r3cO>
98 ··[···fc5]··->Int98 ··[···fc5]··->Int
99 ··[···fcb]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLog10'_rKa>99 ··[···fcb]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLog10'_rKa>
100 ··[··102c]··Int100 ··[··102c]··Int
101 ··[··1030]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLog1_r3cL>101 ··[··1030]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLog1_r3cL>
102 ··[··1090]··->Int102 ··[··1090]··->Int
103 ··[··1096]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.naturalLog10_rK8>103 ··[··1096]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.naturalLog10_rK8>
104 ··[··10f6]··Integer104 ··[··10f6]··Integer
105 ··[··10fe]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.lvl21_r3dY>105 ··[··10fe]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.lvl21_r3dY>
106 ··[··1158]··->Int#106 ··[··1158]··->Int#
107 ··[··115f]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$wintegerLog10'_r3cB>107 ··[··115f]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$wintegerLog10'_r3cB>
108 ··[··11c3]··->Int#108 ··[··11c3]··->Int#
109 ··[··11ca]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'_r3cC>109 ··[··11ca]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'_r3cC>
110 ··[··123e]··->Int#110 ··[··123e]··->Int#
111 ··[··1245]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'1_r3cD>111 ··[··1245]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10'_$s$wintegerLog10'1_r3cD>
112 ··[··12ba]··->Int112 ··[··12ba]··->Int
113 ··[··12c0]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10'_rK9>113 ··[··12c0]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10'_rK9>
114 ··[··1321]··Int114 ··[··1321]··Int
115 ··[··1325]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog1_r3cA>115 ··[··1325]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog1_r3cA>
116 ··[··1385]··->Int116 ··[··1385]··->Int
117 ··[··138b]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.integerLog10_rK7>117 ··[··138b]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.integerLog10_rK7>
118 ··[··13eb]··UArray118 ··[··13eb]··UArray
119 ··[··13f2]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.logArr_rKd>119 ··[··13f2]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.logArr_rKd>
120 ··[··144c]··Natural120 ··[··144c]··Natural
121 ··[··1454]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3mH>121 ··[··1454]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3mH>
122 ··[··14ac]··Natural122 ··[··14ac]··Natural
123 ··[··14b4]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3mP>123 ··[··14b4]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3mP>
124 ··[··150c]··Natural124 ··[··150c]··Natural
125 ··[··1514]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3nm>125 ··[··1514]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3nm>
126 ··[··156c]··->>>Int#126 ··[··156c]··->>>Int#
127 ··[··1575]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TF>127 ··[··1575]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TF>
128 ··[··15df]··Natural128 ··[··15df]··Natural
129 ··[··15e7]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3on>129 ··[··15e7]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3on>
130 ··[··163f]··Natural130 ··[··163f]··Natural
131 ··[··1647]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3ov>131 ··[··1647]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3ov>
132 ··[··169f]··Natural132 ··[··169f]··Natural
133 ··[··16a7]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3p4>133 ··[··16a7]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3p4>
134 ··[··16ff]··->>>Int#134 ··[··16ff]··->>>Int#
135 ··[··1708]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TG>135 ··[··1708]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TG>
136 ··[··1771]··Natural136 ··[··1771]··Natural
137 ··[··1779]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3qi>137 ··[··1779]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3qi>
138 ··[··17d1]··Natural138 ··[··17d1]··Natural
139 ··[··17d9]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3qq>139 ··[··17d9]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3qq>
140 ··[··1831]··Natural140 ··[··1831]··Natural
141 ··[··1839]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3qX>141 ··[··1839]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3qX>
142 ··[··1891]··->>>Int#142 ··[··1891]··->>>Int#
143 ··[··189a]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TH>143 ··[··189a]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TH>
144 ··[··1904]··Natural144 ··[··1904]··Natural
145 ··[··190c]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3rY>145 ··[··190c]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3rY>
146 ··[··1964]··Natural146 ··[··1964]··Natural
147 ··[··196c]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3s6>147 ··[··196c]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3s6>
148 ··[··19c4]··Natural148 ··[··19c4]··Natural
149 ··[··19cc]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3sF>149 ··[··19cc]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3sF>
150 ··[··1a24]··->>>Int#150 ··[··1a24]··->>>Int#
151 ··[··1a2d]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TI>151 ··[··1a2d]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TI>
152 ··[··1a96]··Natural152 ··[··1a96]··Natural
153 ··[··1a9e]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3tR>153 ··[··1a9e]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3tR>
154 ··[··1af6]··Natural154 ··[··1af6]··Natural
155 ··[··1afe]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3tZ>155 ··[··1afe]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3tZ>
156 ··[··1b56]··Natural156 ··[··1b56]··Natural
157 ··[··1b5e]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3uw>157 ··[··1b5e]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3uw>
158 ··[··1bb6]··->>>Int#158 ··[··1bb6]··->>>Int#
159 ··[··1bbf]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TJ>159 ··[··1bbf]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TJ>
160 ··[··1c29]··Natural160 ··[··1c29]··Natural
161 ··[··1c31]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3vx>161 ··[··1c31]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3vx>
162 ··[··1c89]··Natural162 ··[··1c89]··Natural
163 ··[··1c91]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3vF>163 ··[··1c91]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3vF>
164 ··[··1ce9]··Natural164 ··[··1ce9]··Natural
165 ··[··1cf1]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3we>165 ··[··1cf1]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3we>
166 ··[··1d49]··->>>Int#166 ··[··1d49]··->>>Int#
167 ··[··1d52]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TK>167 ··[··1d52]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$wnaturalLogBase'1_g3TK>
168 ··[··1dbb]··Natural168 ··[··1dbb]··Natural
169 ··[··1dc3]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3y0>169 ··[··1dc3]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3y0>
170 ··[··1e1b]··Natural170 ··[··1e1b]··Natural
171 ··[··1e23]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3y8>171 ··[··1e23]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3y8>
172 ··[··1e7b]··Natural172 ··[··1e7b]··Natural
173 ··[··1e83]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3yF>173 ··[··1e83]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3yF>
174 ··[··1edb]··->>>Int#174 ··[··1edb]··->>>Int#
175 ··[··1ee4]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TL>175 ··[··1ee4]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.$l$s$wnaturalLogBase'_g3TL>
176 ··[··1f4e]··Natural176 ··[··1f4e]··Natural
177 ··[··1f56]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Logarithms.sat_s3zM>177 ··[··1f56]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Logarithms.sat_s3zM>
Max diff block lines reached; 7278/21828 bytes (33.34%) of diff not shown.
106 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 96, 812 lines modifiedOffset 96, 818 lines modified
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121 ··0x00000760·696e7465·67657251·756f745f·636c6f73·integerQuot_clos110 ··0x000006b0·694e756d·7a694e61·74757261·6c5f6e61·iNumziNatural_na
 111 ··0x000006c0·74757261·6c51756f·745f636c·6f737572·turalQuot_closur
122 ··0x00000770·75726500·696e7465·6765727a·6d6c6f67·ure.integerzmlog112 ··0x000006d0·6500696e·74656765·727a6d6c·6f676172·e.integerzmlogar
123 ··0x00000780·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi4113 ··0x000006e0·6974686d·737a6d31·7a69307a·69347a6d·ithmszm1zi0zi4zm
124 ··0x00000790·7a6d4166·626f414b·58417337·614b3748·zmAfboAKXAs7aK7H 
125 ··0x000007a0·6a315263·75646b4a·5f4d6174·687a694e·j1RcudkJ_MathziN114 ··0x000006f0·334f6364·41354e33·34534736·5a5a374e·3OcdA5N34SG6ZZ7N
 115 ··0x00000700·496c4550·3832675f·4d617468·7a694e75·IlEP82g_MathziNu
126 ··0x000007b0·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog116 ··0x00000710·6d626572·5468656f·72797a69·4c6f6761·mberTheoryziLoga
 117 ··0x00000720·72697468·6d735f69·6e744c6f·67315f69·rithms_intLog1_i
 118 ··0x00000730·6e666f00·6768637a·6d626967·6e756d5f·nfo.ghczmbignum_
 119 ··0x00000740·4748437a·694e756d·7a69496e·74656765·GHCziNumziIntege
 120 ··0x00000750·725f696e·74656765·7251756f·745f636c·r_integerQuot_cl
 121 ··0x00000760·6f737572·6500696e·74656765·727a6d6c·osure.integerzml
 122 ··0x00000770·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
 123 ··0x00000780·69347a6d·334f6364·41354e33·34534736·i4zm3OcdA5N34SG6
 124 ··0x00000790·5a5a374e·496c4550·3832675f·4d617468·ZZ7NIlEP82g_Math
 125 ··0x000007a0·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
127 ··0x000007c0·61726974·686d735f·7a64776e·61747572·arithms_zdwnatur126 ··0x000007b0·4c6f6761·72697468·6d735f7a·6477696e·Logarithms_zdwin
128 ··0x000007d0·616c4c6f·67426173·655f696e·666f0069·alLogBase_info.i127 ··0x000007c0·74656765·724c6f67·31307a71·5f696e66·tegerLog10zq_inf
129 ··0x000007e0·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith128 ··0x000007d0·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar
130 ··0x000007f0·6d737a6d·317a6930·7a69347a·6d416662·mszm1zi0zi4zmAfb129 ··0x000007e0·6974686d·737a6d31·7a69307a·69347a6d·ithmszm1zi0zi4zm
131 ··0x00000800·6f414b58·41733761·4b37486a·31526375·oAKXAs7aK7Hj1Rcu 
132 ··0x00000810·646b4a5f·4d617468·7a694e75·6d626572·dkJ_MathziNumber130 ··0x000007f0·334f6364·41354e33·34534736·5a5a374e·3OcdA5N34SG6ZZ7N
 131 ··0x00000800·496c4550·3832675f·4d617468·7a694e75·IlEP82g_MathziNu
133 ··0x00000820·5468656f·72797a69·4c6f6761·72697468·TheoryziLogarith132 ··0x00000810·6d626572·5468656f·72797a69·4c6f6761·mberTheoryziLoga
134 ··0x00000830·6d735f69·6e746567·65724c6f·67426173·ms_integerLogBas133 ··0x00000820·72697468·6d735f69·6e746567·65724c6f·rithms_integerLo
 134 ··0x00000830·6731305f·636c6f73·75726500·7374675f·g10_closure.stg_
135 ··0x00000840·655f636c·6f737572·6500696e·74656765·e_closure.intege 
136 ··0x00000850·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1 
137 ··0x00000860·7a69307a·69347a6d·4166626f·414b5841·zi0zi4zmAfboAKXA 
138 ··0x00000870·7337614b·37486a31·52637564·6b4a5f4d·s7aK7Hj1RcudkJ_M 
139 ··0x00000880·6174687a·694e756d·62657254·68656f72·athziNumberTheor 
140 ··0x00000890·797a694c·6f676172·6974686d·735f696e·yziLogarithms_in 
141 ··0x000008a0·74656765·724c6f67·31307a71·7a757a64·tegerLog10zqzuzd 
142 ··0x000008b0·737a6477·696e7465·6765724c·6f673130·szdwintegerLog10 
143 ··0x000008c0·7a715f69·6e666f00·7374675f·5352545f·zq_info.stg_SRT_ 
144 ··0x000008d0·335f696e·666f0069·6e746567·65727a6d·3_info.integerzm135 ··0x00000840·5352545f·335f696e·666f0069·6e746567·SRT_3_info.integ
145 ··0x000008e0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0136 ··0x00000850·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
146 ··0x000008f0·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a 
147 ··0x00000900·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math 
148 ··0x00000910·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi 
149 ··0x00000920·4c6f6761·72697468·6d735f69·6e746567·Logarithms_integ 
150 ··0x00000930·65724c6f·67426173·65315f63·6c6f7375·erLogBase1_closu 
151 ··0x00000940·72650067·68637a6d·696e7465·726e616c·re.ghczminternal 
152 ··0x00000950·5f474843·7a69496e·7465726e·616c7a69·_GHCziInternalzi 
153 ··0x00000960·496e7465·6765727a·694c6f67·61726974·IntegerziLogarit 
154 ··0x00000970·686d735f·696e7465·6765724c·6f67327a·hms_integerLog2z137 ··0x00000860·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 138 ··0x00000870·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
 139 ··0x00000880·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
 140 ··0x00000890·6f72797a·694c6f67·61726974·686d735f·oryziLogarithms_
 141 ··0x000008a0·776f7264·4c6f6732·7a715f69·6e666f00·wordLog2zq_info.
 142 ··0x000008b0·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit
 143 ··0x000008c0·686d737a·6d317a69·307a6934·7a6d334f·hmszm1zi0zi4zm3O
 144 ··0x000008d0·63644135·4e333453·47365a5a·374e496c·cdA5N34SG6ZZ7NIl
 145 ··0x000008e0·45503832·675f4d61·74687a69·4e756d62·EP82g_MathziNumb
 146 ··0x000008f0·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari
 147 ··0x00000900·74686d73·5f7a6477·7a647370·6f77496d·thms_zdwzdspowIm
155 ··0x00000980·685f696e·666f0069·6e746567·65727a6d·h_info.integerzm148 ··0x00000910·706c4163·635f696e·666f0069·6e746567·plAcc_info.integ
 149 ··0x00000920·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
 150 ··0x00000930·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 151 ··0x00000940·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
 152 ··0x00000950·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
 153 ··0x00000960·6f72797a·694c6f67·61726974·686d735f·oryziLogarithms_
 154 ··0x00000970·6e617475·72616c4c·6f674261·73655f63·naturalLogBase_c
 155 ··0x00000980·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm
156 ··0x00000990·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0156 ··0x00000990·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
157 ··0x000009a0·7a69347a·6d416662·6f414b58·41733761·zi4zmAfboAKXAs7a 
158 ··0x000009b0·4b37486a·31526375·646b4a5f·4d617468·K7Hj1RcudkJ_Math157 ··0x000009a0·7a69347a·6d334f63·6441354e·33345347·zi4zm3OcdA5N34SG
 158 ··0x000009b0·365a5a37·4e496c45·50383267·5f4d6174·6ZZ7NIlEP82g_Mat
159 ··0x000009c0·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi159 ··0x000009c0·687a694e·756d6265·72546865·6f72797a·hziNumberTheoryz
160 ··0x000009d0·4c6f6761·72697468·6d735f77·6f72644c·Logarithms_wordL160 ··0x000009d0·694c6f67·61726974·686d735f·776f7264·iLogarithms_word
161 ··0x000009e0·6f67315f·696e666f·00676863·7a6d6269·og1_info.ghczmbi 
162 ··0x000009f0·676e756d·5f474843·7a694e75·6d7a6949·gnum_GHCziNumziI 
163 ··0x00000a00·6e746567·65725f49·505f636f·6e5f696e·nteger_IP_con_in161 ··0x000009e0·4c6f6732·5f485043·5f636300·696e7465·Log2_HPC_cc.inte
 162 ··0x000009f0·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
 163 ··0x00000a00·6d317a69·307a6934·7a6d334f·63644135·m1zi0zi4zm3OcdA5
 164 ··0x00000a10·4e333453·47365a5a·374e496c·45503832·N34SG6ZZ7NIlEP82
 165 ··0x00000a20·675f4d61·74687a69·4e756d62·65725468·g_MathziNumberTh
 166 ··0x00000a30·656f7279·7a694c6f·67617269·74686d73·eoryziLogarithms
 167 ··0x00000a40·5f6e6174·7572616c·4c6f6731·305f636c·_naturalLog10_cl
 168 ··0x00000a50·6f737572·65006768·637a6d69·6e746572·osure.ghczminter
 169 ··0x00000a60·6e616c5f·4748437a·69496e74·65726e61·nal_GHCziInterna
164 ··0x00000a10·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga170 ··0x00000a70·6c7a6949·6e746567·65727a69·4c6f6761·lziIntegerziLoga
165 ··0x00000a20·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z 
166 ··0x00000a30·6d416662·6f414b58·41733761·4b37486a·mAfboAKXAs7aK7Hj 
167 ··0x00000a40·31526375·646b4a5f·4d617468·7a694e75·1RcudkJ_MathziNu 
168 ··0x00000a50·6d626572·5468656f·72797a69·4c6f6761·mberTheoryziLoga 
169 ··0x00000a60·72697468·6d735f6e·61747572·616c4c6f·rithms_naturalLo171 ··0x00000a80·72697468·6d735f69·6e746567·65724c6f·rithms_integerLo
 172 ··0x00000a90·67327a68·5f696e66·6f00696e·74656765·g2zh_info.intege
 173 ··0x00000aa0·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1
 174 ··0x00000ab0·7a69307a·69347a6d·334f6364·41354e33·zi0zi4zm3OcdA5N3
 175 ··0x00000ac0·34534736·5a5a374e·496c4550·3832675f·4SG6ZZ7NIlEP82g_
 176 ··0x00000ad0·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo
 177 ··0x00000ae0·72797a69·4c6f6761·72697468·6d735f69·ryziLogarithms_i
 178 ··0x00000af0·6e746567·65724c6f·6731307a·717a757a·ntegerLog10zqzuz
170 ··0x00000a70·6731307a·757a6473·7a64776e·61747572·g10zuzdszdwnatur 
171 ··0x00000a80·616c4c6f·6731307a·71315f69·6e666f00·alLog10zq1_info. 
172 ··0x00000a90·6768637a·6d696e74·65726e61·6c5f4748·ghczminternal_GH 
173 ··0x00000aa0·437a6949·6e746572·6e616c7a·69526561·CziInternalziRea 
Max diff block lines reached; 85479/108482 bytes (78.80%) of diff not shown.
84.9 KB
Integer.p_o
879 B
readelf --wide --file-header {}
    
Offset 6, 15 lines modifiedOffset 6, 15 lines modified
6 ··OS/ABI:····························UNIX·-·System·V6 ··OS/ABI:····························UNIX·-·System·V
7 ··ABI·Version:·······················07 ··ABI·Version:·······················0
8 ··Type:······························REL·(Relocatable·file)8 ··Type:······························REL·(Relocatable·file)
9 ··Machine:···························Advanced·Micro·Devices·X86-649 ··Machine:···························Advanced·Micro·Devices·X86-64
10 ··Version:···························0x110 ··Version:···························0x1
11 ··Entry·point·address:···············0x011 ··Entry·point·address:···············0x0
12 ··Start·of·program·headers:··········0·(bytes·into·file)12 ··Start·of·program·headers:··········0·(bytes·into·file)
13 ··Start·of·section·headers:··········10056·(bytes·into·file)13 ··Start·of·section·headers:··········10072·(bytes·into·file)
14 ··Flags:·····························0x014 ··Flags:·····························0x0
15 ··Size·of·this·header:···············64·(bytes)15 ··Size·of·this·header:···············64·(bytes)
16 ··Size·of·program·headers:···········0·(bytes)16 ··Size·of·program·headers:···········0·(bytes)
17 ··Number·of·program·headers:·········017 ··Number·of·program·headers:·········0
18 ··Size·of·section·headers:···········64·(bytes)18 ··Size·of·section·headers:···········64·(bytes)
19 ··Number·of·section·headers:·········1519 ··Number·of·section·headers:·········15
20 ··Section·header·string·table·index:·1420 ··Section·header·string·table·index:·14
2.4 KB
readelf --wide --sections {}
    
Offset 1, 24 lines modifiedOffset 1, 24 lines modified
1 There·are·15·section·headers,·starting·at·offset·0x2748:1 There·are·15·section·headers,·starting·at·offset·0x2758:
  
2 Section·Headers:2 Section·Headers:
3 ··[Nr]·Name··············Type············Address··········Off····Size···ES·Flg·Lk·Inf·Al3 ··[Nr]·Name··············Type············Address··········Off····Size···ES·Flg·Lk·Inf·Al
4 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··04 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··0
5 ··[·1]·.text·············PROGBITS········0000000000000000·000040·00051c·00··AX··0···0·165 ··[·1]·.text·············PROGBITS········0000000000000000·000040·00051c·00··AX··0···0·16
6 ··[·2]·.rela.text········RELA············0000000000000000·001c80·000558·18···I·12···1··86 ··[·2]·.rela.text········RELA············0000000000000000·001c90·000558·18···I·12···1··8
7 ··[·3]·.eh_frame·········PROGBITS········0000000000000000·000560·000030·00···A··0···0··87 ··[·3]·.eh_frame·········PROGBITS········0000000000000000·000560·000030·00···A··0···0··8
8 ··[·4]·.rela.eh_frame····RELA············0000000000000000·0021d8·000018·18···I·12···3··88 ··[·4]·.rela.eh_frame····RELA············0000000000000000·0021e8·000018·18···I·12···3··8
9 ··[·5]·.data·············PROGBITS········0000000000000000·000590·0003a0·00··WA··0···0·329 ··[·5]·.data·············PROGBITS········0000000000000000·000590·0003a0·00··WA··0···0·32
10 ··[·6]·.rela.data········RELA············0000000000000000·0021f0·0004c8·18···I·12···5··810 ··[·6]·.rela.data········RELA············0000000000000000·002200·0004c8·18···I·12···5··8
11 ··[·7]·.bss··············NOBITS··········0000000000000000·000930·000000·00··WA··0···0··111 ··[·7]·.bss··············NOBITS··········0000000000000000·000930·000000·00··WA··0···0··1
12 ··[·8]·.note.GNU-stack···PROGBITS········0000000000000000·000930·000000·00······0···0··112 ··[·8]·.note.GNU-stack···PROGBITS········0000000000000000·000930·000000·00······0···0··1
13 ··[·9]·.rodata.str·······PROGBITS········0000000000000000·000930·000370·01·AMS··0···0··113 ··[·9]·.rodata.str·······PROGBITS········0000000000000000·000930·000370·01·AMS··0···0··1
14 ··[10]·.init_array·······INIT_ARRAY······0000000000000000·000ca0·000008·08··WA··0···0··814 ··[10]·.init_array·······INIT_ARRAY······0000000000000000·000ca0·000008·08··WA··0···0··8
15 ··[11]·.rela.init_array··RELA············0000000000000000·0026b8·000018·18···I·12··10··815 ··[11]·.rela.init_array··RELA············0000000000000000·0026c8·000018·18···I·12··10··8
16 ··[12]·.symtab···········SYMTAB··········0000000000000000·000ca8·0004f8·18·····13··14··816 ··[12]·.symtab···········SYMTAB··········0000000000000000·000ca8·0004f8·18·····13··14··8
17 ··[13]·.strtab···········STRTAB··········0000000000000000·0011a0·000ada·00······0···0··117 ··[13]·.strtab···········STRTAB··········0000000000000000·0011a0·000aed·00······0···0··1
18 ··[14]·.shstrtab·········STRTAB··········0000000000000000·0026d0·000072·00······0···0··118 ··[14]·.shstrtab·········STRTAB··········0000000000000000·0026e0·000072·00······0···0··1
19 Key·to·Flags:19 Key·to·Flags:
20 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),20 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),
21 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),21 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),
22 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),22 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),
23 ··D·(mbind),·l·(large),·p·(processor·specific)23 ··D·(mbind),·l·(large),·p·(processor·specific)
10.1 KB
readelf --wide --symbols {}
    
Offset 11, 46 lines modifiedOffset 11, 46 lines modified
11 ·····7:·00000000000001c8·····0·NOTYPE··LOCAL··DEFAULT····9·i8JE_str11 ·····7:·00000000000001c8·····0·NOTYPE··LOCAL··DEFAULT····9·i8JE_str
12 ·····8:·0000000000000224·····0·NOTYPE··LOCAL··DEFAULT····9·i8Kk_str12 ·····8:·0000000000000224·····0·NOTYPE··LOCAL··DEFAULT····9·i8Kk_str
13 ·····9:·000000000000022f·····0·NOTYPE··LOCAL··DEFAULT····9·i8Kl_str13 ·····9:·000000000000022f·····0·NOTYPE··LOCAL··DEFAULT····9·i8Kl_str
14 ····10:·000000000000028c·····0·NOTYPE··LOCAL··DEFAULT····9·i8KP_str14 ····10:·000000000000028c·····0·NOTYPE··LOCAL··DEFAULT····9·i8KP_str
15 ····11:·0000000000000297·····0·NOTYPE··LOCAL··DEFAULT····9·i8KQ_str15 ····11:·0000000000000297·····0·NOTYPE··LOCAL··DEFAULT····9·i8KQ_str
16 ····12:·0000000000000300·····0·NOTYPE··LOCAL··DEFAULT····9·i8Lo_str16 ····12:·0000000000000300·····0·NOTYPE··LOCAL··DEFAULT····9·i8Lo_str
17 ····13:·000000000000030b·····0·NOTYPE··LOCAL··DEFAULT····9·i8Lp_str17 ····13:·000000000000030b·····0·NOTYPE··LOCAL··DEFAULT····9·i8Lp_str
18 ····14:·00000000000000f0···254·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info 
19 ····15:·00000000000002b8·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule_closure 
20 ····16:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info 
21 ····17:·0000000000000258·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc1_closure 
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23 ····19:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure 
24 ····20:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc18 ····14:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc
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32 ····28:·0000000000000318·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_closure23 ····19:·0000000000000208·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_closure
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35 ····31:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcsList 
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48 ····44:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info48 ····44:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info
49 ····45:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info 
50 ····46:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF 
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52 ····48:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcList 
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22.0 KB
readelf --wide --relocs {}
    
Offset 1, 122 lines modifiedOffset 1, 122 lines modified
  
1 Relocation·section·'.rela.text'·at·offset·0x1c80·contains·57·entries:1 Relocation·section·'.rela.text'·at·offset·0x1c90·contains·57·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 0000000000000000··0000000400000018·R_X86_64_PC64··········0000000000000158·i8IL_str·-·203 0000000000000000··0000000400000018·R_X86_64_PC64··········0000000000000158·i8IL_str·-·20
4 0000000000000008··0000000500000018·R_X86_64_PC64··········0000000000000160·i8IM_str·-·184 0000000000000008··0000000500000018·R_X86_64_PC64··········0000000000000160·i8IM_str·-·18
5 000000000000001c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1545 000000000000001c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·154
6 0000000000000025··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·56 0000000000000025··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·5
7 0000000000000038··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·47 0000000000000038··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·4
8 0000000000000076··0000002e00000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·48 0000000000000076··0000002f00000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
9 0000000000000087··000000250000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·09 0000000000000087··000000220000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
10 00000000000000a8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·11c10 00000000000000a8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·11c
11 00000000000000b1··0000002d00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·411 00000000000000b1··0000002e00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·4
12 00000000000000d0··0000000600000018·R_X86_64_PC64··········00000000000001bd·i8JD_str·-·2012 00000000000000d0··0000000600000018·R_X86_64_PC64··········00000000000001bd·i8JD_str·-·20
13 00000000000000d8··0000000700000018·R_X86_64_PC64··········00000000000001c8·i8JE_str·-·1813 00000000000000d8··0000000700000018·R_X86_64_PC64··········00000000000001c8·i8JE_str·-·18
14 00000000000000ec··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1d414 00000000000000ec··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1d4
15 0000000000000101··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·14815 0000000000000101··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·148
16 0000000000000144··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1d416 0000000000000144··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1d4
17 000000000000015f··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·18417 000000000000015f··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·184
18 0000000000000174··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b518 0000000000000174··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b5
19 0000000000000183··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1c819 0000000000000183··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1c8
20 00000000000001c4··0000002000000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·-·420 00000000000001c4··0000001d00000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·-·4
21 00000000000001df··0000001b00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info·-·421 00000000000001df··0000001500000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info·-·4
22 00000000000001e6··0000001700000002·R_X86_64_PC32··········0000000000000208·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_closure·-·422 00000000000001e6··0000001300000002·R_X86_64_PC32··········0000000000000208·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_closure·-·4
23 00000000000001f8··0000000800000018·R_X86_64_PC64··········0000000000000224·i8Kk_str·-·2023 00000000000001f8··0000000800000018·R_X86_64_PC64··········0000000000000224·i8Kk_str·-·20
24 0000000000000200··0000000900000018·R_X86_64_PC64··········000000000000022f·i8Kl_str·-·1824 0000000000000200··0000000900000018·R_X86_64_PC64··········000000000000022f·i8Kl_str·-·18
25 0000000000000214··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·22425 0000000000000214··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·224
26 0000000000000229··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·27026 0000000000000229··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·270
27 000000000000026c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·22427 000000000000026c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·224
28 0000000000000285··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b528 0000000000000285··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b5
29 0000000000000294··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·2d829 0000000000000294··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·2d8
30 00000000000002d4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·22430 00000000000002d4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·224
31 00000000000002ed··0000001300000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·-·331 00000000000002ed··0000001200000002·R_X86_64_PC32··········0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·-·3
32 00000000000002f6··0000001000000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info·-·432 00000000000002f6··0000000f00000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info·-·4
33 00000000000002fd··0000001100000002·R_X86_64_PC32··········0000000000000258·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc1_closure·-·433 00000000000002fd··0000001100000002·R_X86_64_PC32··········0000000000000258·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc1_closure·-·4
34 0000000000000308··0000000a00000018·R_X86_64_PC64··········000000000000028c·i8KP_str·-·2034 0000000000000308··0000000a00000018·R_X86_64_PC64··········000000000000028c·i8KP_str·-·20
35 0000000000000310··0000000b00000018·R_X86_64_PC64··········0000000000000297·i8KQ_str·-·1835 0000000000000310··0000000b00000018·R_X86_64_PC64··········0000000000000297·i8KQ_str·-·18
36 0000000000000324··0000001100000002·R_X86_64_PC32··········0000000000000258·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc1_closure·-·436 0000000000000324··0000001100000002·R_X86_64_PC32··········0000000000000258·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc1_closure·-·4
37 000000000000032d··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·537 000000000000032d··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·5
38 0000000000000340··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·438 0000000000000340··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·4
39 0000000000000382··0000002e00000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·439 0000000000000382··0000002f00000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
40 0000000000000393··000000250000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·040 0000000000000393··000000220000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
41 00000000000003bb··0000002900000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_HPC_cc·-·441 00000000000003bb··0000001a00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_HPC_cc·-·4
42 00000000000003cc··0000002b00000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·442 00000000000003cc··0000002b00000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
43 00000000000003e2··0000001100000002·R_X86_64_PC32··········0000000000000258·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc1_closure·-·243 00000000000003e2··0000001100000002·R_X86_64_PC32··········0000000000000258·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc1_closure·-·2
44 00000000000003eb··0000002100000004·R_X86_64_PLT32·········0000000000000000·stg_ap_0_fast·-·444 00000000000003eb··0000001e00000004·R_X86_64_PLT32·········0000000000000000·stg_ap_0_fast·-·4
45 0000000000000400··0000000c00000018·R_X86_64_PC64··········0000000000000300·i8Lo_str·-·2045 0000000000000400··0000000c00000018·R_X86_64_PC64··········0000000000000300·i8Lo_str·-·20
46 0000000000000408··0000000d00000018·R_X86_64_PC64··········000000000000030b·i8Lp_str·-·1846 0000000000000408··0000000d00000018·R_X86_64_PC64··········000000000000030b·i8Lp_str·-·18
47 000000000000041c··0000001700000002·R_X86_64_PC32··········0000000000000208·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_closure·-·447 000000000000041c··0000001300000002·R_X86_64_PC32··········0000000000000208·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_closure·-·4
48 0000000000000425··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·548 0000000000000425··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·5
49 0000000000000438··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·449 0000000000000438··0000002a00000002·R_X86_64_PC32··········0000000000000000·era·-·4
50 000000000000047a··0000002e00000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·450 000000000000047a··0000002f00000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
51 000000000000048b··000000250000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·051 000000000000048b··000000220000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
52 00000000000004b3··0000001400000002·R_X86_64_PC32··········0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc·-·452 00000000000004b3··0000000e00000002·R_X86_64_PC32··········0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc·-·4
53 00000000000004c4··0000002b00000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·453 00000000000004c4··0000002b00000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
54 00000000000004da··0000001700000002·R_X86_64_PC32··········0000000000000208·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_closure·-·254 00000000000004da··0000001300000002·R_X86_64_PC32··········0000000000000208·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_closure·-·2
55 00000000000004e3··0000002100000004·R_X86_64_PLT32·········0000000000000000·stg_ap_0_fast·-·455 00000000000004e3··0000001e00000004·R_X86_64_PLT32·········0000000000000000·stg_ap_0_fast·-·4
56 0000000000000505··000000020000000a·R_X86_64_32············0000000000000000·.data·+·38056 0000000000000505··000000020000000a·R_X86_64_32············0000000000000000·.data·+·380
57 000000000000050a··0000003000000004·R_X86_64_PLT32·········0000000000000000·registerCcList·-·457 000000000000050a··0000003100000004·R_X86_64_PLT32·········0000000000000000·registerCcList·-·4
58 000000000000050f··000000020000000a·R_X86_64_32············0000000000000000·.data·+·36058 000000000000050f··000000020000000a·R_X86_64_32············0000000000000000·.data·+·360
59 0000000000000518··0000001f00000004·R_X86_64_PLT32·········0000000000000000·registerCcsList·-·459 0000000000000518··0000001800000004·R_X86_64_PLT32·········0000000000000000·registerCcsList·-·4
  
60 Relocation·section·'.rela.eh_frame'·at·offset·0x21d8·contains·1·entry:60 Relocation·section·'.rela.eh_frame'·at·offset·0x21e8·contains·1·entry:
61 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend61 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
62 0000000000000020··0000000100000002·R_X86_64_PC32··········0000000000000000·.text·+·50062 0000000000000020··0000000100000002·R_X86_64_PC32··········0000000000000000·.text·+·500
  
63 Relocation·section·'.rela.data'·at·offset·0x21f0·contains·51·entries:63 Relocation·section·'.rela.data'·at·offset·0x2200·contains·51·entries:
64 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend64 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
65 0000000000000008··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·065 0000000000000008··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·0
66 0000000000000010··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·d66 0000000000000010··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·d
67 0000000000000018··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·2e67 0000000000000018··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·2e
68 0000000000000048··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·5e68 0000000000000048··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·5e
69 0000000000000050··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·6f69 0000000000000050··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·6f
70 0000000000000058··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·9070 0000000000000058··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·90
71 0000000000000088··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·c071 0000000000000088··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·c0
72 0000000000000090··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·c472 0000000000000090··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·c4
73 0000000000000098··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·e573 0000000000000098··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·e5
74 00000000000000c8··0000001900000001·R_X86_64_64············0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc·+·074 00000000000000c8··0000002d00000001·R_X86_64_64············0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc·+·0
75 0000000000000120··0000001e00000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·075 0000000000000120··0000001700000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·0
76 0000000000000128··0000001200000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·076 0000000000000128··0000001900000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0
77 0000000000000150··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·14677 0000000000000150··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·146
78 0000000000000158··0000002300000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·078 0000000000000158··0000002000000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
79 0000000000000160··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·079 0000000000000160··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
80 0000000000000170··0000003200000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure·+·080 0000000000000170··0000003300000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure·+·0
81 0000000000000178··0000000200000001·R_X86_64_64············0000000000000000·.data·+·12081 0000000000000178··0000000200000001·R_X86_64_64············0000000000000000·.data·+·120
82 0000000000000188··0000000100000001·R_X86_64_64············0000000000000000·.text·+·2082 0000000000000188··0000000100000001·R_X86_64_64············0000000000000000·.text·+·20
83 0000000000000190··0000001200000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·083 0000000000000190··0000001900000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0
84 00000000000001b8··0000002400000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·084 00000000000001b8··0000002100000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0
85 00000000000001c0··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·085 00000000000001c0··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
86 00000000000001d8··0000002300000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·086 00000000000001d8··0000002000000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
87 00000000000001e0··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·087 00000000000001e0··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
88 00000000000001f0··0000002000000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·+·088 00000000000001f0··0000001d00000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure·+·0
89 00000000000001f8··0000000200000001·R_X86_64_64············0000000000000000·.data·+·18889 00000000000001f8··0000000200000001·R_X86_64_64············0000000000000000·.data·+·188
90 0000000000000208··0000000e00000001·R_X86_64_64············00000000000000f0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info·+·090 0000000000000208··0000001000000001·R_X86_64_64············00000000000000f0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info·+·0
91 0000000000000210··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·091 0000000000000210··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
92 0000000000000228··0000002300000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·092 0000000000000228··0000002000000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
93 0000000000000230··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·093 0000000000000230··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
94 0000000000000240··0000001300000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·+·094 0000000000000240··0000001200000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure·+·0
95 0000000000000248··0000001d00000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure·+·095 0000000000000248··0000001600000001·R_X86_64_64············0000000000000000·ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure·+·0
96 0000000000000258··0000002600000001·R_X86_64_64············0000000000000218·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc1_info·+·096 0000000000000258··0000003000000001·R_X86_64_64············0000000000000218·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc1_info·+·0
97 0000000000000260··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·097 0000000000000260··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
98 0000000000000278··0000002c00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·098 0000000000000278··0000002c00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
99 0000000000000280··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·099 0000000000000280··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
100 0000000000000290··0000001800000001·R_X86_64_64············0000000000000116·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·+·0100 0000000000000290··0000002900000001·R_X86_64_64············0000000000000116·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·+·0
101 0000000000000298··0000002c00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0101 0000000000000298··0000002c00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
102 00000000000002a0··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0102 00000000000002a0··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
103 00000000000002b0··0000002800000001·R_X86_64_64············00000000000000f5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·+·0103 00000000000002b0··0000002400000001·R_X86_64_64············00000000000000f5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·+·0
104 00000000000002b8··0000003100000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·0104 00000000000002b8··0000003200000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·0
105 00000000000002c0··0000002700000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0105 00000000000002c0··0000002600000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
106 00000000000002d0··0000003400000001·R_X86_64_64············0000000000000278·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·+·1106 00000000000002d0··0000002700000001·R_X86_64_64············0000000000000278·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·+·1
107 00000000000002d8··0000001500000001·R_X86_64_64············0000000000000298·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·+·1107 00000000000002d8··0000002500000001·R_X86_64_64············0000000000000298·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·+·1
108 00000000000002e8··0000003300000001·R_X86_64_64············0000000000000328·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info·+·0108 00000000000002e8··0000001b00000001·R_X86_64_64············0000000000000328·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_info·+·0
109 00000000000002f0··0000001200000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0109 00000000000002f0··0000001900000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0
110 0000000000000318··0000002200000001·R_X86_64_64············0000000000000420·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info·+·0110 0000000000000318··0000002800000001·R_X86_64_64············0000000000000420·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info·+·0
111 0000000000000320··0000001200000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0111 0000000000000320··0000001900000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0
112 0000000000000360··0000001200000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0112 0000000000000360··0000001900000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs·+·0
113 0000000000000380··0000001400000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc·+·0113 0000000000000380··0000000e00000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc·+·0
114 0000000000000388··0000002900000001·R_X86_64_64············0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_HPC_cc·+·0114 0000000000000388··0000001a00000001·R_X86_64_64············0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_HPC_cc·+·0
115 0000000000000390··0000001900000001·R_X86_64_64············0000000000000080·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc·+·0115 0000000000000390··0000002d00000001·R_X86_64_64············0000000000000080·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc·+·0
  
116 Relocation·section·'.rela.init_array'·at·offset·0x26b8·contains·1·entry:116 Relocation·section·'.rela.init_array'·at·offset·0x26c8·contains·1·entry:
117 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend117 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
118 0000000000000000··0000002f00000001·R_X86_64_64············0000000000000500·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_init__prof_init·+·0118 0000000000000000··0000001c00000001·R_X86_64_64············0000000000000500·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_init__prof_init·+·0
6.26 KB
strings --all --bytes=8 {}
    
Offset 3, 72 lines modifiedOffset 3, 72 lines modified
3 src/Math/NumberTheory/Powers/Integer.hs:33:1-183 src/Math/NumberTheory/Powers/Integer.hs:33:1-18
4 integerWordPower4 integerWordPower
5 Math.NumberTheory.Powers.Integer5 Math.NumberTheory.Powers.Integer
6 src/Math/NumberTheory/Powers/Integer.hs:38:1-226 src/Math/NumberTheory/Powers/Integer.hs:38:1-22
7 Math.NumberTheory.Powers.Integer7 Math.NumberTheory.Powers.Integer
8 <entire-module>8 <entire-module>
9 Math.NumberTheory.Powers.Integer9 Math.NumberTheory.Powers.Integer
10 integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ10 integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
11 Negative·exponent11 Negative·exponent
12 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.lvl2_r8HR>12 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.lvl2_r8HR>
13 ->>Integer13 ->>Integer
14 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.$s^_r8HJ>14 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.$s^_r8HJ>
15 ->>Integer15 ->>Integer
16 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.$s^1_r8HK>16 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.$s^1_r8HK>
17 ->>Integer17 ->>Integer
18 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.integerWordPower_r8FE>18 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.integerWordPower_r8FE>
19 ->>Integer19 ->>Integer
20 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.integerPower_r8FD>20 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.integerPower_r8FD>
21 i8IL_str21 i8IL_str
22 i8IM_str22 i8IM_str
23 i8JD_str23 i8JD_str
24 i8JE_str24 i8JE_str
25 i8Kk_str25 i8Kk_str
26 i8Kl_str26 i8Kl_str
27 i8KP_str27 i8KP_str
28 i8KQ_str28 i8KQ_str
29 i8Lo_str29 i8Lo_str
30 i8Lp_str30 i8Lp_str
 31 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc
31 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info 
32 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule_closure 
33 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info32 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_info
 33 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info
34 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc1_closure34 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc1_closure
35 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs 
36 ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure35 ghczminternal_GHCziInternalziReal_zdfIntegralWord_closure
37 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_HPC_cc 
38 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure 
39 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_closure 
40 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_closure36 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_closure
41 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes37 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule_closure
42 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_CAFs_cc 
43 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_init_arr 
44 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info38 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_info
45 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_closure 
46 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure39 ghczminternal_GHCziInternalziReal_zczvzczuzdspowImpl_closure
47 stg_unpack_cstring_info40 stg_unpack_cstring_info
48 registerCcsList41 registerCcsList
 42 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc_ccs
 43 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_HPC_cc
 44 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_info
 45 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_init__prof_init
49 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure46 ghczminternal_GHCziInternalziReal_zdwzdspowImpl_closure
50 stg_ap_0_fast47 stg_ap_0_fast
51 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerPower_info48 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_init_arr
52 stg_SRT_2_info49 stg_SRT_2_info
53 ghczmbignum_GHCziNumziInteger_IS_con_info50 ghczmbignum_GHCziNumziInteger_IS_con_info
54 stg_bh_upd_frame_info51 stg_bh_upd_frame_info
55 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc1_info52 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerWordPower_closure
 53 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes
 54 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure
56 CCS_DONT_CARE55 CCS_DONT_CARE
57 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes56 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure
58 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_HPC_cc57 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_info
 58 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes
59 pushCostCentre59 pushCostCentre
60 ghczmprim_GHCziTypes_TrNameS_con_info60 ghczmprim_GHCziTypes_TrNameS_con_info
 61 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_CAFs_cc
61 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info62 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
62 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_init__prof_init63 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc1_info
63 registerCcList64 registerCcList
64 ghczmprim_GHCziTypes_Module_con_info65 ghczmprim_GHCziTypes_Module_con_info
65 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure66 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
66 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_integerWordPower_info67 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_integerPower_closure
67 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure 
68 .shstrtab68 .shstrtab
69 .rela.text69 .rela.text
70 .rela.eh_frame70 .rela.eh_frame
71 .rela.data71 .rela.data
72 .note.GNU-stack72 .note.GNU-stack
73 .rodata.str73 .rodata.str
74 .rela.init_array74 .rela.init_array
19.0 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 59 lines modifiedOffset 1, 59 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info-0xf0>:2 0000000000000000·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info-0xf0>:
3 »       ...3 »       ...
4 ·R_X86_64_PC64»  i8IL_str-0x204 ·R_X86_64_PC64»  i8IL_str-0x20
5 ·R_X86_64_PC64»  i8IM_str-0x185 ·R_X86_64_PC64»  i8IM_str-0x18
6 »       adc····$0x0,%eax6 »       adc····$0x0,%eax
7 ·R_X86_64_PC32»  .data+0x1547 ·R_X86_64_PC32»  .data+0x154
8 »       add····%al,(%rax)8 »       add····%al,(%rax)
9 »       add····%cl,-0x77(%rax)9 »       add····%cl,-0x77(%rax)
10 »       fadds··0x3d(%rbx)10 »       fadds··0x3d(%rbx)
11 ·R_X86_64_PC32»  era-0x511 ·R_X86_64_PC32»  era-0x5
12 »       add····%al,(%rax)12 »       add····%al,(%rax)
13 »       jbe····57·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info-0x99>13 »       jbe····57·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info-0x99>
14 »       movabs·$0x1000000000000000,%rcx14 »       movabs·$0x1000000000000000,%rcx
15 »       mov····0x0(%rip),%edx········15 »       mov····0x0(%rip),%edx········
16 ·R_X86_64_PC32»  era-0x416 ·R_X86_64_PC32»  era-0x4
17 »       or·····%rcx,%rdx17 »       or·····%rcx,%rdx
18 »       movabs·$0xfffffffc0000000,%rcx18 »       movabs·$0xfffffffc0000000,%rcx
19 »       mov····0x10(%rax),%rsi19 »       mov····0x10(%rax),%rsi
20 »       and····%rcx,%rsi20 »       and····%rcx,%rsi
21 »       or·····%rdx,%rsi21 »       or·····%rdx,%rsi
22 »       mov····%rsi,0x10(%rax)22 »       mov····%rsi,0x10(%rax)
23 »       lea····-0x20(%rbp),%rcx23 »       lea····-0x20(%rbp),%rcx
24 »       cmp····%r15,%rcx24 »       cmp····%r15,%rcx
25 »       jb·····ba·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info-0x36>25 »       jb·····ba·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info-0x36>
26 »       sub····$0x8,%rsp26 »       sub····$0x8,%rsp
27 »       mov····%r13,%rcx27 »       mov····%r13,%rcx
28 »       mov····%rax,%rsi28 »       mov····%rax,%rsi
29 »       mov····%rcx,%rdi29 »       mov····%rcx,%rdi
30 »       mov····%rax,%rcx30 »       mov····%rax,%rcx
31 »       xor····%eax,%eax31 »       xor····%eax,%eax
32 »       mov····%rcx,%r1432 »       mov····%rcx,%r14
33 »       call···7a·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info-0x76>33 »       call···7a·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info-0x76>
34 ·R_X86_64_PLT32» newCAF-0x434 ·R_X86_64_PLT32» newCAF-0x4
35 »       add····$0x8,%rsp35 »       add····$0x8,%rsp
36 »       test···%rax,%rax36 »       test···%rax,%rax
37 »       je·····b5·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info-0x3b>37 »       je·····b5·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info-0x3b>
38 »       movq···$0x0,-0x20(%rbp)38 »       movq···$0x0,-0x20(%rbp)
39 ·R_X86_64_32S»   stg_bh_upd_frame_info39 ·R_X86_64_32S»   stg_bh_upd_frame_info
40 »       mov····%rax,-0x8(%rbp)40 »       mov····%rax,-0x8(%rbp)
41 »       mov····0x360(%r13),%rax41 »       mov····0x360(%r13),%rax
42 »       mov····%rax,-0x18(%rbp)42 »       mov····%rax,-0x18(%rbp)
43 »       mov····0x8(%rbx),%rax43 »       mov····0x8(%rbx),%rax
44 »       mov····%rax,0x360(%r13)44 »       mov····%rax,0x360(%r13)
45 »       lea····0x0(%rip),%r14········45 »       lea····0x0(%rip),%r14········
46 ·R_X86_64_PC32»  .data+0x11c46 ·R_X86_64_PC32»  .data+0x11c
47 »       add····$0xffffffffffffffe0,%rbp47 »       add····$0xffffffffffffffe0,%rbp
48 »       jmp····b5·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info-0x3b>48 »       jmp····b5·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info-0x3b>
49 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x449 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x4
50 »       mov····(%r14),%rax50 »       mov····(%r14),%rax
51 »       jmp····*%rax51 »       jmp····*%rax
52 »       mov····%rax,%rbx52 »       mov····%rax,%rbx
53 »       jmp····*-0x10(%r13)53 »       jmp····*-0x10(%r13)
54 »       nopl···0x0(%rax)54 »       nopl···0x0(%rax)
55 »       sldt···(%rax)55 »       sldt···(%rax)
Offset 65, 28 lines modifiedOffset 65, 28 lines modified
65 »       add····%cl,(%rsi)65 »       add····%cl,(%rsi)
66 »       add····%al,(%rax)66 »       add····%al,(%rax)
67 »       add····%al,(%rax)67 »       add····%al,(%rax)
68 ·R_X86_64_PC32»  .data+0x1d468 ·R_X86_64_PC32»  .data+0x1d4
69 »       add····%al,(%rax)69 »       add····%al,(%rax)
70 »       ...70 »       ...
  
71 00000000000000f0·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info>:71 00000000000000f0·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info>:
72 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info():72 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info():
73 »       lea····-0x18(%rbp),%rax73 »       lea····-0x18(%rbp),%rax
74 »       cmp····%r15,%rax74 »       cmp····%r15,%rax
75 »       jb·····1e3·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info+0xf3>75 »       jb·····1e3·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info+0xf3>
76 »       movq···$0x0,-0x18(%rbp)76 »       movq···$0x0,-0x18(%rbp)
77 ·R_X86_64_32S»   .text+0x14877 ·R_X86_64_32S»   .text+0x148
78 »       mov····%rsi,%rbx78 »       mov····%rsi,%rbx
79 »       mov····0x360(%r13),%rax79 »       mov····0x360(%r13),%rax
80 »       mov····%rax,-0x10(%rbp)80 »       mov····%rax,-0x10(%rbp)
81 »       mov····%r14,-0x8(%rbp)81 »       mov····%r14,-0x8(%rbp)
82 »       add····$0xffffffffffffffe8,%rbp82 »       add····$0xffffffffffffffe8,%rbp
83 »       test···$0x7,%bl83 »       test···$0x7,%bl
84 »       jne····148·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info+0x58>84 »       jne····148·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info+0x58>
85 »       mov····(%rbx),%rax85 »       mov····(%rbx),%rax
86 »       jmp····*%rax86 »       jmp····*%rax
87 »       nopl···(%rax)87 »       nopl···(%rax)
88 »       ...88 »       ...
89 »       rex.X·add·%al,(%rax)89 »       rex.X·add·%al,(%rax)
90 »       add····%al,(%rax)90 »       add····%al,(%rax)
91 »       add····%al,(%rax)91 »       add····%al,(%rax)
Offset 97, 34 lines modifiedOffset 97, 34 lines modified
97 »       add····%al,(%rax)97 »       add····%al,(%rax)
98 »       add····%cl,-0x75(%rax)98 »       add····%cl,-0x75(%rax)
99 »       or·····%r9b,-0x77(%r9)99 »       or·····%r9b,-0x77(%r9)
100 »       test···%esp,0x3(%rax)100 »       test···%esp,0x3(%rax)
101 »       add····%al,(%rax)101 »       add····%al,(%rax)
102 »       mov····0x17(%rbx),%rax102 »       mov····0x17(%rbx),%rax
103 »       test···%rax,%rax103 »       test···%rax,%rax
104 »       jge····16c·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info+0x7c>104 »       jge····16c·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info+0x7c>
105 »       lea····0x0(%rip),%rbx········105 »       lea····0x0(%rip),%rbx········
106 ·R_X86_64_PC32»  .data+0x184106 ·R_X86_64_PC32»  .data+0x184
107 »       add····$0x18,%rbp107 »       add····$0x18,%rbp
108 »       mov····(%rbx),%rax108 »       mov····(%rbx),%rax
109 »       jmp····*%rax109 »       jmp····*%rax
110 »       test···%rax,%rax110 »       test···%rax,%rax
111 »       jne····17f·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info+0x8f>111 »       jne····17f·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info+0x8f>
112 »       lea····0x0(%rip),%rbx········112 »       lea····0x0(%rip),%rbx········
113 ·R_X86_64_PC32»  .data+0x1b5113 ·R_X86_64_PC32»  .data+0x1b5
114 »       add····$0x18,%rbp114 »       add····$0x18,%rbp
115 »       jmp····*0x0(%rbp)115 »       jmp····*0x0(%rbp)
116 »       movq···$0x0,0x0(%rbp)116 »       movq···$0x0,0x0(%rbp)
117 ·R_X86_64_32S»   .text+0x1c8117 ·R_X86_64_32S»   .text+0x1c8
118 »       mov····0x10(%rbp),%rbx118 »       mov····0x10(%rbp),%rbx
119 »       mov····%rax,0x8(%rbp)119 »       mov····%rax,0x8(%rbp)
120 »       mov····0x360(%r13),%rax120 »       mov····0x360(%r13),%rax
121 »       mov····%rax,0x10(%rbp)121 »       mov····%rax,0x10(%rbp)
122 »       test···$0x7,%bl122 »       test···$0x7,%bl
123 »       jne····1c8·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziInteger_zdszc_info+0xd8>123 »       jne····1c8·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziInteger_zdszc_info+0xd8>
124 »       mov····(%rbx),%rax124 »       mov····(%rbx),%rax
125 »       jmp····*%rax125 »       jmp····*%rax
126 »       nopl···0x0(%rax)126 »       nopl···0x0(%rax)
127 »       ...127 »       ...
128 »       ret····$0x0128 »       ret····$0x0
129 »       add····%al,(%rax)129 »       add····%al,(%rax)
130 »       add····%al,(%rax)130 »       add····%al,(%rax)
Offset 136, 18 lines modifiedOffset 136, 18 lines modified
136 »       add····%cl,-0x75(%rax)136 »       add····%cl,-0x75(%rax)
137 »       adc····%r9b,-0x77(%r9)137 »       adc····%r9b,-0x77(%r9)
138 »       test···%esp,0x3(%rax)138 »       test···%esp,0x3(%rax)
Max diff block lines reached; 13574/19226 bytes (70.60%) of diff not shown.
1.73 KB
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 6, 20 lines modifiedOffset 6, 20 lines modified
6 ··[····5e]··integerWordPower6 ··[····5e]··integerWordPower
7 ··[····6f]··Math.NumberTheory.Powers.Integer7 ··[····6f]··Math.NumberTheory.Powers.Integer
8 ··[····90]··src/Math/NumberTheory/Powers/Integer.hs:38:1-228 ··[····90]··src/Math/NumberTheory/Powers/Integer.hs:38:1-22
9 ··[····c0]··CAF9 ··[····c0]··CAF
10 ··[····c4]··Math.NumberTheory.Powers.Integer10 ··[····c4]··Math.NumberTheory.Powers.Integer
11 ··[····e5]··<entire-module>11 ··[····e5]··<entire-module>
12 ··[····f5]··Math.NumberTheory.Powers.Integer12 ··[····f5]··Math.NumberTheory.Powers.Integer
13 ··[···116]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ13 ··[···116]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
14 ··[···146]··Negative·exponent14 ··[···146]··Negative·exponent
15 ··[···158]··Integer15 ··[···158]··Integer
16 ··[···160]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.lvl2_r8HR>16 ··[···160]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.lvl2_r8HR>
17 ··[···1bd]··->>Integer17 ··[···1bd]··->>Integer
18 ··[···1c8]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.$s^_r8HJ>18 ··[···1c8]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.$s^_r8HJ>
19 ··[···224]··->>Integer19 ··[···224]··->>Integer
20 ··[···22f]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.$s^1_r8HK>20 ··[···22f]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.$s^1_r8HK>
21 ··[···28c]··->>Integer21 ··[···28c]··->>Integer
22 ··[···297]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.integerWordPower_r8FE>22 ··[···297]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.integerWordPower_r8FE>
23 ··[···300]··->>Integer23 ··[···300]··->>Integer
24 ··[···30b]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Integer.integerPower_r8FD>24 ··[···30b]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Integer.integerPower_r8FD>
  
22.5 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 3, 175 lines modifiedOffset 3, 176 lines modified
3 ··0x00000000·00693849·4c5f7374·72006938·494d5f73·.i8IL_str.i8IM_s3 ··0x00000000·00693849·4c5f7374·72006938·494d5f73·.i8IL_str.i8IM_s
4 ··0x00000010·74720069·384a445f·73747200·69384a45·tr.i8JD_str.i8JE4 ··0x00000010·74720069·384a445f·73747200·69384a45·tr.i8JD_str.i8JE
5 ··0x00000020·5f737472·0069384b·6b5f7374·72006938·_str.i8Kk_str.i85 ··0x00000020·5f737472·0069384b·6b5f7374·72006938·_str.i8Kk_str.i8
6 ··0x00000030·4b6c5f73·74720069·384b505f·73747200·Kl_str.i8KP_str.6 ··0x00000030·4b6c5f73·74720069·384b505f·73747200·Kl_str.i8KP_str.
7 ··0x00000040·69384b51·5f737472·0069384c·6f5f7374·i8KQ_str.i8Lo_st7 ··0x00000040·69384b51·5f737472·0069384c·6f5f7374·i8KQ_str.i8Lo_st
8 ··0x00000050·72006938·4c705f73·74720069·6e746567·r.i8Lp_str.integ8 ··0x00000050·72006938·4c705f73·74720069·6e746567·r.i8Lp_str.integ
9 ··0x00000060·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm9 ··0x00000060·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
10 ··0x00000070·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
11 ··0x00000080·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_10 ··0x00000070·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 11 ··0x00000080·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
12 ··0x00000090·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo12 ··0x00000090·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
13 ··0x000000a0·72797a69·506f7765·72737a69·496e7465·ryziPowersziInte13 ··0x000000a0·6f72797a·69506f77·6572737a·69496e74·oryziPowersziInt
 14 ··0x000000b0·65676572·5f696e74·65676572·506f7765·eger_integerPowe
 15 ··0x000000c0·725f4850·435f6363·00676863·7a6d696e·r_HPC_cc.ghczmin
 16 ··0x000000d0·7465726e·616c5f47·48437a69·496e7465·ternal_GHCziInte
 17 ··0x000000e0·726e616c·7a695265·616c5f7a·637a767a·rnalziReal_zczvz
14 ··0x000000b0·6765725f·7a64737a·635f696e·666f0069·ger_zdszc_info.i 
15 ··0x000000c0·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith 
16 ··0x000000d0·6d737a6d·317a6930·7a69347a·6d416662·mszm1zi0zi4zmAfb 
17 ··0x000000e0·6f414b58·41733761·4b37486a·31526375·oAKXAs7aK7Hj1Rcu 
18 ··0x000000f0·646b4a5f·4d617468·7a694e75·6d626572·dkJ_MathziNumber 
19 ··0x00000100·5468656f·72797a69·506f7765·72737a69·TheoryziPowerszi 
20 ··0x00000110·496e7465·6765725f·7a647472·4d6f6475·Integer_zdtrModu 
21 ··0x00000120·6c655f63·6c6f7375·72650067·68637a6d·le_closure.ghczm 
22 ··0x00000130·696e7465·726e616c·5f474843·7a69496e·internal_GHCziIn 
23 ··0x00000140·7465726e·616c7a69·5265616c·5f7a637a·ternalziReal_zcz 
24 ··0x00000150·767a637a·757a6473·706f7749·6d706c5f·vzczuzdspowImpl_18 ··0x000000f0·637a757a·6473706f·77496d70·6c5f696e·czuzdspowImpl_in
25 ··0x00000160·696e666f·00696e74·65676572·7a6d6c6f·info.integerzmlo19 ··0x00000100·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga
26 ··0x00000170·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi 
27 ··0x00000180·347a6d41·66626f41·4b584173·37614b37·4zmAfboAKXAs7aK7 
28 ··0x00000190·486a3152·6375646b·4a5f4d61·74687a69·Hj1RcudkJ_Mathzi20 ··0x00000110·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z
 21 ··0x00000120·6d334f63·6441354e·33345347·365a5a37·m3OcdA5N34SG6ZZ7
 22 ··0x00000130·4e496c45·50383267·5f4d6174·687a694e·NIlEP82g_MathziN
29 ··0x000001a0·4e756d62·65725468·656f7279·7a69506f·NumberTheoryziPo23 ··0x00000140·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow
30 ··0x000001b0·77657273·7a69496e·74656765·725f7a64·wersziInteger_zd24 ··0x00000150·6572737a·69496e74·65676572·5f7a6473·ersziInteger_zds
31 ··0x000001c0·737a6331·5f636c6f·73757265·00696e74·szc1_closure.int 
32 ··0x000001d0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms 
33 ··0x000001e0·7a6d317a·69307a69·347a6d41·66626f41·zm1zi0zi4zmAfboA 
34 ··0x000001f0·4b584173·37614b37·486a3152·6375646b·KXAs7aK7Hj1Rcudk25 ··0x00000160·7a635f69·6e666f00·696e7465·6765727a·zc_info.integerz
 26 ··0x00000170·6d6c6f67·61726974·686d737a·6d317a69·mlogarithmszm1zi
 27 ··0x00000180·307a6934·7a6d334f·63644135·4e333453·0zi4zm3OcdA5N34S
 28 ··0x00000190·47365a5a·374e496c·45503832·675f4d61·G6ZZ7NIlEP82g_Ma
35 ··0x00000200·4a5f4d61·74687a69·4e756d62·65725468·J_MathziNumberTh29 ··0x000001a0·74687a69·4e756d62·65725468·656f7279·thziNumberTheory
36 ··0x00000210·656f7279·7a69506f·77657273·7a69496e·eoryziPowersziIn30 ··0x000001b0·7a69506f·77657273·7a69496e·74656765·ziPowersziIntege
37 ··0x00000220·74656765·725f4341·46735f63·635f6363·teger_CAFs_cc_cc31 ··0x000001c0·725f7a64·737a6331·5f636c6f·73757265·r_zdszc1_closure
38 ··0x00000230·73006768·637a6d69·6e746572·6e616c5f·s.ghczminternal_32 ··0x000001d0·00676863·7a6d696e·7465726e·616c5f47·.ghczminternal_G
39 ··0x00000240·4748437a·69496e74·65726e61·6c7a6952·GHCziInternalziR33 ··0x000001e0·48437a69·496e7465·726e616c·7a695265·HCziInternalziRe
40 ··0x00000250·65616c5f·7a646649·6e746567·72616c57·eal_zdfIntegralW34 ··0x000001f0·616c5f7a·6466496e·74656772·616c576f·al_zdfIntegralWo
41 ··0x00000260·6f72645f·636c6f73·75726500·696e7465·ord_closure.inte35 ··0x00000200·72645f63·6c6f7375·72650069·6e746567·rd_closure.integ
42 ··0x00000270·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz36 ··0x00000210·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
43 ··0x00000280·6d317a69·307a6934·7a6d4166·626f414b·m1zi0zi4zmAfboAK 
44 ··0x00000290·58417337·614b3748·6a315263·75646b4a·XAs7aK7Hj1RcudkJ37 ··0x00000220·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 38 ··0x00000230·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
45 ··0x000002a0·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe39 ··0x00000240·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
46 ··0x000002b0·6f72797a·69506f77·6572737a·69496e74·oryziPowersziInt40 ··0x00000250·6f72797a·69506f77·6572737a·69496e74·oryziPowersziInt
47 ··0x000002c0·65676572·5f696e74·65676572·506f7765·eger_integerPowe 
48 ··0x000002d0·725f4850·435f6363·00696e74·65676572·r_HPC_cc.integer41 ··0x00000260·65676572·5f7a6473·7a635f63·6c6f7375·eger_zdszc_closu
 42 ··0x00000270·72650069·6e746567·65727a6d·6c6f6761·re.integerzmloga
 43 ··0x00000280·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z
 44 ··0x00000290·6d334f63·6441354e·33345347·365a5a37·m3OcdA5N34SG6ZZ7
 45 ··0x000002a0·4e496c45·50383267·5f4d6174·687a694e·NIlEP82g_MathziN
 46 ··0x000002b0·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow
 47 ··0x000002c0·6572737a·69496e74·65676572·5f7a6474·ersziInteger_zdt
 48 ··0x000002d0·724d6f64·756c655f·636c6f73·75726500·rModule_closure.
 49 ··0x000002e0·6768637a·6d696e74·65726e61·6c5f4748·ghczminternal_GH
 50 ··0x000002f0·437a6949·6e746572·6e616c7a·69526561·CziInternalziRea
 51 ··0x00000300·6c5f7a64·777a6473·706f7749·6d706c5f·l_zdwzdspowImpl_
 52 ··0x00000310·696e666f·00676863·7a6d696e·7465726e·info.ghczmintern
 53 ··0x00000320·616c5f47·48437a69·496e7465·726e616c·al_GHCziInternal
 54 ··0x00000330·7a695265·616c5f7a·637a767a·637a757a·ziReal_zczvzczuz
 55 ··0x00000340·6473706f·77496d70·6c5f636c·6f737572·dspowImpl_closur
 56 ··0x00000350·65007374·675f756e·7061636b·5f637374·e.stg_unpack_cst
 57 ··0x00000360·72696e67·5f696e66·6f007265·67697374·ring_info.regist
 58 ··0x00000370·65724363·734c6973·7400696e·74656765·erCcsList.intege
49 ··0x000002e0·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z59 ··0x00000380·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1
50 ··0x000002f0·69307a69·347a6d41·66626f41·4b584173·i0zi4zmAfboAKXAs 
51 ··0x00000300·37614b37·486a3152·6375646b·4a5f4d61·7aK7Hj1RcudkJ_Ma60 ··0x00000390·7a69307a·69347a6d·334f6364·41354e33·zi0zi4zm3OcdA5N3
 61 ··0x000003a0·34534736·5a5a374e·496c4550·3832675f·4SG6ZZ7NIlEP82g_
52 ··0x00000310·74687a69·4e756d62·65725468·656f7279·thziNumberTheory62 ··0x000003b0·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo
53 ··0x00000320·7a69506f·77657273·7a69496e·74656765·ziPowersziIntege63 ··0x000003c0·72797a69·506f7765·72737a69·496e7465·ryziPowersziInte
 64 ··0x000003d0·6765725f·43414673·5f63635f·63637300·ger_CAFs_cc_ccs.
54 ··0x00000330·725f7a64·74724d6f·64756c65·315f636c·r_zdtrModule1_cl 
55 ··0x00000340·6f737572·6500696e·74656765·727a6d6c·osure.integerzml 
56 ··0x00000350·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z 
57 ··0x00000360·69347a6d·4166626f·414b5841·7337614b·i4zmAfboAKXAs7aK 
58 ··0x00000370·37486a31·52637564·6b4a5f4d·6174687a·7Hj1RcudkJ_Mathz 
59 ··0x00000380·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP 
60 ··0x00000390·6f776572·737a6949·6e746567·65725f69·owersziInteger_i 
61 ··0x000003a0·6e746567·6572576f·7264506f·7765725f·ntegerWordPower_ 
62 ··0x000003b0·636c6f73·75726500·696e7465·6765727a·closure.integerz 
63 ··0x000003c0·6d6c6f67·61726974·686d737a·6d317a69·mlogarithmszm1zi 
64 ··0x000003d0·307a6934·7a6d4166·626f414b·58417337·0zi4zmAfboAKXAs7 
65 ··0x000003e0·614b3748·6a315263·75646b4a·5f4d6174·aK7Hj1RcudkJ_Mat 
66 ··0x000003f0·687a694e·756d6265·72546865·6f72797a·hziNumberTheoryz 
67 ··0x00000400·69506f77·6572737a·69496e74·65676572·iPowersziInteger 
68 ··0x00000410·5f7a6473·7a635f63·6c6f7375·72650069·_zdszc_closure.i 
69 ··0x00000420·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith65 ··0x000003e0·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit
70 ··0x00000430·6d737a6d·317a6930·7a69347a·6d416662·mszm1zi0zi4zmAfb66 ··0x000003f0·686d737a·6d317a69·307a6934·7a6d334f·hmszm1zi0zi4zm3O
71 ··0x00000440·6f414b58·41733761·4b37486a·31526375·oAKXAs7aK7Hj1Rcu 
72 ··0x00000450·646b4a5f·4d617468·7a694e75·6d626572·dkJ_MathziNumber67 ··0x00000400·63644135·4e333453·47365a5a·374e496c·cdA5N34SG6ZZ7NIl
 68 ··0x00000410·45503832·675f4d61·74687a69·4e756d62·EP82g_MathziNumb
73 ··0x00000460·5468656f·72797a69·506f7765·72737a69·TheoryziPowerszi69 ··0x00000420·65725468·656f7279·7a69506f·77657273·erTheoryziPowers
74 ··0x00000470·496e7465·6765725f·7a647472·4d6f6475·Integer_zdtrModu 
75 ··0x00000480·6c65345f·62797465·7300696e·74656765·le4_bytes.intege 
76 ··0x00000490·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1 
77 ··0x000004a0·7a69307a·69347a6d·4166626f·414b5841·zi0zi4zmAfboAKXA 
78 ··0x000004b0·7337614b·37486a31·52637564·6b4a5f4d·s7aK7Hj1RcudkJ_M 
79 ··0x000004c0·6174687a·694e756d·62657254·68656f72·athziNumberTheor 
80 ··0x000004d0·797a6950·6f776572·737a6949·6e746567·yziPowersziInteg 
81 ··0x000004e0·65725f43·4146735f·63630069·6e746567·er_CAFs_cc.integ 
82 ··0x000004f0·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm 
83 ··0x00000500·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
84 ··0x00000510·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_ 
85 ··0x00000520·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo 
86 ··0x00000530·72797a69·506f7765·72737a69·496e7465·ryziPowersziInte 
87 ··0x00000540·6765725f·696e6974·5f617272·00676863·ger_init_arr.ghc70 ··0x00000430·7a69496e·74656765·725f696e·74656765·ziInteger_intege
 71 ··0x00000440·72576f72·64506f77·65725f48·50435f63·rWordPower_HPC_c
 72 ··0x00000450·6300696e·74656765·727a6d6c·6f676172·c.integerzmlogar
 73 ··0x00000460·6974686d·737a6d31·7a69307a·69347a6d·ithmszm1zi0zi4zm
 74 ··0x00000470·334f6364·41354e33·34534736·5a5a374e·3OcdA5N34SG6ZZ7N
 75 ··0x00000480·496c4550·3832675f·4d617468·7a694e75·IlEP82g_MathziNu
 76 ··0x00000490·6d626572·5468656f·72797a69·506f7765·mberTheoryziPowe
 77 ··0x000004a0·72737a69·496e7465·6765725f·696e7465·rsziInteger_inte
 78 ··0x000004b0·67657257·6f726450·6f776572·5f696e66·gerWordPower_inf
 79 ··0x000004c0·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar
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157 KB
Natural.p_o
879 B
readelf --wide --file-header {}
    
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2.4 KB
readelf --wide --sections {}
    
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8 ··[·4]·.rela.eh_frame····RELA············0000000000000000·003e98·000018·18···I·12···3··88 ··[·4]·.rela.eh_frame····RELA············0000000000000000·003eb8·000018·18···I·12···3··8
9 ··[·5]·.data·············PROGBITS········0000000000000000·000ee0·000480·00··WA··0···0·329 ··[·5]·.data·············PROGBITS········0000000000000000·000ee0·000480·00··WA··0···0·32
10 ··[·6]·.rela.data········RELA············0000000000000000·003eb0·000648·18···I·12···5··810 ··[·6]·.rela.data········RELA············0000000000000000·003ed0·000648·18···I·12···5··8
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19 Key·to·Flags:19 Key·to·Flags:
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13.9 KB
readelf --wide --symbols {}
    
Offset 27, 57 lines modifiedOffset 27, 57 lines modified
27 ····23:·000000000000052e·····0·NOTYPE··LOCAL··DEFAULT····9·i90z_str27 ····23:·000000000000052e·····0·NOTYPE··LOCAL··DEFAULT····9·i90z_str
28 ····24:·0000000000000595·····0·NOTYPE··LOCAL··DEFAULT····9·i91c_str28 ····24:·0000000000000595·····0·NOTYPE··LOCAL··DEFAULT····9·i91c_str
29 ····25:·00000000000005a0·····0·NOTYPE··LOCAL··DEFAULT····9·i91d_str29 ····25:·00000000000005a0·····0·NOTYPE··LOCAL··DEFAULT····9·i91d_str
30 ····26:·00000000000005fd·····0·NOTYPE··LOCAL··DEFAULT····9·i91G_str30 ····26:·00000000000005fd·····0·NOTYPE··LOCAL··DEFAULT····9·i91G_str
31 ····27:·0000000000000608·····0·NOTYPE··LOCAL··DEFAULT····9·i91H_str31 ····27:·0000000000000608·····0·NOTYPE··LOCAL··DEFAULT····9·i91H_str
32 ····28:·0000000000000671·····0·NOTYPE··LOCAL··DEFAULT····9·i92f_str32 ····28:·0000000000000671·····0·NOTYPE··LOCAL··DEFAULT····9·i92f_str
33 ····29:·000000000000067c·····0·NOTYPE··LOCAL··DEFAULT····9·i92g_str33 ····29:·000000000000067c·····0·NOTYPE··LOCAL··DEFAULT····9·i92g_str
34 ····30:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_CAFs_cc_ccs 
35 ····31:·00000000000002b8·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure 
36 ····32:·0000000000000348·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc1_closure 
37 ····33:·0000000000000160···485·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info34 ····30:·0000000000000160···485·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info
38 ····34:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NS_con_info 
39 ····35:·0000000000000308·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure35 ····31:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_CAFs_cc_ccs
40 ····36:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_info 
41 ····37:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_unpack_cstring_info 
42 ····38:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcsList 
43 ····39:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalMul_closure 
44 ····40:·0000000000000116·····0·OBJECT··GLOBAL·DEFAULT····9·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes 
45 ····41:·0000000000000948···255·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info 
46 ····42:·0000000000000080·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_CAFs_cc36 ····32:·00000000000003d8·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure
47 ····43:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_HPC_cc37 ····33:·0000000000000080·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_CAFs_cc
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49 ····45:·00000000000005c0···254·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc_info39 ····35:·00000000000004c0···214·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl_info
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51 ····47:·0000000000000758···451·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info40 ····36:·0000000000000c78···211·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_info
 41 ····37:·0000000000000040·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_HPC_cc
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53 ····49:·0000000000000a70···214·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl1_info43 ····39:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NS_con_info
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55 ····51:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_bh_upd_frame_info 
56 ····52:·0000000000000248·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl_closure45 ····41:·0000000000000328·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl1_closure
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57 ····53:·0000000000000370···295·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info47 ····43:·0000000000000a70···214·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl1_info
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 69 ····65:·0000000000000e50····28·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_init__prof_init
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 71 ····67:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·pushCostCentre
 72 ····68:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info
 73 ····69:·0000000000000388·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure
 74 ····70:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
 75 ····71:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·user_era
 76 ····72:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·newCAF
 77 ····73:·0000000000000298·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc_closure
 78 ····74:·00000000000002b8·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure
79 ····75:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unbx_r179 ····75:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_unbx_r1
80 ····76:·00000000000003a8·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule_closure 
81 ····77:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcList80 ····76:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcList
82 ····78:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info81 ····77:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info
83 ····79:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure82 ····78:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
 83 ····79:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_HPC_cc
43.0 KB
readelf --wide --relocs {}
    
Offset 1, 217 lines modifiedOffset 1, 217 lines modified
  
1 Relocation·section·'.rela.text'·at·offset·0x31d8·contains·136·entries:1 Relocation·section·'.rela.text'·at·offset·0x31f8·contains·136·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 0000000000000000··0000000400000018·R_X86_64_PC64··········0000000000000158·i8T4_str·-·203 0000000000000000··0000000400000018·R_X86_64_PC64··········0000000000000158·i8T4_str·-·20
4 0000000000000008··0000000500000018·R_X86_64_PC64··········0000000000000160·i8T5_str·-·184 0000000000000008··0000000500000018·R_X86_64_PC64··········0000000000000160·i8T5_str·-·18
5 000000000000001c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1545 000000000000001c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·154
6 0000000000000025··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·56 0000000000000025··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·5
7 0000000000000038··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·47 0000000000000038··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·4
8 0000000000000076··0000004600000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·48 0000000000000076··0000004800000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
9 0000000000000087··000000330000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·09 0000000000000087··0000003a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
10 00000000000000a8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·11c10 00000000000000a8··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·11c
11 00000000000000b1··0000004300000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·411 00000000000000b1··0000004600000004·R_X86_64_PLT32·········0000000000000000·ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info·-·4
12 00000000000000c8··0000000600000018·R_X86_64_PC64··········00000000000001bd·i8Un_str·-·2012 00000000000000c8··0000000600000018·R_X86_64_PC64··········00000000000001bd·i8Un_str·-·20
13 00000000000000d0··0000000700000018·R_X86_64_PC64··········00000000000001c5·i8Uo_str·-·1813 00000000000000d0··0000000700000018·R_X86_64_PC64··········00000000000001c5·i8Uo_str·-·18
14 00000000000000e4··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·414 00000000000000e4··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
15 00000000000000ed··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·515 00000000000000ed··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·5
16 0000000000000100··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·416 0000000000000100··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·4
17 0000000000000133··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·417 0000000000000133··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
18 0000000000000140··0000000800000018·R_X86_64_PC64··········0000000000000221·i8Up_str·-·2018 0000000000000140··0000000800000018·R_X86_64_PC64··········0000000000000221·i8Up_str·-·20
19 0000000000000148··0000000900000018·R_X86_64_PC64··········000000000000022d·i8Uq_str·-·1819 0000000000000148··0000000900000018·R_X86_64_PC64··········000000000000022d·i8Uq_str·-·18
20 000000000000015c··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·420 000000000000015c··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
21 0000000000000170··0000003000000002·R_X86_64_PC32··········00000000000001d8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·421 0000000000000170··0000002800000002·R_X86_64_PC32··········00000000000001d8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·4
22 0000000000000194··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·422 0000000000000194··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
23 00000000000001d4··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·423 00000000000001d4··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
24 0000000000000212··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d824 0000000000000212··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1d8
25 0000000000000241··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·425 0000000000000241··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
26 0000000000000264··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·426 0000000000000264··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
27 00000000000002a3··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e827 00000000000002a3··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e8
28 00000000000002b5··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·428 00000000000002b5··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·4
29 00000000000002c0··0000004500000002·R_X86_64_PC32··········0000000000000000·user_era·-·429 00000000000002c0··0000004700000002·R_X86_64_PC32··········0000000000000000·user_era·-·4
30 00000000000002d6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·19830 00000000000002d6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·198
31 000000000000030a··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·431 000000000000030a··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
32 0000000000000316··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·432 0000000000000316··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
33 0000000000000329··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·26833 0000000000000329··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·268
34 0000000000000341··0000004b00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·434 0000000000000341··0000004b00000004·R_X86_64_PLT32·········0000000000000000·stg_gc_unbx_r1·-·4
35 0000000000000350··0000000a00000018·R_X86_64_PC64··········0000000000000294·i8VR_str·-·2035 0000000000000350··0000000a00000018·R_X86_64_PC64··········0000000000000294·i8VR_str·-·20
36 0000000000000358··0000000b00000018·R_X86_64_PC64··········000000000000029f·i8VS_str·-·1836 0000000000000358··0000000b00000018·R_X86_64_PC64··········000000000000029f·i8VS_str·-·18
37 000000000000036c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1f437 000000000000036c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1f4
38 000000000000037c··0000003800000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·438 000000000000037c··0000002e00000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
39 00000000000003a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1f439 00000000000003a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1f4
40 00000000000003de··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·3a840 00000000000003de··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·3a8
41 0000000000000409··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·441 0000000000000409··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
42 000000000000041d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·47842 000000000000041d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·478
43 000000000000044f··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·443 000000000000044f··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
44 0000000000000474··0000003000000002·R_X86_64_PC32··········00000000000001d8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·444 0000000000000474··0000002800000002·R_X86_64_PC32··········00000000000001d8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·4
45 00000000000004a0··0000000c00000018·R_X86_64_PC64··········0000000000000303·i8WC_str·-·2045 00000000000004a0··0000000c00000018·R_X86_64_PC64··········0000000000000303·i8WC_str·-·20
46 00000000000004a8··0000000d00000018·R_X86_64_PC64··········000000000000030e·i8WD_str·-·1846 00000000000004a8··0000000d00000018·R_X86_64_PC64··········000000000000030e·i8WD_str·-·18
47 00000000000004bc··0000003800000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·447 00000000000004bc··0000002e00000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
48 00000000000004d1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·51848 00000000000004d1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·518
49 0000000000000514··0000003800000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·449 0000000000000514··0000002e00000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
50 0000000000000527··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·57050 0000000000000527··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·570
51 000000000000056c··0000003800000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·451 000000000000056c··0000002e00000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
52 000000000000058e··0000003400000002·R_X86_64_PC32··········0000000000000248·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl_closure·-·452 000000000000058e··0000003c00000002·R_X86_64_PC32··········0000000000000248·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl_closure·-·4
53 00000000000005a0··0000000e00000018·R_X86_64_PC64··········0000000000000374·i8Xn_str·-·2053 00000000000005a0··0000000e00000018·R_X86_64_PC64··········0000000000000374·i8Xn_str·-·20
54 00000000000005a8··0000000f00000018·R_X86_64_PC64··········000000000000037f·i8Xo_str·-·1854 00000000000005a8··0000000f00000018·R_X86_64_PC64··········000000000000037f·i8Xo_str·-·18
55 00000000000005bc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·26455 00000000000005bc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·264
56 00000000000005d1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·61856 00000000000005d1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·618
57 0000000000000614··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·26457 0000000000000614··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·264
58 000000000000062f··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·18458 000000000000062f··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·184
59 0000000000000644··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b559 0000000000000644··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b5
60 0000000000000653··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·69860 0000000000000653··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·698
61 0000000000000694··0000003800000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·461 0000000000000694··0000002e00000002·R_X86_64_PC32··········0000000000000228·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
62 00000000000006b6··0000003900000002·R_X86_64_PC32··········0000000000000298·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc_closure·-·462 00000000000006b6··0000004900000002·R_X86_64_PC32··········0000000000000298·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc_closure·-·4
63 00000000000006c0··0000001000000018·R_X86_64_PC64··········00000000000003db·i8YB_str·-·2063 00000000000006c0··0000001000000018·R_X86_64_PC64··········00000000000003db·i8YB_str·-·20
64 00000000000006c8··0000001100000018·R_X86_64_PC64··········00000000000003e3·i8YC_str·-·1864 00000000000006c8··0000001100000018·R_X86_64_PC64··········00000000000003e3·i8YC_str·-·18
65 00000000000006dc··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·465 00000000000006dc··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
66 00000000000006e5··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·566 00000000000006e5··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·5
67 00000000000006f8··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·467 00000000000006f8··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·4
68 000000000000072b··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·468 000000000000072b··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
69 0000000000000738··0000001200000018·R_X86_64_PC64··········000000000000043f·i8YD_str·-·2069 0000000000000738··0000001200000018·R_X86_64_PC64··········000000000000043f·i8YD_str·-·20
70 0000000000000740··0000001300000018·R_X86_64_PC64··········000000000000044b·i8YE_str·-·1870 0000000000000740··0000001300000018·R_X86_64_PC64··········000000000000044b·i8YE_str·-·18
71 0000000000000754··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·471 0000000000000754··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
72 0000000000000768··0000001f00000002·R_X86_64_PC32··········00000000000002b8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·472 0000000000000768··0000004a00000002·R_X86_64_PC32··········00000000000002b8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·4
73 000000000000078c··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·473 000000000000078c··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
74 00000000000007cc··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·474 00000000000007cc··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
75 00000000000007f9··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·7d075 00000000000007f9··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·7d0
76 000000000000081e··0000002400000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·476 000000000000081e··0000002c00000004·R_X86_64_PLT32·········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_info·-·4
77 0000000000000844··0000002700000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·477 0000000000000844··0000003200000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
78 0000000000000883··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·6e078 0000000000000883··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·6e0
79 0000000000000895··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·479 0000000000000895··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·4
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90 000000000000097c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·2d490 000000000000097c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·2d4
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95 0000000000000a24··0000001f00000002·R_X86_64_PC32··········00000000000002b8·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·495 0000000000000a24··0000004a00000002·R_X86_64_PC32··········00000000000002b8·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·4
96 0000000000000a50··0000001600000018·R_X86_64_PC64··········0000000000000523·i90y_str·-·2096 0000000000000a50··0000001600000018·R_X86_64_PC64··········0000000000000523·i90y_str·-·20
97 0000000000000a58··0000001700000018·R_X86_64_PC64··········000000000000052e·i90z_str·-·1897 0000000000000a58··0000001700000018·R_X86_64_PC64··········000000000000052e·i90z_str·-·18
98 0000000000000a6c··0000002300000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·498 0000000000000a6c··0000002d00000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
99 0000000000000a81··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ac899 0000000000000a81··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ac8
100 0000000000000ac4··0000002300000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4100 0000000000000ac4··0000002d00000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
101 0000000000000ad7··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b20101 0000000000000ad7··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b20
102 0000000000000b1c··0000002300000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4102 0000000000000b1c··0000002d00000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
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106 0000000000000b6c··0000002300000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4106 0000000000000b6c··0000002d00000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
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109 0000000000000bdf··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b5109 0000000000000bdf··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·1b5
110 0000000000000bee··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c30110 0000000000000bee··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c30
111 0000000000000c2c··0000002300000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4111 0000000000000c2c··0000002d00000002·R_X86_64_PC32··········0000000000000308·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
112 0000000000000c4e··0000002000000002·R_X86_64_PC32··········0000000000000348·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc1_closure·-·4112 0000000000000c4e··0000003400000002·R_X86_64_PC32··········0000000000000348·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc1_closure·-·4
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115 0000000000000c74··0000002000000002·R_X86_64_PC32··········0000000000000348·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc1_closure·-·4115 0000000000000c74··0000003400000002·R_X86_64_PC32··········0000000000000348·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc1_closure·-·4
116 0000000000000c7d··0000003d00000002·R_X86_64_PC32··········0000000000000000·era·-·5116 0000000000000c7d··0000003f00000002·R_X86_64_PC32··········0000000000000000·era·-·5
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118 0000000000000cd2··0000004600000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4118 0000000000000cd2··0000004800000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
119 0000000000000ce3··000000330000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0119 0000000000000ce3··0000003a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
120 0000000000000d0b··0000004a00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_HPC_cc·-·4120 0000000000000d0b··0000002500000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalWordPower_HPC_cc·-·4
121 0000000000000d1c··0000004000000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4121 0000000000000d1c··0000004300000004·R_X86_64_PLT32·········0000000000000000·pushCostCentre·-·4
122 0000000000000d32··0000002000000002·R_X86_64_PC32··········0000000000000348·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc1_closure·-·2122 0000000000000d32··0000003400000002·R_X86_64_PC32··········0000000000000348·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc1_closure·-·2
123 0000000000000d3b··0000002c00000004·R_X86_64_PLT32·········0000000000000000·stg_ap_0_fast·-·4123 0000000000000d3b··0000003600000004·R_X86_64_PLT32·········0000000000000000·stg_ap_0_fast·-·4
124 0000000000000d50··0000001c00000018·R_X86_64_PC64··········0000000000000671·i92f_str·-·20124 0000000000000d50··0000001c00000018·R_X86_64_PC64··········0000000000000671·i92f_str·-·20
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126 0000000000000d6c··0000003900000002·R_X86_64_PC32··········0000000000000298·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc_closure·-·4126 0000000000000d6c··0000004900000002·R_X86_64_PC32··········0000000000000298·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc_closure·-·4
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Offset 3, 39 lines modifiedOffset 3, 39 lines modified
3 src/Math/NumberTheory/Powers/Natural.hs:35:1-183 src/Math/NumberTheory/Powers/Natural.hs:35:1-18
4 naturalWordPower4 naturalWordPower
5 Math.NumberTheory.Powers.Natural5 Math.NumberTheory.Powers.Natural
6 src/Math/NumberTheory/Powers/Natural.hs:40:1-226 src/Math/NumberTheory/Powers/Natural.hs:40:1-22
7 Math.NumberTheory.Powers.Natural7 Math.NumberTheory.Powers.Natural
8 <entire-module>8 <entire-module>
9 Math.NumberTheory.Powers.Natural9 Math.NumberTheory.Powers.Natural
10 integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ10 integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
11 Negative·exponent11 Negative·exponent
12 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.lvl2_r8Ro>12 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.lvl2_r8Ro>
13 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.sat_s8Rx>13 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.sat_s8Rx>
14 ->>>Natural14 ->>>Natural
15 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImplAcc_r8Rf>15 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImplAcc_r8Rf>
16 ->>Natural16 ->>Natural
17 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImpl_r8R8>17 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImpl_r8R8>
18 ->>Natural18 ->>Natural
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20 ->>Natural20 ->>Natural
21 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$s^_r8R6>21 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$s^_r8R6>
22 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.sat_s8RZ>22 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.sat_s8RZ>
23 ->>>Natural23 ->>>Natural
24 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImplAcc1_r8Rh>24 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImplAcc1_r8Rh>
25 ->>Natural25 ->>Natural
26 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImpl1_r8Rb>26 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImpl1_r8Rb>
27 ->>Natural27 ->>Natural
28 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$s^_$spowImpl1_r8Ra>28 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$s^_$spowImpl1_r8Ra>
29 ->>Natural29 ->>Natural
30 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$s^1_r8R9>30 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$s^1_r8R9>
31 ->>Natural31 ->>Natural
32 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.naturalWordPower_r8LM>32 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.naturalWordPower_r8LM>
33 ->>Natural33 ->>Natural
34 <integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.naturalPower_r8LL>34 <integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.naturalPower_r8LL>
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Offset 54, 62 lines modifiedOffset 54, 62 lines modified
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62 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure 
63 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc1_closure 
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 73 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes
 74 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl1_info
67 ghczmbignum_GHCziNumziNatural_naturalMul_info75 ghczmbignum_GHCziNumziNatural_naturalMul_info
 76 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure
 77 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure
68 stg_unpack_cstring_info78 stg_unpack_cstring_info
69 registerCcsList79 registerCcsList
 80 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_closure
70 ghczmbignum_GHCziNumziNatural_naturalMul_closure81 ghczmbignum_GHCziNumziNatural_naturalMul_closure
71 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes82 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes
 83 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc1_closure
72 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info84 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info
73 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_CAFs_cc 
74 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_HPC_cc 
75 stg_ap_0_fast85 stg_ap_0_fast
76 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc_info86 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule_closure
 87 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_info
77 stg_SRT_2_info88 stg_SRT_2_info
78 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info 
79 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure 
80 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl1_info 
81 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure 
82 stg_bh_upd_frame_info89 stg_bh_upd_frame_info
83 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl_closure 
84 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info90 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info
85 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_info91 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl_closure
86 CCS_DONT_CARE92 CCS_DONT_CARE
 93 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc1_info
 94 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_init_arr
87 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure 
88 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc_closure 
89 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure 
90 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_init__prof_init95 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_init__prof_init
 96 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc_info
91 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes 
92 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl1_closure 
93 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszczuzdspowImpl_info 
94 pushCostCentre97 pushCostCentre
95 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_init_arr 
96 ghczmprim_GHCziTypes_TrNameS_con_info98 ghczmprim_GHCziTypes_TrNameS_con_info
 99 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure
97 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info100 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info
98 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_info 
99 user_era101 user_era
 102 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdszc_closure
 103 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure
100 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdszc1_info 
101 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure 
102 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalPower_closure 
103 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_naturalWordPower_HPC_cc 
104 stg_gc_unbx_r1104 stg_gc_unbx_r1
105 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdtrModule_closure 
106 registerCcList105 registerCcList
107 ghczmprim_GHCziTypes_Module_con_info106 ghczmprim_GHCziTypes_Module_con_info
108 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure107 ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_closure
 108 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_naturalPower_HPC_cc
109 .shstrtab109 .shstrtab
110 .rela.text110 .rela.text
111 .rela.eh_frame111 .rela.eh_frame
112 .rela.data112 .rela.data
113 .note.GNU-stack113 .note.GNU-stack
114 .rodata.str114 .rodata.str
115 .rela.init_array115 .rela.init_array
50.1 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 59 lines modifiedOffset 1, 59 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x160>:2 0000000000000000·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x160>:
3 »       ...3 »       ...
4 ·R_X86_64_PC64»  i8T4_str-0x204 ·R_X86_64_PC64»  i8T4_str-0x20
5 ·R_X86_64_PC64»  i8T5_str-0x185 ·R_X86_64_PC64»  i8T5_str-0x18
6 »       adc····$0x0,%eax6 »       adc····$0x0,%eax
7 ·R_X86_64_PC32»  .data+0x1547 ·R_X86_64_PC32»  .data+0x154
8 »       add····%al,(%rax)8 »       add····%al,(%rax)
9 »       add····%cl,-0x77(%rax)9 »       add····%cl,-0x77(%rax)
10 »       fadds··0x3d(%rbx)10 »       fadds··0x3d(%rbx)
11 ·R_X86_64_PC32»  era-0x511 ·R_X86_64_PC32»  era-0x5
12 »       add····%al,(%rax)12 »       add····%al,(%rax)
13 »       jbe····57·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x109>13 »       jbe····57·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x109>
14 »       movabs·$0x1000000000000000,%rcx14 »       movabs·$0x1000000000000000,%rcx
15 »       mov····0x0(%rip),%edx········15 »       mov····0x0(%rip),%edx········
16 ·R_X86_64_PC32»  era-0x416 ·R_X86_64_PC32»  era-0x4
17 »       or·····%rcx,%rdx17 »       or·····%rcx,%rdx
18 »       movabs·$0xfffffffc0000000,%rcx18 »       movabs·$0xfffffffc0000000,%rcx
19 »       mov····0x10(%rax),%rsi19 »       mov····0x10(%rax),%rsi
20 »       and····%rcx,%rsi20 »       and····%rcx,%rsi
21 »       or·····%rdx,%rsi21 »       or·····%rdx,%rsi
22 »       mov····%rsi,0x10(%rax)22 »       mov····%rsi,0x10(%rax)
23 »       lea····-0x20(%rbp),%rcx23 »       lea····-0x20(%rbp),%rcx
24 »       cmp····%r15,%rcx24 »       cmp····%r15,%rcx
25 »       jb·····ba·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xa6>25 »       jb·····ba·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xa6>
26 »       sub····$0x8,%rsp26 »       sub····$0x8,%rsp
27 »       mov····%r13,%rcx27 »       mov····%r13,%rcx
28 »       mov····%rax,%rsi28 »       mov····%rax,%rsi
29 »       mov····%rcx,%rdi29 »       mov····%rcx,%rdi
30 »       mov····%rax,%rcx30 »       mov····%rax,%rcx
31 »       xor····%eax,%eax31 »       xor····%eax,%eax
32 »       mov····%rcx,%r1432 »       mov····%rcx,%r14
33 »       call···7a·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xe6>33 »       call···7a·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xe6>
34 ·R_X86_64_PLT32» newCAF-0x434 ·R_X86_64_PLT32» newCAF-0x4
35 »       add····$0x8,%rsp35 »       add····$0x8,%rsp
36 »       test···%rax,%rax36 »       test···%rax,%rax
37 »       je·····b5·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xab>37 »       je·····b5·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xab>
38 »       movq···$0x0,-0x20(%rbp)38 »       movq···$0x0,-0x20(%rbp)
39 ·R_X86_64_32S»   stg_bh_upd_frame_info39 ·R_X86_64_32S»   stg_bh_upd_frame_info
40 »       mov····%rax,-0x8(%rbp)40 »       mov····%rax,-0x8(%rbp)
41 »       mov····0x360(%r13),%rax41 »       mov····0x360(%r13),%rax
42 »       mov····%rax,-0x18(%rbp)42 »       mov····%rax,-0x18(%rbp)
43 »       mov····0x8(%rbx),%rax43 »       mov····0x8(%rbx),%rax
44 »       mov····%rax,0x360(%r13)44 »       mov····%rax,0x360(%r13)
45 »       lea····0x0(%rip),%r14········45 »       lea····0x0(%rip),%r14········
46 ·R_X86_64_PC32»  .data+0x11c46 ·R_X86_64_PC32»  .data+0x11c
47 »       add····$0xffffffffffffffe0,%rbp47 »       add····$0xffffffffffffffe0,%rbp
48 »       jmp····b5·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xab>48 »       jmp····b5·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0xab>
49 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x449 ·R_X86_64_PLT32» ghczminternal_GHCziInternalziErr_errorWithoutStackTrace_info-0x4
50 »       mov····(%r14),%rax50 »       mov····(%r14),%rax
51 »       jmp····*%rax51 »       jmp····*%rax
52 »       mov····%rax,%rbx52 »       mov····%rax,%rbx
53 »       jmp····*-0x10(%r13)53 »       jmp····*-0x10(%r13)
54 »       nopl···0x0(%rax)54 »       nopl···0x0(%rax)
55 »       ...55 »       ...
Offset 67, 50 lines modifiedOffset 67, 50 lines modified
67 »       add····%al,(%rax)67 »       add····%al,(%rax)
68 »       add····%al,(%rax)68 »       add····%al,(%rax)
69 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x469 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
70 »       add····%al,(%rax)70 »       add····%al,(%rax)
71 »       mov····%rbx,%rax71 »       mov····%rbx,%rax
72 »       cmpl···$0x0,0x0(%rip)········72 »       cmpl···$0x0,0x0(%rip)········
73 ·R_X86_64_PC32»  era-0x573 ·R_X86_64_PC32»  era-0x5
74 »       jbe····11f·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x41>74 »       jbe····11f·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x41>
75 »       movabs·$0x1000000000000000,%rcx75 »       movabs·$0x1000000000000000,%rcx
76 »       mov····0x0(%rip),%edx········76 »       mov····0x0(%rip),%edx········
77 ·R_X86_64_PC32»  era-0x477 ·R_X86_64_PC32»  era-0x4
78 »       or·····%rcx,%rdx78 »       or·····%rcx,%rdx
79 »       movabs·$0xfffffffc0000000,%rcx79 »       movabs·$0xfffffffc0000000,%rcx
80 »       mov····0x10(%rax),%rsi80 »       mov····0x10(%rax),%rsi
81 »       and····%rcx,%rsi81 »       and····%rcx,%rsi
82 »       or·····%rdx,%rsi82 »       or·····%rdx,%rsi
83 »       mov····%rsi,0x10(%rax)83 »       mov····%rsi,0x10(%rax)
84 »       mov····0x8(%rbx),%rbx84 »       mov····0x8(%rbx),%rbx
85 »       mov····%rbx,0x360(%r13)85 »       mov····%rbx,0x360(%r13)
86 »       mov····0x28(%rax),%rsi86 »       mov····0x28(%rax),%rsi
87 »       mov····0x20(%rax),%r1487 »       mov····0x20(%rax),%r14
88 »       jmp····137·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x29>88 »       jmp····137·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x29>
89 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x489 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
90 »       nop90 »       nop
91 »       adc····$0x3000000,%eax91 »       adc····$0x3000000,%eax
92 »       ...92 »       ...
93 ·R_X86_64_PC64»  i8Up_str-0x2093 ·R_X86_64_PC64»  i8Up_str-0x20
94 ·R_X86_64_PC64»  i8Uq_str-0x1894 ·R_X86_64_PC64»  i8Uq_str-0x18
95 »       add····%al,(%rax)95 »       add····%al,(%rax)
96 »       add····%cl,(%rsi)96 »       add····%cl,(%rsi)
97 »       add····%al,(%rax)97 »       add····%al,(%rax)
98 »       add····%al,(%rax)98 »       add····%al,(%rax)
99 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x499 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
100 »       add····%al,(%rax)100 »       add····%al,(%rax)
101 »       ...101 »       ...
  
102 0000000000000160·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info>:102 0000000000000160·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info>:
103 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info():103 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info():
104 »       lea····-0x20(%rbp),%rax104 »       lea····-0x20(%rbp),%rax
105 »       cmp····%r15,%rax105 »       cmp····%r15,%rax
106 »       jae····1f2·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x92>106 »       jae····1f2·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x92>
107 »       lea····0x0(%rip),%rbx········107 »       lea····0x0(%rip),%rbx········
108 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure-0x4108 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure-0x4
109 »       jmp····*-0x8(%r13)109 »       jmp····*-0x8(%r13)
110 »       ...110 »       ...
111 »       addl···$0x0,(%rcx)111 »       addl···$0x0,(%rcx)
112 »       add····%al,(%rax)112 »       add····%al,(%rax)
113 »       add····%al,(%rax)113 »       add····%al,(%rax)
114 »       add····%bl,(%rsi)114 »       add····%bl,(%rsi)
115 »       add····%al,(%rax)115 »       add····%al,(%rax)
Offset 121, 15 lines modifiedOffset 121, 15 lines modified
121 »       adc····%r9b,-0x77(%r9)121 »       adc····%r9b,-0x77(%r9)
122 »       test···%esp,0x3(%rax)122 »       test···%esp,0x3(%rax)
123 »       add····%al,(%rax)123 »       add····%al,(%rax)
124 »       mov····0x8(%rbp),%rdi124 »       mov····0x8(%rbp),%rdi
125 »       mov····0x18(%rbp),%rsi125 »       mov····0x18(%rbp),%rsi
126 »       add····$0x20,%rbp126 »       add····$0x20,%rbp
127 »       mov····%rbx,%r14127 »       mov····%rbx,%r14
128 »       jmp····1f2·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x92>128 »       jmp····1f2·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x92>
129 »       nopl···0x0(%rax)129 »       nopl···0x0(%rax)
130 »       ...130 »       ...
131 »       rex.XB·add·%eax,(%r8)131 »       rex.XB·add·%eax,(%r8)
132 »       add····%al,(%rax)132 »       add····%al,(%rax)
133 »       add····%al,(%rax)133 »       add····%al,(%rax)
134 »       add····%bl,(%rsi)134 »       add····%bl,(%rsi)
135 »       add····%al,(%rax)135 »       add····%al,(%rax)
Offset 148, 51 lines modifiedOffset 148, 51 lines modified
Max diff block lines reached; 45094/51146 bytes (88.17%) of diff not shown.
3.68 KB
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 6, 36 lines modifiedOffset 6, 36 lines modified
6 ··[····5e]··naturalWordPower6 ··[····5e]··naturalWordPower
7 ··[····6f]··Math.NumberTheory.Powers.Natural7 ··[····6f]··Math.NumberTheory.Powers.Natural
8 ··[····90]··src/Math/NumberTheory/Powers/Natural.hs:40:1-228 ··[····90]··src/Math/NumberTheory/Powers/Natural.hs:40:1-22
9 ··[····c0]··CAF9 ··[····c0]··CAF
10 ··[····c4]··Math.NumberTheory.Powers.Natural10 ··[····c4]··Math.NumberTheory.Powers.Natural
11 ··[····e5]··<entire-module>11 ··[····e5]··<entire-module>
12 ··[····f5]··Math.NumberTheory.Powers.Natural12 ··[····f5]··Math.NumberTheory.Powers.Natural
13 ··[···116]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ13 ··[···116]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
14 ··[···146]··Negative·exponent14 ··[···146]··Negative·exponent
15 ··[···158]··Natural15 ··[···158]··Natural
16 ··[···160]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.lvl2_r8Ro>16 ··[···160]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.lvl2_r8Ro>
17 ··[···1bd]··Natural17 ··[···1bd]··Natural
18 ··[···1c5]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.sat_s8Rx>18 ··[···1c5]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.sat_s8Rx>
19 ··[···221]··->>>Natural19 ··[···221]··->>>Natural
20 ··[···22d]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImplAcc_r8Rf>20 ··[···22d]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImplAcc_r8Rf>
21 ··[···294]··->>Natural21 ··[···294]··->>Natural
22 ··[···29f]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImpl_r8R8>22 ··[···29f]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImpl_r8R8>
23 ··[···303]··->>Natural23 ··[···303]··->>Natural
24 ··[···30e]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$s^_$spowImpl_r8R7>24 ··[···30e]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$s^_$spowImpl_r8R7>
25 ··[···374]··->>Natural25 ··[···374]··->>Natural
26 ··[···37f]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$s^_r8R6>26 ··[···37f]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$s^_r8R6>
27 ··[···3db]··Natural27 ··[···3db]··Natural
28 ··[···3e3]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.sat_s8RZ>28 ··[···3e3]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.sat_s8RZ>
29 ··[···43f]··->>>Natural29 ··[···43f]··->>>Natural
30 ··[···44b]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImplAcc1_r8Rh>30 ··[···44b]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImplAcc1_r8Rh>
31 ··[···4b3]··->>Natural31 ··[···4b3]··->>Natural
32 ··[···4be]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$w$spowImpl1_r8Rb>32 ··[···4be]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$w$spowImpl1_r8Rb>
33 ··[···523]··->>Natural33 ··[···523]··->>Natural
34 ··[···52e]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$s^_$spowImpl1_r8Ra>34 ··[···52e]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$s^_$spowImpl1_r8Ra>
35 ··[···595]··->>Natural35 ··[···595]··->>Natural
36 ··[···5a0]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.$s^1_r8R9>36 ··[···5a0]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.$s^1_r8R9>
37 ··[···5fd]··->>Natural37 ··[···5fd]··->>Natural
38 ··[···608]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.naturalWordPower_r8LM>38 ··[···608]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.naturalWordPower_r8LM>
39 ··[···671]··->>Natural39 ··[···671]··->>Natural
40 ··[···67c]··<integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ:Math.NumberTheory.Powers.Natural.naturalPower_r8LL>40 ··[···67c]··<integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g:Math.NumberTheory.Powers.Natural.naturalPower_r8LL>
  
32.2 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 12, 249 lines modifiedOffset 12, 251 lines modified
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13 ··0x000000a0·74720069·3930795f·73747200·6939307a·tr.i90y_str.i90z13 ··0x000000a0·74720069·3930795f·73747200·6939307a·tr.i90y_str.i90z
14 ··0x000000b0·5f737472·00693931·635f7374·72006939·_str.i91c_str.i914 ··0x000000b0·5f737472·00693931·635f7374·72006939·_str.i91c_str.i9
15 ··0x000000c0·31645f73·74720069·3931475f·73747200·1d_str.i91G_str.15 ··0x000000c0·31645f73·74720069·3931475f·73747200·1d_str.i91G_str.
16 ··0x000000d0·69393148·5f737472·00693932·665f7374·i91H_str.i92f_st16 ··0x000000d0·69393148·5f737472·00693932·665f7374·i91H_str.i92f_st
17 ··0x000000e0·72006939·32675f73·74720069·6e746567·r.i92g_str.integ17 ··0x000000e0·72006939·32675f73·74720069·6e746567·r.i92g_str.integ
18 ··0x000000f0·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm18 ··0x000000f0·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
19 ··0x00000100·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
20 ··0x00000110·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_19 ··0x00000100·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 20 ··0x00000110·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
21 ··0x00000120·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo21 ··0x00000120·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
22 ··0x00000130·72797a69·506f7765·72737a69·4e617475·ryziPowersziNatu22 ··0x00000130·6f72797a·69506f77·6572737a·694e6174·oryziPowersziNat
23 ··0x00000140·72616c5f·43414673·5f63635f·63637300·ral_CAFs_cc_ccs. 
24 ··0x00000150·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit 
25 ··0x00000160·686d737a·6d317a69·307a6934·7a6d4166·hmszm1zi0zi4zmAf 
26 ··0x00000170·626f414b·58417337·614b3748·6a315263·boAKXAs7aK7Hj1Rc 
27 ··0x00000180·75646b4a·5f4d6174·687a694e·756d6265·udkJ_MathziNumbe 
28 ··0x00000190·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz 
29 ··0x000001a0·694e6174·7572616c·5f7a6477·7a647370·iNatural_zdwzdsp23 ··0x00000140·7572616c·5f7a6477·7a647370·6f77496d·ural_zdwzdspowIm
30 ··0x000001b0·6f77496d·706c4163·63315f63·6c6f7375·owImplAcc1_closu24 ··0x00000150·706c4163·635f696e·666f0069·6e746567·plAcc_info.integ
 25 ··0x00000160·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
 26 ··0x00000170·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 27 ··0x00000180·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
 28 ··0x00000190·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
 29 ··0x000001a0·6f72797a·69506f77·6572737a·694e6174·oryziPowersziNat
 30 ··0x000001b0·7572616c·5f434146·735f6363·5f636373·ural_CAFs_cc_ccs
31 ··0x000001c0·72650069·6e746567·65727a6d·6c6f6761·re.integerzmloga31 ··0x000001c0·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
32 ··0x000001d0·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z32 ··0x000001d0·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
33 ··0x000001e0·6d416662·6f414b58·41733761·4b37486a·mAfboAKXAs7aK7Hj 
34 ··0x000001f0·31526375·646b4a5f·4d617468·7a694e75·1RcudkJ_MathziNu33 ··0x000001e0·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
 34 ··0x000001f0·6c455038·32675f4d·6174687a·694e756d·lEP82g_MathziNum
35 ··0x00000200·6d626572·5468656f·72797a69·506f7765·mberTheoryziPowe35 ··0x00000200·62657254·68656f72·797a6950·6f776572·berTheoryziPower
36 ··0x00000210·72737a69·4e617475·72616c5f·7a64737a·rsziNatural_zdsz36 ··0x00000210·737a694e·61747572·616c5f6e·61747572·sziNatural_natur
 37 ··0x00000220·616c576f·7264506f·7765725f·636c6f73·alWordPower_clos
37 ··0x00000220·63315f63·6c6f7375·72650069·6e746567·c1_closure.integ 
38 ··0x00000230·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm 
39 ··0x00000240·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
40 ··0x00000250·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_ 
41 ··0x00000260·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo 
42 ··0x00000270·72797a69·506f7765·72737a69·4e617475·ryziPowersziNatu 
43 ··0x00000280·72616c5f·7a64777a·6473706f·77496d70·ral_zdwzdspowImp 
44 ··0x00000290·6c416363·5f696e66·6f006768·637a6d62·lAcc_info.ghczmb 
45 ··0x000002a0·69676e75·6d5f4748·437a694e·756d7a69·ignum_GHCziNumzi 
46 ··0x000002b0·4e617475·72616c5f·4e535f63·6f6e5f69·Natural_NS_con_i 
47 ··0x000002c0·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog38 ··0x00000230·75726500·696e7465·6765727a·6d6c6f67·ure.integerzmlog
48 ··0x000002d0·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi439 ··0x00000240·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi4
49 ··0x000002e0·7a6d4166·626f414b·58417337·614b3748·zmAfboAKXAs7aK7H 
50 ··0x000002f0·6a315263·75646b4a·5f4d6174·687a694e·j1RcudkJ_MathziN40 ··0x00000250·7a6d334f·63644135·4e333453·47365a5a·zm3OcdA5N34SG6ZZ
 41 ··0x00000260·374e496c·45503832·675f4d61·74687a69·7NIlEP82g_Mathzi
51 ··0x00000300·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow42 ··0x00000270·4e756d62·65725468·656f7279·7a69506f·NumberTheoryziPo
52 ··0x00000310·6572737a·694e6174·7572616c·5f7a6477·ersziNatural_zdw43 ··0x00000280·77657273·7a694e61·74757261·6c5f4341·wersziNatural_CA
 44 ··0x00000290·46735f63·6300696e·74656765·727a6d6c·Fs_cc.integerzml
 45 ··0x000002a0·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
 46 ··0x000002b0·69347a6d·334f6364·41354e33·34534736·i4zm3OcdA5N34SG6
 47 ··0x000002c0·5a5a374e·496c4550·3832675f·4d617468·ZZ7NIlEP82g_Math
 48 ··0x000002d0·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
 49 ··0x000002e0·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_
 50 ··0x000002f0·7a64777a·6473706f·77496d70·6c5f696e·zdwzdspowImpl_in
 51 ··0x00000300·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga
 52 ··0x00000310·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z
 53 ··0x00000320·6d334f63·6441354e·33345347·365a5a37·m3OcdA5N34SG6ZZ7
 54 ··0x00000330·4e496c45·50383267·5f4d6174·687a694e·NIlEP82g_MathziN
 55 ··0x00000340·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow
 56 ··0x00000350·6572737a·694e6174·7572616c·5f7a6473·ersziNatural_zds
53 ··0x00000320·7a647370·6f77496d·706c315f·636c6f73·zdspowImpl1_clos57 ··0x00000360·7a637a75·7a647370·6f77496d·706c5f69·zczuzdspowImpl_i
 58 ··0x00000370·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog
 59 ··0x00000380·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi4
 60 ··0x00000390·7a6d334f·63644135·4e333453·47365a5a·zm3OcdA5N34SG6ZZ
 61 ··0x000003a0·374e496c·45503832·675f4d61·74687a69·7NIlEP82g_Mathzi
 62 ··0x000003b0·4e756d62·65725468·656f7279·7a69506f·NumberTheoryziPo
 63 ··0x000003c0·77657273·7a694e61·74757261·6c5f6e61·wersziNatural_na
 64 ··0x000003d0·74757261·6c576f72·64506f77·65725f69·turalWordPower_i
 65 ··0x000003e0·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog
54 ··0x00000330·75726500·6768637a·6d626967·6e756d5f·ure.ghczmbignum_ 
55 ··0x00000340·4748437a·694e756d·7a694e61·74757261·GHCziNumziNatura 
56 ··0x00000350·6c5f6e61·74757261·6c4d756c·5f696e66·l_naturalMul_inf 
57 ··0x00000360·6f007374·675f756e·7061636b·5f637374·o.stg_unpack_cst 
58 ··0x00000370·72696e67·5f696e66·6f007265·67697374·ring_info.regist 
59 ··0x00000380·65724363·734c6973·74006768·637a6d62·erCcsList.ghczmb 
60 ··0x00000390·69676e75·6d5f4748·437a694e·756d7a69·ignum_GHCziNumzi 
61 ··0x000003a0·4e617475·72616c5f·6e617475·72616c4d·Natural_naturalM 
62 ··0x000003b0·756c5f63·6c6f7375·72650069·6e746567·ul_closure.integ 
63 ··0x000003c0·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm 
64 ··0x000003d0·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
65 ··0x000003e0·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_ 
66 ··0x000003f0·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo 
67 ··0x00000400·72797a69·506f7765·72737a69·4e617475·ryziPowersziNatu 
68 ··0x00000410·72616c5f·7a647472·4d6f6475·6c65345f·ral_zdtrModule4_ 
69 ··0x00000420·62797465·7300696e·74656765·727a6d6c·bytes.integerzml 
70 ··0x00000430·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z66 ··0x000003f0·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi4
71 ··0x00000440·69347a6d·4166626f·414b5841·7337614b·i4zmAfboAKXAs7aK 
72 ··0x00000450·37486a31·52637564·6b4a5f4d·6174687a·7Hj1RcudkJ_Mathz67 ··0x00000400·7a6d334f·63644135·4e333453·47365a5a·zm3OcdA5N34SG6ZZ
 68 ··0x00000410·374e496c·45503832·675f4d61·74687a69·7NIlEP82g_Mathzi
73 ··0x00000460·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP69 ··0x00000420·4e756d62·65725468·656f7279·7a69506f·NumberTheoryziPo
74 ··0x00000470·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z70 ··0x00000430·77657273·7a694e61·74757261·6c5f6e61·wersziNatural_na
 71 ··0x00000440·74757261·6c576f72·64506f77·65725f48·turalWordPower_H
75 ··0x00000480·64777a64·73706f77·496d706c·315f696e·dwzdspowImpl1_in 
76 ··0x00000490·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga 
77 ··0x000004a0·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z 
78 ··0x000004b0·6d416662·6f414b58·41733761·4b37486a·mAfboAKXAs7aK7Hj 
79 ··0x000004c0·31526375·646b4a5f·4d617468·7a694e75·1RcudkJ_MathziNu 
80 ··0x000004d0·6d626572·5468656f·72797a69·506f7765·mberTheoryziPowe 
81 ··0x000004e0·72737a69·4e617475·72616c5f·43414673·rsziNatural_CAFs 
82 ··0x000004f0·5f636300·696e7465·6765727a·6d6c6f67·_cc.integerzmlog72 ··0x00000450·50435f63·6300696e·74656765·727a6d6c·PC_cc.integerzml
83 ··0x00000500·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi473 ··0x00000460·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
84 ··0x00000510·7a6d4166·626f414b·58417337·614b3748·zmAfboAKXAs7aK7H 
85 ··0x00000520·6a315263·75646b4a·5f4d6174·687a694e·j1RcudkJ_MathziN74 ··0x00000470·69347a6d·334f6364·41354e33·34534736·i4zm3OcdA5N34SG6
 75 ··0x00000480·5a5a374e·496c4550·3832675f·4d617468·ZZ7NIlEP82g_Math
86 ··0x00000530·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow76 ··0x00000490·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
87 ··0x00000540·6572737a·694e6174·7572616c·5f6e6174·ersziNatural_nat77 ··0x000004a0·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_
88 ··0x00000550·7572616c·506f7765·725f4850·435f6363·uralPower_HPC_cc 
89 ··0x00000560·00737467·5f61705f·305f6661·73740069·.stg_ap_0_fast.i78 ··0x000004b0·7a647472·4d6f6475·6c65335f·636c6f73·zdtrModule3_clos
 79 ··0x000004c0·75726500·6768637a·6d626967·6e756d5f·ure.ghczmbignum_
 80 ··0x000004d0·4748437a·694e756d·7a694e61·74757261·GHCziNumziNatura
 81 ··0x000004e0·6c5f4e53·5f636f6e·5f696e66·6f00696e·l_NS_con_info.in
90 ··0x00000570·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith82 ··0x000004f0·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm
91 ··0x00000580·6d737a6d·317a6930·7a69347a·6d416662·mszm1zi0zi4zmAfb83 ··0x00000500·737a6d31·7a69307a·69347a6d·334f6364·szm1zi0zi4zm3Ocd
92 ··0x00000590·6f414b58·41733761·4b37486a·31526375·oAKXAs7aK7Hj1Rcu84 ··0x00000510·41354e33·34534736·5a5a374e·496c4550·A5N34SG6ZZ7NIlEP
93 ··0x000005a0·646b4a5f·4d617468·7a694e75·6d626572·dkJ_MathziNumber85 ··0x00000520·3832675f·4d617468·7a694e75·6d626572·82g_MathziNumber
94 ··0x000005b0·5468656f·72797a69·506f7765·72737a69·TheoryziPowerszi86 ··0x00000530·5468656f·72797a69·506f7765·72737a69·TheoryziPowerszi
95 ··0x000005c0·4e617475·72616c5f·7a64737a·635f696e·Natural_zdszc_in87 ··0x00000540·4e617475·72616c5f·7a64777a·6473706f·Natural_zdwzdspo
96 ··0x000005d0·666f0073·74675f53·52545f32·5f696e66·fo.stg_SRT_2_inf88 ··0x00000550·77496d70·6c416363·5f636c6f·73757265·wImplAcc_closure
97 ··0x000005e0·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar89 ··0x00000560·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
98 ··0x000005f0·6974686d·737a6d31·7a69307a·69347a6d·ithmszm1zi0zi4zm90 ··0x00000570·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
99 ··0x00000600·4166626f·414b5841·7337614b·37486a31·AfboAKXAs7aK7Hj1 
100 ··0x00000610·52637564·6b4a5f4d·6174687a·694e756d·RcudkJ_MathziNum91 ··0x00000580·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
 92 ··0x00000590·6c455038·32675f4d·6174687a·694e756d·lEP82g_MathziNum
Max diff block lines reached; 0/32894 bytes (0.00%) of diff not shown.
25.3 KB
Compat.p_o
877 B
readelf --wide --file-header {}
    
Offset 6, 15 lines modifiedOffset 6, 15 lines modified
6 ··OS/ABI:····························UNIX·-·System·V6 ··OS/ABI:····························UNIX·-·System·V
7 ··ABI·Version:·······················07 ··ABI·Version:·······················0
8 ··Type:······························REL·(Relocatable·file)8 ··Type:······························REL·(Relocatable·file)
9 ··Machine:···························Advanced·Micro·Devices·X86-649 ··Machine:···························Advanced·Micro·Devices·X86-64
10 ··Version:···························0x110 ··Version:···························0x1
11 ··Entry·point·address:···············0x011 ··Entry·point·address:···············0x0
12 ··Start·of·program·headers:··········0·(bytes·into·file)12 ··Start·of·program·headers:··········0·(bytes·into·file)
13 ··Start·of·section·headers:··········2704·(bytes·into·file)13 ··Start·of·section·headers:··········2712·(bytes·into·file)
14 ··Flags:·····························0x014 ··Flags:·····························0x0
15 ··Size·of·this·header:···············64·(bytes)15 ··Size·of·this·header:···············64·(bytes)
16 ··Size·of·program·headers:···········0·(bytes)16 ··Size·of·program·headers:···········0·(bytes)
17 ··Number·of·program·headers:·········017 ··Number·of·program·headers:·········0
18 ··Size·of·section·headers:···········64·(bytes)18 ··Size·of·section·headers:···········64·(bytes)
19 ··Number·of·section·headers:·········1519 ··Number·of·section·headers:·········15
20 ··Section·header·string·table·index:·1420 ··Section·header·string·table·index:·14
2.4 KB
readelf --wide --sections {}
    
Offset 1, 24 lines modifiedOffset 1, 24 lines modified
1 There·are·15·section·headers,·starting·at·offset·0xa90:1 There·are·15·section·headers,·starting·at·offset·0xa98:
  
2 Section·Headers:2 Section·Headers:
3 ··[Nr]·Name··············Type············Address··········Off····Size···ES·Flg·Lk·Inf·Al3 ··[Nr]·Name··············Type············Address··········Off····Size···ES·Flg·Lk·Inf·Al
4 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··04 ··[·0]···················NULL············0000000000000000·000000·000000·00······0···0··0
5 ··[·1]·.text·············PROGBITS········0000000000000000·000040·00001c·00··AX··0···0·165 ··[·1]·.text·············PROGBITS········0000000000000000·000040·00001c·00··AX··0···0·16
6 ··[·2]·.rela.text········RELA············0000000000000000·000808·000060·18···I·12···1··86 ··[·2]·.rela.text········RELA············0000000000000000·000810·000060·18···I·12···1··8
7 ··[·3]·.eh_frame·········PROGBITS········0000000000000000·000060·000030·00···A··0···0··87 ··[·3]·.eh_frame·········PROGBITS········0000000000000000·000060·000030·00···A··0···0··8
8 ··[·4]·.rela.eh_frame····RELA············0000000000000000·000868·000018·18···I·12···3··88 ··[·4]·.rela.eh_frame····RELA············0000000000000000·000870·000018·18···I·12···3··8
9 ··[·5]·.data·············PROGBITS········0000000000000000·000090·000130·00··WA··0···0·169 ··[·5]·.data·············PROGBITS········0000000000000000·000090·000130·00··WA··0···0·16
10 ··[·6]·.rela.data········RELA············0000000000000000·000880·000180·18···I·12···5··810 ··[·6]·.rela.data········RELA············0000000000000000·000888·000180·18···I·12···5··8
11 ··[·7]·.bss··············NOBITS··········0000000000000000·0001c0·000000·00··WA··0···0··111 ··[·7]·.bss··············NOBITS··········0000000000000000·0001c0·000000·00··WA··0···0··1
12 ··[·8]·.note.GNU-stack···PROGBITS········0000000000000000·0001c0·000000·00······0···0··112 ··[·8]·.note.GNU-stack···PROGBITS········0000000000000000·0001c0·000000·00······0···0··1
13 ··[·9]·.rodata.str·······PROGBITS········0000000000000000·0001c0·000080·01·AMS··0···0··113 ··[·9]·.rodata.str·······PROGBITS········0000000000000000·0001c0·000080·01·AMS··0···0··1
14 ··[10]·.init_array·······INIT_ARRAY······0000000000000000·000240·000008·08··WA··0···0··814 ··[10]·.init_array·······INIT_ARRAY······0000000000000000·000240·000008·08··WA··0···0··8
15 ··[11]·.rela.init_array··RELA············0000000000000000·000a00·000018·18···I·12··10··815 ··[11]·.rela.init_array··RELA············0000000000000000·000a08·000018·18···I·12··10··8
16 ··[12]·.symtab···········SYMTAB··········0000000000000000·000248·0001b0·18·····13···4··816 ··[12]·.symtab···········SYMTAB··········0000000000000000·000248·0001b0·18·····13···4··8
17 ··[13]·.strtab···········STRTAB··········0000000000000000·0003f8·00040b·00······0···0··117 ··[13]·.strtab···········STRTAB··········0000000000000000·0003f8·000414·00······0···0··1
18 ··[14]·.shstrtab·········STRTAB··········0000000000000000·000a18·000072·00······0···0··118 ··[14]·.shstrtab·········STRTAB··········0000000000000000·000a20·000072·00······0···0··1
19 Key·to·Flags:19 Key·to·Flags:
20 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),20 ··W·(write),·A·(alloc),·X·(execute),·M·(merge),·S·(strings),·I·(info),
21 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),21 ··L·(link·order),·O·(extra·OS·processing·required),·G·(group),·T·(TLS),
22 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),22 ··C·(compressed),·x·(unknown),·o·(OS·specific),·E·(exclude),
23 ··D·(mbind),·l·(large),·p·(processor·specific)23 ··D·(mbind),·l·(large),·p·(processor·specific)
3.84 KB
readelf --wide --symbols {}
    
Offset 1, 21 lines modifiedOffset 1, 21 lines modified
  
1 Symbol·table·'.symtab'·contains·18·entries:1 Symbol·table·'.symtab'·contains·18·entries:
2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name2 ···Num:····Value··········Size·Type····Bind···Vis······Ndx·Name
3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·3 ·····0:·0000000000000000·····0·NOTYPE··LOCAL··DEFAULT··UND·
4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text4 ·····1:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····1·.text
5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····5·.data5 ·····2:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····5·.data
6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····9·.rodata.str6 ·····3:·0000000000000000·····0·SECTION·LOCAL··DEFAULT····9·.rodata.str
7 ·····4:·00000000000000a0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure7 ·····4:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure
8 ·····5:·0000000000000040·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_CAFs_cc_ccs8 ·····5:·0000000000000040·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_CAFs_cc_ccs
9 ·····6:·0000000000000050·····0·OBJECT··GLOBAL·DEFAULT····9·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes9 ·····6:·0000000000000050·····0·OBJECT··GLOBAL·DEFAULT····9·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
10 ·····7:·0000000000000032·····0·OBJECT··GLOBAL·DEFAULT····9·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes 
11 ·····8:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcsList10 ·····7:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcsList
12 ·····9:·00000000000000e0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure11 ·····8:·0000000000000032·····0·OBJECT··GLOBAL·DEFAULT····9·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes
13 ····10:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·CCS_DONT_CARE 
14 ····11:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT···10·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init_arr 
15 ····12:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure12 ·····9:·00000000000000a0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure
16 ····13:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_CAFs_cc13 ····10:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_CAFs_cc
17 ····14:·0000000000000000····28·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init__prof_init14 ····11:·0000000000000000····28·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init__prof_init
 15 ····12:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT···10·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init_arr
 16 ····13:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·CCS_DONT_CARE
 17 ····14:·00000000000000e0·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure
18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_TrNameS_con_info
19 ····16:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcList19 ····16:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·registerCcList
20 ····17:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info20 ····17:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Module_con_info
5.55 KB
readelf --wide --relocs {}
    
Offset 1, 34 lines modifiedOffset 1, 34 lines modified
  
1 Relocation·section·'.rela.text'·at·offset·0x808·contains·4·entries:1 Relocation·section·'.rela.text'·at·offset·0x810·contains·4·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 0000000000000005··000000020000000a·R_X86_64_32············0000000000000000·.data·+·1203 0000000000000005··000000020000000a·R_X86_64_32············0000000000000000·.data·+·120
4 000000000000000a··0000001000000004·R_X86_64_PLT32·········0000000000000000·registerCcList·-·44 000000000000000a··0000001000000004·R_X86_64_PLT32·········0000000000000000·registerCcList·-·4
5 000000000000000f··000000020000000a·R_X86_64_32············0000000000000000·.data·+·1105 000000000000000f··000000020000000a·R_X86_64_32············0000000000000000·.data·+·110
6 0000000000000018··0000000800000004·R_X86_64_PLT32·········0000000000000000·registerCcsList·-·46 0000000000000018··0000000700000004·R_X86_64_PLT32·········0000000000000000·registerCcsList·-·4
  
7 Relocation·section·'.rela.eh_frame'·at·offset·0x868·contains·1·entry:7 Relocation·section·'.rela.eh_frame'·at·offset·0x870·contains·1·entry:
8 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend8 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
9 0000000000000020··0000000100000002·R_X86_64_PC32··········0000000000000000·.text·+·09 0000000000000020··0000000100000002·R_X86_64_PC32··········0000000000000000·.text·+·0
  
10 Relocation·section·'.rela.data'·at·offset·0x880·contains·16·entries:10 Relocation·section·'.rela.data'·at·offset·0x888·contains·16·entries:
11 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend11 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
12 0000000000000008··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·012 0000000000000008··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·0
13 0000000000000010··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·413 0000000000000010··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·4
14 0000000000000018··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·2214 0000000000000018··0000000300000001·R_X86_64_64············0000000000000000·.rodata.str·+·22
15 0000000000000048··0000000d00000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_CAFs_cc·+·015 0000000000000048··0000000a00000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_CAFs_cc·+·0
16 00000000000000a0··0000000f00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·016 00000000000000a0··0000000f00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
17 00000000000000a8··0000000a00000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·017 00000000000000a8··0000000d00000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
18 00000000000000b8··0000000600000001·R_X86_64_64············0000000000000050·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes·+·018 00000000000000b8··0000000600000001·R_X86_64_64············0000000000000050·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes·+·0
19 00000000000000c0··0000000f00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·019 00000000000000c0··0000000f00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
20 00000000000000c8··0000000a00000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·020 00000000000000c8··0000000d00000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
21 00000000000000d8··0000000700000001·R_X86_64_64············0000000000000032·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes·+·021 00000000000000d8··0000000800000001·R_X86_64_64············0000000000000032·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes·+·0
22 00000000000000e0··0000001100000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·022 00000000000000e0··0000001100000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·0
23 00000000000000e8··0000000a00000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·023 00000000000000e8··0000000d00000001·R_X86_64_64············0000000000000000·CCS_DONT_CARE·+·0
24 00000000000000f8··0000000400000001·R_X86_64_64············00000000000000a0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·+·124 00000000000000f8··0000000900000001·R_X86_64_64············00000000000000a0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·+·1
25 0000000000000100··0000000c00000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·+·125 0000000000000100··0000000400000001·R_X86_64_64············00000000000000c0·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·+·1
26 0000000000000110··0000000500000001·R_X86_64_64············0000000000000040·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_CAFs_cc_ccs·+·026 0000000000000110··0000000500000001·R_X86_64_64············0000000000000040·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_CAFs_cc_ccs·+·0
27 0000000000000120··0000000d00000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_CAFs_cc·+·027 0000000000000120··0000000a00000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_CAFs_cc·+·0
  
28 Relocation·section·'.rela.init_array'·at·offset·0xa00·contains·1·entry:28 Relocation·section·'.rela.init_array'·at·offset·0xa08·contains·1·entry:
29 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend29 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
30 0000000000000000··0000000e00000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init__prof_init·+·030 0000000000000000··0000000b00000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init__prof_init·+·0
2.22 KB
strings --all --bytes=8 {}
    
Offset 1, 22 lines modifiedOffset 1, 22 lines modified
1 GHC.Integer.Logarithms.Compat1 GHC.Integer.Logarithms.Compat
2 <entire-module>2 <entire-module>
3 GHC.Integer.Logarithms.Compat3 GHC.Integer.Logarithms.Compat
4 integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ4 integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
5 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure5 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure
6 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_CAFs_cc_ccs6 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_CAFs_cc_ccs
7 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes7 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
8 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes 
9 registerCcsList8 registerCcsList
10 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure9 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes
 10 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure
 11 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_CAFs_cc
 12 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init__prof_init
 13 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init_arr
11 CCS_DONT_CARE14 CCS_DONT_CARE
12 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init_arr 
13 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure15 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure
14 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_CAFs_cc 
15 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init__prof_init 
16 ghczmprim_GHCziTypes_TrNameS_con_info16 ghczmprim_GHCziTypes_TrNameS_con_info
17 registerCcList17 registerCcList
18 ghczmprim_GHCziTypes_Module_con_info18 ghczmprim_GHCziTypes_Module_con_info
19 .shstrtab19 .shstrtab
20 .rela.text20 .rela.text
21 .rela.eh_frame21 .rela.eh_frame
22 .rela.data22 .rela.data
1.35 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 17 lines modifiedOffset 1, 17 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init__prof_init>:2 0000000000000000·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init__prof_init>:
3 integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init__prof_init():3 integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init__prof_init():
4 »       sub····$0x8,%rsp4 »       sub····$0x8,%rsp
5 »       mov····$0x0,%edi5 »       mov····$0x0,%edi
6 ·R_X86_64_32»    .data+0x1206 ·R_X86_64_32»    .data+0x120
7 »       call···e·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init__prof_init+0xe>7 »       call···e·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init__prof_init+0xe>
8 ·R_X86_64_PLT32» registerCcList-0x48 ·R_X86_64_PLT32» registerCcList-0x4
9 »       mov····$0x0,%edi9 »       mov····$0x0,%edi
10 ·R_X86_64_32»    .data+0x11010 ·R_X86_64_32»    .data+0x110
11 »       add····$0x8,%rsp11 »       add····$0x8,%rsp
12 »       jmp····1c·<integerzmlogarithmszm1zi0zi4zmAfboAKXAs7aK7Hj1RcudkJ_GHCziIntegerziLogarithmsziCompat_init__prof_init+0x1c>12 »       jmp····1c·<integerzmlogarithmszm1zi0zi4zm3OcdA5N34SG6ZZ7NIlEP82g_GHCziIntegerziLogarithmsziCompat_init__prof_init+0x1c>
13 ·R_X86_64_PLT32» registerCcsList-0x413 ·R_X86_64_PLT32» registerCcsList-0x4
425 B
readelf --wide --decompress --string-dump=.rodata.str {}
    
Offset 1, 8 lines modifiedOffset 1, 8 lines modified
  
1 String·dump·of·section·'.rodata.str':1 String·dump·of·section·'.rodata.str':
2 ··[·····0]··CAF2 ··[·····0]··CAF
3 ··[·····4]··GHC.Integer.Logarithms.Compat3 ··[·····4]··GHC.Integer.Logarithms.Compat
4 ··[····22]··<entire-module>4 ··[····22]··<entire-module>
5 ··[····32]··GHC.Integer.Logarithms.Compat5 ··[····32]··GHC.Integer.Logarithms.Compat
6 ··[····50]··integer-logarithms-1.0.4-AfboAKXAs7aK7Hj1RcudkJ6 ··[····50]··integer-logarithms-1.0.4-3OcdA5N34SG6Z7NIlEP82g
  
8.64 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 68 lines modifiedOffset 1, 69 lines modified
  
1 Hex·dump·of·section·'.strtab':1 Hex·dump·of·section·'.strtab':
2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari2 ··0x00000000·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d41·thmszm1zi0zi4zmA3 ··0x00000010·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
4 ··0x00000020·66626f41·4b584173·37614b37·486a3152·fboAKXAs7aK7Hj1R 
5 ··0x00000030·6375646b·4a5f4748·437a6949·6e746567·cudkJ_GHCziInteg4 ··0x00000020·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
 5 ··0x00000030·6c455038·32675f47·48437a69·496e7465·lEP82g_GHCziInte
6 ··0x00000040·65727a69·4c6f6761·72697468·6d737a69·erziLogarithmszi6 ··0x00000040·6765727a·694c6f67·61726974·686d737a·gerziLogarithmsz
7 ··0x00000050·436f6d70·61745f7a·6474724d·6f64756c·Compat_zdtrModul7 ··0x00000050·69436f6d·7061745f·7a647472·4d6f6475·iCompat_zdtrModu
8 ··0x00000060·65335f63·6c6f7375·72650069·6e746567·e3_closure.integ8 ··0x00000060·6c65315f·636c6f73·75726500·696e7465·le1_closure.inte
9 ··0x00000070·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm9 ··0x00000070·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
 10 ··0x00000080·6d317a69·307a6934·7a6d334f·63644135·m1zi0zi4zm3OcdA5
 11 ··0x00000090·4e333453·47365a5a·374e496c·45503832·N34SG6ZZ7NIlEP82
10 ··0x00000080·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
11 ··0x00000090·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_ 
12 ··0x000000a0·4748437a·69496e74·65676572·7a694c6f·GHCziIntegerziLo 
13 ··0x000000b0·67617269·74686d73·7a69436f·6d706174·garithmsziCompat 
14 ··0x000000c0·5f434146·735f6363·5f636373·00696e74·_CAFs_cc_ccs.int 
15 ··0x000000d0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms 
16 ··0x000000e0·7a6d317a·69307a69·347a6d41·66626f41·zm1zi0zi4zmAfboA 
17 ··0x000000f0·4b584173·37614b37·486a3152·6375646b·KXAs7aK7Hj1Rcudk 
18 ··0x00000100·4a5f4748·437a6949·6e746567·65727a69·J_GHCziIntegerzi12 ··0x000000a0·675f4748·437a6949·6e746567·65727a69·g_GHCziIntegerzi
19 ··0x00000110·4c6f6761·72697468·6d737a69·436f6d70·LogarithmsziComp13 ··0x000000b0·4c6f6761·72697468·6d737a69·436f6d70·LogarithmsziComp
 14 ··0x000000c0·61745f43·4146735f·63635f63·63730069·at_CAFs_cc_ccs.i
20 ··0x00000120·61745f7a·6474724d·6f64756c·65345f62·at_zdtrModule4_b 
21 ··0x00000130·79746573·00696e74·65676572·7a6d6c6f·ytes.integerzmlo 
22 ··0x00000140·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi 
23 ··0x00000150·347a6d41·66626f41·4b584173·37614b37·4zmAfboAKXAs7aK7 
24 ··0x00000160·486a3152·6375646b·4a5f4748·437a6949·Hj1RcudkJ_GHCziI 
25 ··0x00000170·6e746567·65727a69·4c6f6761·72697468·ntegerziLogarith15 ··0x000000d0·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
26 ··0x00000180·6d737a69·436f6d70·61745f7a·6474724d·msziCompat_zdtrM 
27 ··0x00000190·6f64756c·65325f62·79746573·00726567·odule2_bytes.reg 
28 ··0x000001a0·69737465·72436373·4c697374·00696e74·isterCcsList.int 
29 ··0x000001b0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms 
30 ··0x000001c0·7a6d317a·69307a69·347a6d41·66626f41·zm1zi0zi4zmAfboA 
31 ··0x000001d0·4b584173·37614b37·486a3152·6375646b·KXAs7aK7Hj1Rcudk16 ··0x000000e0·6d737a6d·317a6930·7a69347a·6d334f63·mszm1zi0zi4zm3Oc
 17 ··0x000000f0·6441354e·33345347·365a5a37·4e496c45·dA5N34SG6ZZ7NIlE
 18 ··0x00000100·50383267·5f474843·7a69496e·74656765·P82g_GHCziIntege
 19 ··0x00000110·727a694c·6f676172·6974686d·737a6943·rziLogarithmsziC
 20 ··0x00000120·6f6d7061·745f7a64·74724d6f·64756c65·ompat_zdtrModule
 21 ··0x00000130·345f6279·74657300·72656769·73746572·4_bytes.register
 22 ··0x00000140·4363734c·69737400·696e7465·6765727a·CcsList.integerz
 23 ··0x00000150·6d6c6f67·61726974·686d737a·6d317a69·mlogarithmszm1zi
 24 ··0x00000160·307a6934·7a6d334f·63644135·4e333453·0zi4zm3OcdA5N34S
 25 ··0x00000170·47365a5a·374e496c·45503832·675f4748·G6ZZ7NIlEP82g_GH
32 ··0x000001e0·4a5f4748·437a6949·6e746567·65727a69·J_GHCziIntegerzi26 ··0x00000180·437a6949·6e746567·65727a69·4c6f6761·CziIntegerziLoga
33 ··0x000001f0·4c6f6761·72697468·6d737a69·436f6d70·LogarithmsziComp27 ··0x00000190·72697468·6d737a69·436f6d70·61745f7a·rithmsziCompat_z
 28 ··0x000001a0·6474724d·6f64756c·65325f62·79746573·dtrModule2_bytes
34 ··0x00000200·61745f7a·6474724d·6f64756c·655f636c·at_zdtrModule_cl 
35 ··0x00000210·6f737572·65004343·535f444f·4e545f43·osure.CCS_DONT_C 
36 ··0x00000220·41524500·696e7465·6765727a·6d6c6f67·ARE.integerzmlog29 ··0x000001b0·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
37 ··0x00000230·61726974·686d737a·6d317a69·307a6934·arithmszm1zi0zi430 ··0x000001c0·74686d73·7a6d317a·69307a69·347a6d33·thmszm1zi0zi4zm3
38 ··0x00000240·7a6d4166·626f414b·58417337·614b3748·zmAfboAKXAs7aK7H 
39 ··0x00000250·6a315263·75646b4a·5f474843·7a69496e·j1RcudkJ_GHCziIn31 ··0x000001d0·4f636441·354e3334·5347365a·5a374e49·OcdA5N34SG6ZZ7NI
 32 ··0x000001e0·6c455038·32675f47·48437a69·496e7465·lEP82g_GHCziInte
40 ··0x00000260·74656765·727a694c·6f676172·6974686d·tegerziLogarithm33 ··0x000001f0·6765727a·694c6f67·61726974·686d737a·gerziLogarithmsz
 34 ··0x00000200·69436f6d·7061745f·7a647472·4d6f6475·iCompat_zdtrModu
 35 ··0x00000210·6c65335f·636c6f73·75726500·696e7465·le3_closure.inte
41 ··0x00000270·737a6943·6f6d7061·745f696e·69745f61·sziCompat_init_a 
42 ··0x00000280·72720069·6e746567·65727a6d·6c6f6761·rr.integerzmloga 
43 ··0x00000290·72697468·6d737a6d·317a6930·7a69347a·rithmszm1zi0zi4z 
44 ··0x000002a0·6d416662·6f414b58·41733761·4b37486a·mAfboAKXAs7aK7Hj 
45 ··0x000002b0·31526375·646b4a5f·4748437a·69496e74·1RcudkJ_GHCziInt 
46 ··0x000002c0·65676572·7a694c6f·67617269·74686d73·egerziLogarithms36 ··0x00000220·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
47 ··0x000002d0·7a69436f·6d706174·5f7a6474·724d6f64·ziCompat_zdtrMod 
48 ··0x000002e0·756c6531·5f636c6f·73757265·00696e74·ule1_closure.int37 ··0x00000230·6d317a69·307a6934·7a6d334f·63644135·m1zi0zi4zm3OcdA5
 38 ··0x00000240·4e333453·47365a5a·374e496c·45503832·N34SG6ZZ7NIlEP82
 39 ··0x00000250·675f4748·437a6949·6e746567·65727a69·g_GHCziIntegerzi
 40 ··0x00000260·4c6f6761·72697468·6d737a69·436f6d70·LogarithmsziComp
 41 ··0x00000270·61745f43·4146735f·63630069·6e746567·at_CAFs_cc.integ
49 ··0x000002f0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms42 ··0x00000280·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm
50 ··0x00000300·7a6d317a·69307a69·347a6d41·66626f41·zm1zi0zi4zmAfboA 
51 ··0x00000310·4b584173·37614b37·486a3152·6375646b·KXAs7aK7Hj1Rcudk43 ··0x00000290·317a6930·7a69347a·6d334f63·6441354e·1zi0zi4zm3OcdA5N
 44 ··0x000002a0·33345347·365a5a37·4e496c45·50383267·34SG6ZZ7NIlEP82g
52 ··0x00000320·4a5f4748·437a6949·6e746567·65727a69·J_GHCziIntegerzi45 ··0x000002b0·5f474843·7a69496e·74656765·727a694c·_GHCziIntegerziL
53 ··0x00000330·4c6f6761·72697468·6d737a69·436f6d70·LogarithmsziComp46 ··0x000002c0·6f676172·6974686d·737a6943·6f6d7061·ogarithmsziCompa
54 ··0x00000340·61745f43·4146735f·63630069·6e746567·at_CAFs_cc.integ47 ··0x000002d0·745f696e·69745f5f·70726f66·5f696e69·t_init__prof_ini
 48 ··0x000002e0·7400696e·74656765·727a6d6c·6f676172·t.integerzmlogar
 49 ··0x000002f0·6974686d·737a6d31·7a69307a·69347a6d·ithmszm1zi0zi4zm
 50 ··0x00000300·334f6364·41354e33·34534736·5a5a374e·3OcdA5N34SG6ZZ7N
 51 ··0x00000310·496c4550·3832675f·4748437a·69496e74·IlEP82g_GHCziInt
55 ··0x00000350·65727a6d·6c6f6761·72697468·6d737a6d·erzmlogarithmszm52 ··0x00000320·65676572·7a694c6f·67617269·74686d73·egerziLogarithms
56 ··0x00000360·317a6930·7a69347a·6d416662·6f414b58·1zi0zi4zmAfboAKX 
57 ··0x00000370·41733761·4b37486a·31526375·646b4a5f·As7aK7Hj1RcudkJ_ 
58 ··0x00000380·4748437a·69496e74·65676572·7a694c6f·GHCziIntegerziLo 
59 ··0x00000390·67617269·74686d73·7a69436f·6d706174·garithmsziCompat 
60 ··0x000003a0·5f696e69·745f5f70·726f665f·696e6974·_init__prof_init 
61 ··0x000003b0·00676863·7a6d7072·696d5f47·48437a69·.ghczmprim_GHCzi 
62 ··0x000003c0·54797065·735f5472·4e616d65·535f636f·Types_TrNameS_co 
63 ··0x000003d0·6e5f696e·666f0072·65676973·74657243·n_info.registerC 
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