⊟
2.0 MB
/srv/reproducible-results/rbuild-debian/r-b-build.yUgnKbOv/b1/haskell-integer-logarithms_1.0.3.1-4_amd64.changes vs.
/srv/reproducible-results/rbuild-debian/r-b-build.yUgnKbOv/b2/haskell-integer-logarithms_1.0.3.1-4_amd64.changes
⊟
666 B
Files
    
Offset 1, 4 lines modifiedOffset 1, 4 lines modified
  
1 ·01833dae778f8a4f8719c6cc97481fe8·41024·haskell·optional·libghc-integer-logarithms-dev_1.0.3.1-4_amd64.deb 
2 ·b1131f0740d4c7ee1080c99878c9d4ca·45156·doc·optional·libghc-integer-logarithms-doc_1.0.3.1-4_all.deb 
3 ·ba19c7740bdda5351721954082155df3·36360·haskell·optional·libghc-integer-logarithms-prof_1.0.3.1-4_amd64.deb1 ·ce0bb2c105399935a05d1f2b61af8183·41040·haskell·optional·libghc-integer-logarithms-dev_1.0.3.1-4_amd64.deb
 2 ·573571026b81e64be9f43d8b138aaaff·45136·doc·optional·libghc-integer-logarithms-doc_1.0.3.1-4_all.deb
 3 ·21aaa6e814dac83c0efbbd1342b90ab1·35348·haskell·optional·libghc-integer-logarithms-prof_1.0.3.1-4_amd64.deb
⊟
1.95 MB
libghc-integer-logarithms-dev_1.0.3.1-4_amd64.deb
⊟
367 B
file list
    
Offset 1, 3 lines modifiedOffset 1, 3 lines modified
1 -rw-r--r--···0········0········0········4·2024-09-22·06:05:54.000000·debian-binary1 -rw-r--r--···0········0········0········4·2024-09-22·06:05:54.000000·debian-binary
2 -rw-r--r--···0········0········0·····1272·2024-09-22·06:05:54.000000·control.tar.xz2 -rw-r--r--···0········0········0·····1272·2024-09-22·06:05:54.000000·control.tar.xz
3 -rw-r--r--···0········0········0····39560·2024-09-22·06:05:54.000000·data.tar.xz3 -rw-r--r--···0········0········0····39576·2024-09-22·06:05:54.000000·data.tar.xz
⊟
4.34 KB
control.tar.xz
⊟
4.32 KB
control.tar
⊟
1.18 KB
./control
    
Offset 1, 22 lines modifiedOffset 1, 22 lines modified
1 Package:·libghc-integer-logarithms-dev1 Package:·libghc-integer-logarithms-dev
2 Source:·haskell-integer-logarithms2 Source:·haskell-integer-logarithms
3 Version:·1.0.3.1-43 Version:·1.0.3.1-4
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:·3696 Installed-Size:·369
7 Depends:·libghc-array-dev-0.5.6.0-65c23,·libghc-base-dev-4.18.2.1-8e81e,·libghc-ghc-bignum-dev-1.3-ff2dd,·libghc-ghc-prim-dev-0.10.0-e2193,·libc6·(>=·2.2.5),·libgmp10·(>=·2:6.3.0+dfsg)7 Depends:·libghc-array-dev-0.5.6.0-65c23,·libghc-base-dev-4.18.2.1-8e81e,·libghc-ghc-bignum-dev-1.3-ff2dd,·libghc-ghc-prim-dev-0.10.0-e2193,·libc6·(>=·2.2.5),·libgmp10·(>=·2:6.3.0+dfsg)
8 Provides:·libghc-integer-logarithms-dev-1.0.3.1-a45868 Provides:·libghc-integer-logarithms-dev-1.0.3.1-62d85
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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM22 Ghc-Package:·integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
⊟
3.12 KB
./md5sums
⊟
30.0 B
./md5sums
Files differ
⊟
3.07 KB
line order
    
Offset 1, 14 lines modifiedOffset 1, 14 lines modified
1 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.dyn_hi1 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.dyn_hi
2 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.hi2 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.hi
3 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.dyn_hi3 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.dyn_hi
4 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.hi4 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.hi
5 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.dyn_hi5 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.dyn_hi
6 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.hi6 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.hi
7 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.dyn_hi7 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.dyn_hi
8 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.hi8 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.hi
9 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM.a9 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn.a
10 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM-ghc9.6.6.so10 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn-ghc9.6.6.so
11 usr/share/doc/libghc-integer-logarithms-dev/changelog.Debian.gz11 usr/share/doc/libghc-integer-logarithms-dev/changelog.Debian.gz
12 usr/share/doc/libghc-integer-logarithms-dev/changelog.gz12 usr/share/doc/libghc-integer-logarithms-dev/changelog.gz
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-1.0.3.1.conf14 var/lib/ghc/package.conf.d/integer-logarithms-1.0.3.1.conf
⊟
1.94 MB
data.tar.xz
⊟
1.94 MB
data.tar
⊟
8.98 KB
file list
    
Offset 1, 31 lines modifiedOffset 1, 31 lines modified
1 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./1 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./
2 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/2 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/
3 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/3 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/
4 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/4 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/
5 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/5 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/
6 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/6 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/
7 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/7 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/
8 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/8 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/
9 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/9 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/
10 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/10 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/
11 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/11 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/
12 -rw-r--r--···0·root·········(0)·root·········(0)·····1402·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.dyn_hi12 -rw-r--r--···0·root·········(0)·root·········(0)·····1399·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.dyn_hi
13 -rw-r--r--···0·root·········(0)·root·········(0)·····1399·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.hi13 -rw-r--r--···0·root·········(0)·root·········(0)·····1396·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.hi
14 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/14 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/
15 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/15 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/
16 -rw-r--r--···0·root·········(0)·root·········(0)·····8287·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.dyn_hi16 -rw-r--r--···0·root·········(0)·root·········(0)·····8280·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.dyn_hi
17 -rw-r--r--···0·root·········(0)·root·········(0)·····8282·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.hi17 -rw-r--r--···0·root·········(0)·root·········(0)·····8275·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.hi
18 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/18 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/
19 -rw-r--r--···0·root·········(0)·root·········(0)·····2451·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.dyn_hi19 -rw-r--r--···0·root·········(0)·root·········(0)·····2449·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.dyn_hi
20 -rw-r--r--···0·root·········(0)·root·········(0)·····2447·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.hi20 -rw-r--r--···0·root·········(0)·root·········(0)·····2445·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.hi
21 -rw-r--r--···0·root·········(0)·root·········(0)·····3727·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.dyn_hi21 -rw-r--r--···0·root·········(0)·root·········(0)·····3725·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.dyn_hi
22 -rw-r--r--···0·root·········(0)·root·········(0)·····3723·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.hi22 -rw-r--r--···0·root·········(0)·root·········(0)·····3721·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.hi
23 -rw-r--r--···0·root·········(0)·root·········(0)···190548·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM.a23 -rw-r--r--···0·root·········(0)·root·········(0)···190548·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn.a
24 -rw-r--r--···0·root·········(0)·root·········(0)···120680·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM-ghc9.6.6.so24 -rw-r--r--···0·root·········(0)·root·········(0)···120680·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn-ghc9.6.6.so
25 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/25 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/
26 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/26 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/
27 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-dev/27 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-dev/
28 -rw-r--r--···0·root·········(0)·root·········(0)······478·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.Debian.gz28 -rw-r--r--···0·root·········(0)·root·········(0)······478·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.Debian.gz
29 -rw-r--r--···0·root·········(0)·root·········(0)······291·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.gz29 -rw-r--r--···0·root·········(0)·root·········(0)······291·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-dev/changelog.gz
30 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2021-11-27·12:52:06.000000·./usr/share/doc/libghc-integer-logarithms-dev/copyright30 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2021-11-27·12:52:06.000000·./usr/share/doc/libghc-integer-logarithms-dev/copyright
31 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./var/31 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./var/
⊟
2.56 KB
./var/lib/ghc/package.conf.d/integer-logarithms-1.0.3.1.conf
    
Offset 1, 12 lines modifiedOffset 1, 12 lines modified
1 name:·················integer-logarithms1 name:·················integer-logarithms
2 version:··············1.0.3.12 version:··············1.0.3.1
3 visibility:···········public3 visibility:···········public
4 id:···················integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM 
5 key:··················integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM4 id:···················integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
 5 key:··················integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
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, 32 lines modifiedOffset 17, 32 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:··················a4586c3d4ad3b4250e943b6be643ddb322 abi:··················62d85adae3fb022a4378e31c94541ef0
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-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM28 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
  
29 library-dirs:29 library-dirs:
30 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM30 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
  
31 library-dirs-static:31 library-dirs-static:
32 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM32 ····/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
  
33 dynamic-library-dirs:·/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.633 dynamic-library-dirs:·/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6
34 data-dir:·············/usr/share/integer-logarithms34 data-dir:·············/usr/share/integer-logarithms
35 hs-libraries:·········HSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM35 hs-libraries:·········HSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
36 depends:36 depends:
37 ····array-0.5.6.0·base-4.18.2.1·ghc-bignum-1.3·ghc-prim-0.10.037 ····array-0.5.6.0·base-4.18.2.1·ghc-bignum-1.3·ghc-prim-0.10.0
  
38 haddock-interfaces:38 haddock-interfaces:
39 ····/usr/lib/ghc-doc/haddock/integer-logarithms-1.0.3.1/integer-logarithms.haddock39 ····/usr/lib/ghc-doc/haddock/integer-logarithms-1.0.3.1/integer-logarithms.haddock
  
40 haddock-html:·········/usr/share/doc/libghc-integer-logarithms-doc/html/40 haddock-html:·········/usr/share/doc/libghc-integer-logarithms-doc/html/
⊟
3.3 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.hi
Files 90% similar despite different names
⊟
2.99 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····
7 interface·GHC.Integer.Logarithms.Compat·90667 interface·GHC.Integer.Logarithms.Compat·9066
8 ··interface·hash:·2aac9a7f8216668dae5bc76fd1ac8fd1 
9 ··ABI·hash:·972a42370ae15bbbf76dc6a65127a3318 ··interface·hash:·633d4031b42a01ab8d4b7d0be4382f68
 9 ··ABI·hash:·10e8cad643d9c351e49f2c4dbab7476e
10 ··export-list·hash:·fadfc4c01ce19336aaeaab94522f278910 ··export-list·hash:·fadfc4c01ce19336aaeaab94522f2789
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·bcd2030123cd8e85fed14f42d46d7ee312 ··flag·hash:·ecd521a7e0cfef94c1e0e47387c263e9
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
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 29, 39 lines modifiedOffset 29, 39 lines modified
29 family·instance·modules:·Control.Applicative·Control.Arrow29 family·instance·modules:·Control.Applicative·Control.Arrow
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import··-/··GHC.Integer.Logarithms·93055bde8469ac3ffb3ac6850beef34e33 import··-/··GHC.Integer.Logarithms·93055bde8469ac3ffb3ac6850beef34e
34 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc234 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
35 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e235 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
36 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940736 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
38 2a7694cdffbb23ec6e37c33c0d8598aa38 d2fc15831b83c86974e792adb7171301
39 ··$trModule·::·GHC.Types.Module39 ··$trModule·::·GHC.Types.Module
40 ··[HasNoCafRefs,·TagSig:·<TagProper>,40 ··[HasNoCafRefs,·TagSig:·<TagProper>,
41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
43 33acdad6c4a31d209e7ba9fc3a923c8d43 653065a220b26f28a1ba5bfdb0b50e49
44 ··$trModule1·::·GHC.Types.TrName44 ··$trModule1·::·GHC.Types.TrName
45 ··[HasNoCafRefs,·TagSig:·<TagProper>,45 ··[HasNoCafRefs,·TagSig:·<TagProper>,
46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
48 eb44217a875062c01b82e01a0ede261f48 60538252a741bb245ffcfde94e5c4d6f
49 ··$trModule2·::·GHC.Prim.Addr#49 ··$trModule2·::·GHC.Prim.Addr#
50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
51 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]51 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]
52 dd23abdbde7b750dd59a106460c817a652 c5ab910486107f1e021798c8524fdc59
53 ··$trModule3·::·GHC.Types.TrName53 ··$trModule3·::·GHC.Types.TrName
54 ··[HasNoCafRefs,·TagSig:·<TagProper>,54 ··[HasNoCafRefs,·TagSig:·<TagProper>,
55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
57 88dacbde99c8203b14c264bf1df4896c57 5a87292cc4720f7d7d4dceba34588fea
58 ··$trModule4·::·GHC.Prim.Addr#58 ··$trModule4·::·GHC.Prim.Addr#
59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
60 ···Unfolding:·Core:·<vanilla>60 ···Unfolding:·Core:·<vanilla>
61 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#]61 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
62 trusted:·trustworthy62 trusted:·trustworthy
63 require·own·pkg·trusted:·False63 require·own·pkg·trusted:·False
64 docs:64 docs:
65 ··Nothing65 ··Nothing
66 extensible·fields:66 extensible·fields:
  
⊟
18.2 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.hi
Files 92% similar despite different names
⊟
17.9 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····
7 interface·Math.NumberTheory.Logarithms·90667 interface·Math.NumberTheory.Logarithms·9066
8 ··interface·hash:·0c23dc27f75c7eedb37551c8364fba58 
9 ··ABI·hash:·cbd2160b30bfe13b896d9cc28113a87e 
10 ··export-list·hash:·14cacfeca3447791b7b4138afcb377108 ··interface·hash:·ebcb12ce5473cd4930e43cbb4c65e79b
 9 ··ABI·hash:·68630f971e26b4c15f90bfb99acff604
 10 ··export-list·hash:·b17aa8b67a0923e581f7881c7a6abd76
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·8c0952db2018dc0d8023a7a9db961e7712 ··flag·hash:·421bf45cc92d642a5873d3e28814cdb1
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·f647a33da2c37b0d64c81d0cad97d2a116 ··src_hash:·f647a33da2c37b0d64c81d0cad97d2a1
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM:GHC.Integer.Logarithms.Compat34 direct·module·dependencies:·integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn:GHC.Integer.Logarithms.Compat
35 boot·module·dependencies:35 boot·module·dependencies:
36 direct·package·dependencies:·array-0.5.6.0·base-4.18.2.136 direct·package·dependencies:·array-0.5.6.0·base-4.18.2.1
37 ·····························ghc-bignum-1.337 ·····························ghc-bignum-1.3
38 plugin·package·dependencies:38 plugin·package·dependencies:
39 orphans:·GHC.Base·GHC.Float·GHC.Prim.Ext39 orphans:·GHC.Base·GHC.Float·GHC.Prim.Ext
40 family·instance·modules:·Control.Applicative·Control.Arrow40 family·instance·modules:·Control.Applicative·Control.Arrow
41 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid41 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
Offset 52, 64 lines modifiedOffset 52, 64 lines modified
52 import··-/··GHC.Num·ea8b1f3a62ef54a9fb64ffc32cb719e952 import··-/··GHC.Num·ea8b1f3a62ef54a9fb64ffc32cb719e9
53 import··-/··GHC.Real·e939e7e838e744ae152556c1fbe03de353 import··-/··GHC.Real·e939e7e838e744ae152556c1fbe03de3
54 import··-/··Numeric.Natural·bb29d18091ac8f8f3065e23fb8e7377754 import··-/··Numeric.Natural·bb29d18091ac8f8f3065e23fb8e73777
55 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc255 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
56 import··-/··GHC.Num.Natural·cb4ea4dd42107d7c6ffa4eb3c8a2189056 import··-/··GHC.Num.Natural·cb4ea4dd42107d7c6ffa4eb3c8a21890
57 import··-/··GHC.Classes·448b501d99f99154cdcc210e9f32fa0857 import··-/··GHC.Classes·448b501d99f99154cdcc210e9f32fa08
58 import··-/··GHC.Types·40ada155ed73681c14b0e90149f6df9458 import··-/··GHC.Types·40ada155ed73681c14b0e90149f6df94
59 import··-/··integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM:GHC.Integer.Logarithms.Compat·972a42370ae15bbbf76dc6a65127a33159 import··-/··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn:GHC.Integer.Logarithms.Compat·10e8cad643d9c351e49f2c4dbab7476e
60 ··exports:·fadfc4c01ce19336aaeaab94522f278960 ··exports:·fadfc4c01ce19336aaeaab94522f2789
61 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e261 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
62 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940762 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
63 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d63 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
64 d1f06b7758bcb925335c64ae507cff5764 a5b0ca7f400cf1202706f322226335a1
65 ··$trModule·::·GHC.Types.Module65 ··$trModule·::·GHC.Types.Module
66 ··[HasNoCafRefs,·TagSig:·<TagProper>,66 ··[HasNoCafRefs,·TagSig:·<TagProper>,
67 ···LambdaFormInfo:·LFCon[GHC.Types.Module],67 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
68 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]68 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
69 bceb6b99afadb0ecd828b43c97bda62e69 73c40e5831151320fc54f2b5be0857d3
70 ··$trModule1·::·GHC.Types.TrName70 ··$trModule1·::·GHC.Types.TrName
71 ··[HasNoCafRefs,·TagSig:·<TagProper>,71 ··[HasNoCafRefs,·TagSig:·<TagProper>,
72 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],72 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
73 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]73 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
74 7d60a781b9860569b61990196067a26c74 20eba49411526a712a269ad7d89d594f
75 ··$trModule2·::·GHC.Prim.Addr#75 ··$trModule2·::·GHC.Prim.Addr#
76 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,76 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
77 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]77 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]
78 d586af4be1352bc6d3a4ce13c47817d778 d5e11d4ccec0ded1e0e5b564f75244ff
79 ··$trModule3·::·GHC.Types.TrName79 ··$trModule3·::·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·$trModule4]82 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
83 a63210a16007a9ceafe1832c18b106ec83 aafdd960b7a20bba2a73da83ee7f5970
84 ··$trModule4·::·GHC.Prim.Addr#84 ··$trModule4·::·GHC.Prim.Addr#
85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
86 ···Unfolding:·Core:·<vanilla>86 ···Unfolding:·Core:·<vanilla>
87 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
88 25d2f212416dde54e2e991bdcbc550df87 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 88 18c4dd4ad7c2ae19b4b35560d1892b48
89 ··$w$spowImpl·::89 ··$w$spowImpl·::
90 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural90 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
91 ··StrWork([!])91 ··StrWork([!])
92 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,92 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
93 ···Strictness:·<SL><L>,·Inline:·[final]]93 ···Strictness:·<SL><L>,·Inline:·[final]]
94 483d4ceac24bac4074145ca066640a2594 e521c0b004a4ebec6572237433a8c1b4
95 ··$w$spowImplAcc·::95 ··$w$spowImplAcc·::
96 ····GHC.Num.Natural.Natural96 ····GHC.Num.Natural.Natural
97 ····->·GHC.Prim.Int#97 ····->·GHC.Prim.Int#
98 ····->·GHC.Num.Natural.Natural98 ····->·GHC.Num.Natural.Natural
99 ····->·GHC.Num.Natural.Natural99 ····->·GHC.Num.Natural.Natural
100 ··StrWork([!])100 ··StrWork([!])
101 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,101 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
102 ···Strictness:·<SL><L><ML>,·Inline:·[final]]102 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
103 d0bc8ed815b09da190b8994c4261eb5d103 331ffcc81fa4a11c0bcf6deda3193c57
104 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#104 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
105 ··StrWork([!])105 ··StrWork([!])
106 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,106 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,
107 ···Strictness:·<SL>,·Inline:·[2]]107 ···Strictness:·<SL>,·Inline:·[2]]
108 83c146fa7c60dc57dac6b81730a9a96a108 3edd700cca7917401cc08fdc0d723368
109 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#109 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
110 ··StrWork([!])110 ··StrWork([!])
111 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,111 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,
112 ···Inline:·[2],112 ···Inline:·[2],
113 ···Unfolding:·Core:·<vanilla>113 ···Unfolding:·Core:·<vanilla>
114 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->114 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->
115 ··············case·n·of·wild·{115 ··············case·n·of·wild·{
Offset 139, 15 lines modifiedOffset 139, 15 lines modified
139 ·····························63##139 ·····························63##
140 ·····························(GHC.Prim.minusWord#140 ·····························(GHC.Prim.minusWord#
141 ································(GHC.Prim.uncheckedShiftL#·i1·6#)141 ································(GHC.Prim.uncheckedShiftL#·i1·6#)
142 ································(GHC.Prim.clz#·w)))·}142 ································(GHC.Prim.clz#·w)))·}
143 ·····················0#·->·0#·}143 ·····················0#·->·0#·}
144 ················GHC.Num.Integer.IN·x1144 ················GHC.Num.Integer.IN·x1
145 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]145 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]
146 1a8b6e50d820f61cde59cb58fdf8ee86146 242bf05ae51bb6df0a1c235de5c7e53e
147 ··$wintegerLogBase·::147 ··$wintegerLogBase·::
148 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#148 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
149 ··StrWork([!,·!])149 ··StrWork([!,·!])
150 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,150 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,
151 ···Inline:·[2],151 ···Inline:·[2],
152 ···Unfolding:·Core:·<vanilla>152 ···Unfolding:·Core:·<vanilla>
153 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)153 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 179, 26 lines modifiedOffset 179, 26 lines modified
179 ················GHC.Num.Integer.IS·x1179 ················GHC.Num.Integer.IS·x1
180 ················->·case·GHC.Prim.<#·x1·1#·of·lwild·{180 ················->·case·GHC.Prim.<#·x1·1#·of·lwild·{
181 ·····················DEFAULT·->·$j181 ·····················DEFAULT·->·$j
182 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}182 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}
183 ················GHC.Num.Integer.IP·x1·->·$j183 ················GHC.Num.Integer.IP·x1·->·$j
184 ················GHC.Num.Integer.IN·x1184 ················GHC.Num.Integer.IN·x1
185 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]185 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]
Max diff block lines reached; 11854/18247 bytes (64.96%) of diff not shown.
⊟
18.2 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.dyn_hi
Files 93% similar despite different names
⊟
17.9 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····6 ·····got····dyn
7 interface·Math.NumberTheory.Logarithms·90667 interface·Math.NumberTheory.Logarithms·9066
8 ··interface·hash:·0c23dc27f75c7eedb37551c8364fba58 
9 ··ABI·hash:·cbd2160b30bfe13b896d9cc28113a87e 
10 ··export-list·hash:·14cacfeca3447791b7b4138afcb377108 ··interface·hash:·ebcb12ce5473cd4930e43cbb4c65e79b
 9 ··ABI·hash:·68630f971e26b4c15f90bfb99acff604
 10 ··export-list·hash:·b17aa8b67a0923e581f7881c7a6abd76
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·421bf45cc92d642a5873d3e28814cdb112 ··flag·hash:·8c0952db2018dc0d8023a7a9db961e77
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·f647a33da2c37b0d64c81d0cad97d2a116 ··src_hash:·f647a33da2c37b0d64c81d0cad97d2a1
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM:GHC.Integer.Logarithms.Compat34 direct·module·dependencies:·integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn:GHC.Integer.Logarithms.Compat
35 boot·module·dependencies:35 boot·module·dependencies:
36 direct·package·dependencies:·array-0.5.6.0·base-4.18.2.136 direct·package·dependencies:·array-0.5.6.0·base-4.18.2.1
37 ·····························ghc-bignum-1.337 ·····························ghc-bignum-1.3
38 plugin·package·dependencies:38 plugin·package·dependencies:
39 orphans:·GHC.Base·GHC.Float·GHC.Prim.Ext39 orphans:·GHC.Base·GHC.Float·GHC.Prim.Ext
40 family·instance·modules:·Control.Applicative·Control.Arrow40 family·instance·modules:·Control.Applicative·Control.Arrow
41 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid41 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
Offset 52, 64 lines modifiedOffset 52, 64 lines modified
52 import··-/··GHC.Num·ea8b1f3a62ef54a9fb64ffc32cb719e952 import··-/··GHC.Num·ea8b1f3a62ef54a9fb64ffc32cb719e9
53 import··-/··GHC.Real·e939e7e838e744ae152556c1fbe03de353 import··-/··GHC.Real·e939e7e838e744ae152556c1fbe03de3
54 import··-/··Numeric.Natural·bb29d18091ac8f8f3065e23fb8e7377754 import··-/··Numeric.Natural·bb29d18091ac8f8f3065e23fb8e73777
55 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc255 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
56 import··-/··GHC.Num.Natural·cb4ea4dd42107d7c6ffa4eb3c8a2189056 import··-/··GHC.Num.Natural·cb4ea4dd42107d7c6ffa4eb3c8a21890
57 import··-/··GHC.Classes·448b501d99f99154cdcc210e9f32fa0857 import··-/··GHC.Classes·448b501d99f99154cdcc210e9f32fa08
58 import··-/··GHC.Types·40ada155ed73681c14b0e90149f6df9458 import··-/··GHC.Types·40ada155ed73681c14b0e90149f6df94
59 import··-/··integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM:GHC.Integer.Logarithms.Compat·972a42370ae15bbbf76dc6a65127a33159 import··-/··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn:GHC.Integer.Logarithms.Compat·10e8cad643d9c351e49f2c4dbab7476e
60 ··exports:·fadfc4c01ce19336aaeaab94522f278960 ··exports:·fadfc4c01ce19336aaeaab94522f2789
61 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e261 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
62 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940762 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
63 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d63 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
64 d1f06b7758bcb925335c64ae507cff5764 a5b0ca7f400cf1202706f322226335a1
65 ··$trModule·::·GHC.Types.Module65 ··$trModule·::·GHC.Types.Module
66 ··[HasNoCafRefs,·TagSig:·<TagProper>,66 ··[HasNoCafRefs,·TagSig:·<TagProper>,
67 ···LambdaFormInfo:·LFCon[GHC.Types.Module],67 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
68 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]68 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
69 bceb6b99afadb0ecd828b43c97bda62e69 73c40e5831151320fc54f2b5be0857d3
70 ··$trModule1·::·GHC.Types.TrName70 ··$trModule1·::·GHC.Types.TrName
71 ··[HasNoCafRefs,·TagSig:·<TagProper>,71 ··[HasNoCafRefs,·TagSig:·<TagProper>,
72 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],72 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
73 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]73 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
74 7d60a781b9860569b61990196067a26c74 20eba49411526a712a269ad7d89d594f
75 ··$trModule2·::·GHC.Prim.Addr#75 ··$trModule2·::·GHC.Prim.Addr#
76 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,76 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
77 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]77 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]
78 d586af4be1352bc6d3a4ce13c47817d778 d5e11d4ccec0ded1e0e5b564f75244ff
79 ··$trModule3·::·GHC.Types.TrName79 ··$trModule3·::·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·$trModule4]82 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
83 a63210a16007a9ceafe1832c18b106ec83 aafdd960b7a20bba2a73da83ee7f5970
84 ··$trModule4·::·GHC.Prim.Addr#84 ··$trModule4·::·GHC.Prim.Addr#
85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
86 ···Unfolding:·Core:·<vanilla>86 ···Unfolding:·Core:·<vanilla>
87 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
88 25d2f212416dde54e2e991bdcbc550df87 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 88 18c4dd4ad7c2ae19b4b35560d1892b48
89 ··$w$spowImpl·::89 ··$w$spowImpl·::
90 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural90 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
91 ··StrWork([!])91 ··StrWork([!])
92 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,92 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
93 ···Strictness:·<SL><L>,·Inline:·[final]]93 ···Strictness:·<SL><L>,·Inline:·[final]]
94 483d4ceac24bac4074145ca066640a2594 e521c0b004a4ebec6572237433a8c1b4
95 ··$w$spowImplAcc·::95 ··$w$spowImplAcc·::
96 ····GHC.Num.Natural.Natural96 ····GHC.Num.Natural.Natural
97 ····->·GHC.Prim.Int#97 ····->·GHC.Prim.Int#
98 ····->·GHC.Num.Natural.Natural98 ····->·GHC.Num.Natural.Natural
99 ····->·GHC.Num.Natural.Natural99 ····->·GHC.Num.Natural.Natural
100 ··StrWork([!])100 ··StrWork([!])
101 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,101 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
102 ···Strictness:·<SL><L><ML>,·Inline:·[final]]102 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
103 d0bc8ed815b09da190b8994c4261eb5d103 331ffcc81fa4a11c0bcf6deda3193c57
104 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#104 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
105 ··StrWork([!])105 ··StrWork([!])
106 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,106 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,
107 ···Strictness:·<SL>,·Inline:·[2]]107 ···Strictness:·<SL>,·Inline:·[2]]
108 83c146fa7c60dc57dac6b81730a9a96a108 3edd700cca7917401cc08fdc0d723368
109 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#109 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
110 ··StrWork([!])110 ··StrWork([!])
111 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,111 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,
112 ···Inline:·[2],112 ···Inline:·[2],
113 ···Unfolding:·Core:·<vanilla>113 ···Unfolding:·Core:·<vanilla>
114 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->114 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->
115 ··············case·n·of·wild·{115 ··············case·n·of·wild·{
Offset 139, 15 lines modifiedOffset 139, 15 lines modified
139 ·····························63##139 ·····························63##
140 ·····························(GHC.Prim.minusWord#140 ·····························(GHC.Prim.minusWord#
141 ································(GHC.Prim.uncheckedShiftL#·i1·6#)141 ································(GHC.Prim.uncheckedShiftL#·i1·6#)
142 ································(GHC.Prim.clz#·w)))·}142 ································(GHC.Prim.clz#·w)))·}
143 ·····················0#·->·0#·}143 ·····················0#·->·0#·}
144 ················GHC.Num.Integer.IN·x1144 ················GHC.Num.Integer.IN·x1
145 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]145 ················->·case·integerLog3·ret_ty·GHC.Prim.Int#·of·{}·}]
146 1a8b6e50d820f61cde59cb58fdf8ee86146 242bf05ae51bb6df0a1c235de5c7e53e
147 ··$wintegerLogBase·::147 ··$wintegerLogBase·::
148 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#148 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
149 ··StrWork([!,·!])149 ··StrWork([!,·!])
150 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,150 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,
151 ···Inline:·[2],151 ···Inline:·[2],
152 ···Unfolding:·Core:·<vanilla>152 ···Unfolding:·Core:·<vanilla>
153 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)153 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 179, 26 lines modifiedOffset 179, 26 lines modified
179 ················GHC.Num.Integer.IS·x1179 ················GHC.Num.Integer.IS·x1
180 ················->·case·GHC.Prim.<#·x1·1#·of·lwild·{180 ················->·case·GHC.Prim.<#·x1·1#·of·lwild·{
181 ·····················DEFAULT·->·$j181 ·····················DEFAULT·->·$j
182 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}182 ·····················1#·->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}
183 ················GHC.Num.Integer.IP·x1·->·$j183 ················GHC.Num.Integer.IP·x1·->·$j
184 ················GHC.Num.Integer.IN·x1184 ················GHC.Num.Integer.IN·x1
185 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]185 ················->·case·integerLogBase1·ret_ty·GHC.Prim.Int#·of·{}·}]
Max diff block lines reached; 11854/18247 bytes (64.96%) of diff not shown.
⊟
4.48 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.hi
Files 87% similar despite different names
⊟
4.15 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····
7 interface·Math.NumberTheory.Powers.Integer·90667 interface·Math.NumberTheory.Powers.Integer·9066
8 ··interface·hash:·c1fd7367a521eb0c934478735ae1eed8 
9 ··ABI·hash:·144da9cf832ed5fb6cb4ae539f1610ad 
10 ··export-list·hash:·e6b4f2eece9c5ed59eb7a49468691e2b 
11 ··orphan·hash:·b730bcbc4d4d29b2cc6e7242d54a1d66 
12 ··flag·hash:·cc2090e6318bfc01b34dfb5ce4d32a618 ··interface·hash:·b0e6686bd1645a281d3b515c825d506d
 9 ··ABI·hash:·48f2b2f09108b59afce4c824056f4560
 10 ··export-list·hash:·629e7f3592b8ab92eb455cc0dc26a85b
 11 ··orphan·hash:·3ca839c1b904a908de5d3313e2066f47
 12 ··flag·hash:·86c51442b5c6b38a79696985221fb0b9
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·dbf8dfbb5fe8e2d105a6dc1fe9a9988916 ··src_hash:·dbf8dfbb5fe8e2d105a6dc1fe9a99889
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 29, 41 lines modifiedOffset 29, 41 lines modified
29 family·instance·modules:·Control.Applicative·Control.Arrow29 family·instance·modules:·Control.Applicative·Control.Arrow
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de333 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de3
34 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc234 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
35 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e235 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
36 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940736 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
38 9ac8b472ddd4fae4a02783ca4e1b756738 7180e6a484a607b88f1e7a33d61660f5
39 ··$trModule·::·GHC.Types.Module39 ··$trModule·::·GHC.Types.Module
40 ··[HasNoCafRefs,·TagSig:·<TagProper>,40 ··[HasNoCafRefs,·TagSig:·<TagProper>,
41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
43 e2c6ebddf7bfd086657bf303b874b7fd43 4316673b224f1d6f9911e16b0e467090
44 ··$trModule1·::·GHC.Types.TrName44 ··$trModule1·::·GHC.Types.TrName
45 ··[HasNoCafRefs,·TagSig:·<TagProper>,45 ··[HasNoCafRefs,·TagSig:·<TagProper>,
46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
48 3b1c62c982c8839024822543948ac37648 ac972bd38ae5f84fd696353cc54c52af
49 ··$trModule2·::·GHC.Prim.Addr#49 ··$trModule2·::·GHC.Prim.Addr#
50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
51 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]51 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]
52 a538cd4dc2fe5b7711e5a72e559dca2952 77f1a473bc6a48821fbda8eee2cc65fa
53 ··$trModule3·::·GHC.Types.TrName53 ··$trModule3·::·GHC.Types.TrName
54 ··[HasNoCafRefs,·TagSig:·<TagProper>,54 ··[HasNoCafRefs,·TagSig:·<TagProper>,
55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
57 ca679f9808c003676c0e03070b66303257 2dd453d813fab4f50c4319ac8a54a491
58 ··$trModule4·::·GHC.Prim.Addr#58 ··$trModule4·::·GHC.Prim.Addr#
59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
60 ···Unfolding:·Core:·<vanilla>60 ···Unfolding:·Core:·<vanilla>
61 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
62 e7ed2f02716ad50c489d364bc983f5e961 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 62 343c5214a489c362c24159c9473b94a2
63 ··integerPower·::63 ··integerPower·::
64 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer64 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
65 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,65 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
66 ···Inline:·[1]·(sat-args=2),66 ···Inline:·[1]·(sat-args=2),
67 ···Unfolding:·Core:·StableUser·<0,FalseFalse>67 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
68 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)68 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
69 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->69 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 74, 15 lines modifiedOffset 74, 15 lines modified
74 ·····················DEFAULT·->·GHC.Real.$w$spowImpl·eta·wild174 ·····················DEFAULT·->·GHC.Real.$w$spowImpl·eta·wild1
75 ·····················0#·->·GHC.Num.Integer.IS·1#·}75 ·····················0#·->·GHC.Num.Integer.IS·1#·}
76 ················1#76 ················1#
77 ················->·GHC.Err.errorWithoutStackTrace77 ················->·GHC.Err.errorWithoutStackTrace
78 ·····················@GHC.Types.LiftedRep78 ·····················@GHC.Types.LiftedRep
79 ·····················@GHC.Num.Integer.Integer79 ·····················@GHC.Num.Integer.Integer
80 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]80 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
81 4b98bc6975308e5764f274dd73d428cf81 d168c0e98d91bf0c694ad65f43d69daf
82 ··integerWordPower·::82 ··integerWordPower·::
83 ····GHC.Num.Integer.Integer83 ····GHC.Num.Integer.Integer
84 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer84 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
85 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,85 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,
86 ···Inline:·[1]·(sat-args=2),86 ···Inline:·[1]·(sat-args=2),
87 ···Unfolding:·Core:·StableUser·<0,FalseFalse>87 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
88 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)88 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
⊟
4.48 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.dyn_hi
Files 84% similar despite different names
⊟
4.15 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····6 ·····got····dyn
7 interface·Math.NumberTheory.Powers.Integer·90667 interface·Math.NumberTheory.Powers.Integer·9066
8 ··interface·hash:·c1fd7367a521eb0c934478735ae1eed8 
9 ··ABI·hash:·144da9cf832ed5fb6cb4ae539f1610ad 
10 ··export-list·hash:·e6b4f2eece9c5ed59eb7a49468691e2b 
11 ··orphan·hash:·b730bcbc4d4d29b2cc6e7242d54a1d66 
12 ··flag·hash:·86c51442b5c6b38a79696985221fb0b98 ··interface·hash:·b0e6686bd1645a281d3b515c825d506d
 9 ··ABI·hash:·48f2b2f09108b59afce4c824056f4560
 10 ··export-list·hash:·629e7f3592b8ab92eb455cc0dc26a85b
 11 ··orphan·hash:·3ca839c1b904a908de5d3313e2066f47
 12 ··flag·hash:·cc2090e6318bfc01b34dfb5ce4d32a61
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·dbf8dfbb5fe8e2d105a6dc1fe9a9988916 ··src_hash:·dbf8dfbb5fe8e2d105a6dc1fe9a99889
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 29, 41 lines modifiedOffset 29, 41 lines modified
29 family·instance·modules:·Control.Applicative·Control.Arrow29 family·instance·modules:·Control.Applicative·Control.Arrow
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de333 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de3
34 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc234 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
35 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e235 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
36 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940736 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
38 9ac8b472ddd4fae4a02783ca4e1b756738 7180e6a484a607b88f1e7a33d61660f5
39 ··$trModule·::·GHC.Types.Module39 ··$trModule·::·GHC.Types.Module
40 ··[HasNoCafRefs,·TagSig:·<TagProper>,40 ··[HasNoCafRefs,·TagSig:·<TagProper>,
41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
43 e2c6ebddf7bfd086657bf303b874b7fd43 4316673b224f1d6f9911e16b0e467090
44 ··$trModule1·::·GHC.Types.TrName44 ··$trModule1·::·GHC.Types.TrName
45 ··[HasNoCafRefs,·TagSig:·<TagProper>,45 ··[HasNoCafRefs,·TagSig:·<TagProper>,
46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
48 3b1c62c982c8839024822543948ac37648 ac972bd38ae5f84fd696353cc54c52af
49 ··$trModule2·::·GHC.Prim.Addr#49 ··$trModule2·::·GHC.Prim.Addr#
50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
51 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]51 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]
52 a538cd4dc2fe5b7711e5a72e559dca2952 77f1a473bc6a48821fbda8eee2cc65fa
53 ··$trModule3·::·GHC.Types.TrName53 ··$trModule3·::·GHC.Types.TrName
54 ··[HasNoCafRefs,·TagSig:·<TagProper>,54 ··[HasNoCafRefs,·TagSig:·<TagProper>,
55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
57 ca679f9808c003676c0e03070b66303257 2dd453d813fab4f50c4319ac8a54a491
58 ··$trModule4·::·GHC.Prim.Addr#58 ··$trModule4·::·GHC.Prim.Addr#
59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
60 ···Unfolding:·Core:·<vanilla>60 ···Unfolding:·Core:·<vanilla>
61 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
62 e7ed2f02716ad50c489d364bc983f5e961 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 62 343c5214a489c362c24159c9473b94a2
63 ··integerPower·::63 ··integerPower·::
64 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer64 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
65 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,65 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
66 ···Inline:·[1]·(sat-args=2),66 ···Inline:·[1]·(sat-args=2),
67 ···Unfolding:·Core:·StableUser·<0,FalseFalse>67 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
68 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)68 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
69 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->69 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 74, 15 lines modifiedOffset 74, 15 lines modified
74 ·····················DEFAULT·->·GHC.Real.$w$spowImpl·eta·wild174 ·····················DEFAULT·->·GHC.Real.$w$spowImpl·eta·wild1
75 ·····················0#·->·GHC.Num.Integer.IS·1#·}75 ·····················0#·->·GHC.Num.Integer.IS·1#·}
76 ················1#76 ················1#
77 ················->·GHC.Err.errorWithoutStackTrace77 ················->·GHC.Err.errorWithoutStackTrace
78 ·····················@GHC.Types.LiftedRep78 ·····················@GHC.Types.LiftedRep
79 ·····················@GHC.Num.Integer.Integer79 ·····················@GHC.Num.Integer.Integer
80 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]80 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
81 4b98bc6975308e5764f274dd73d428cf81 d168c0e98d91bf0c694ad65f43d69daf
82 ··integerWordPower·::82 ··integerWordPower·::
83 ····GHC.Num.Integer.Integer83 ····GHC.Num.Integer.Integer
84 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer84 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
85 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,85 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,
86 ···Inline:·[1]·(sat-args=2),86 ···Inline:·[1]·(sat-args=2),
87 ···Unfolding:·Core:·StableUser·<0,FalseFalse>87 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
88 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)88 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
⊟
6.68 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.dyn_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.hi
Files 89% similar despite different names
⊟
6.36 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····dyn6 ·····got····
7 interface·Math.NumberTheory.Powers.Natural·90667 interface·Math.NumberTheory.Powers.Natural·9066
8 ··interface·hash:·24574a1a80a3d6c9cf989b595096660e 
9 ··ABI·hash:·9a11b1512ebfdf48d452a6c3294e0899 
10 ··export-list·hash:·c5e18cf726f802522ca5be092288f534 
11 ··orphan·hash:·d64c58e8ca9e928b9692ed7dd9e633a3 
12 ··flag·hash:·cc2090e6318bfc01b34dfb5ce4d32a618 ··interface·hash:·ce0bdbc6f0d77575ebdb85f7693c7b00
 9 ··ABI·hash:·eeed76ca5d81fda12eec1763282a5a27
 10 ··export-list·hash:·0007c6a06a901801641160d27799b46a
 11 ··orphan·hash:·a970bb47c1bb7e28899b1fa3ba3efa6d
 12 ··flag·hash:·86c51442b5c6b38a79696985221fb0b9
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·64c7c7cfed267aef94dd113192143c3d16 ··src_hash:·64c7c7cfed267aef94dd113192143c3d
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 30, 91 lines modifiedOffset 30, 91 lines modified
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de333 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de3
34 import·safe·Numeric.Natural·bb29d18091ac8f8f3065e23fb8e7377734 import·safe·Numeric.Natural·bb29d18091ac8f8f3065e23fb8e73777
35 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc235 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
36 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e236 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
37 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940737 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
38 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d38 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
39 4d4c7960949659a288d1939d08682f0939 f7b8f7ec17d071579df1669abbed6e25
40 ··$spowImpl·::40 ··$spowImpl·::
41 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural41 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
42 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,42 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
43 ···Inline:·[final],43 ···Inline:·[final],
44 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>44 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
45 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)45 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
46 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->46 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
47 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]47 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]
48 0ff756b610db479f839a8479d690ce7748 95b273ed2ff8001176e0cbb1beb102ea
49 ··$spowImpl1·::49 ··$spowImpl1·::
50 ····GHC.Num.Natural.Natural50 ····GHC.Num.Natural.Natural
51 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural51 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
52 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,52 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
53 ···Inline:·[final],53 ···Inline:·[final],
54 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>54 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
55 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)55 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
56 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->56 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
57 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]57 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]
58 0b5e23a0969b47aad1d252b00ce9b4d858 643243fbf53d4890ead0e0b559b82cb9
59 ··$trModule·::·GHC.Types.Module59 ··$trModule·::·GHC.Types.Module
60 ··[HasNoCafRefs,·TagSig:·<TagProper>,60 ··[HasNoCafRefs,·TagSig:·<TagProper>,
61 ···LambdaFormInfo:·LFCon[GHC.Types.Module],61 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
62 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]62 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
63 4a42565e7253348acc7180419a8db8e163 ae76c5c1cc8c777b3ed47807d38b3cf6
64 ··$trModule1·::·GHC.Types.TrName64 ··$trModule1·::·GHC.Types.TrName
65 ··[HasNoCafRefs,·TagSig:·<TagProper>,65 ··[HasNoCafRefs,·TagSig:·<TagProper>,
66 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],66 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
67 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]67 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
68 14d48c104d84fcef8c71ae072c97964c68 37a24cfbc3c928465a130df3c7104077
69 ··$trModule2·::·GHC.Prim.Addr#69 ··$trModule2·::·GHC.Prim.Addr#
70 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,70 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
71 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]71 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]
72 bb042175973d8b2341405d9be37b9a4972 b3a02f7acbd8f9c000c5c19d4ec0aa00
73 ··$trModule3·::·GHC.Types.TrName73 ··$trModule3·::·GHC.Types.TrName
74 ··[HasNoCafRefs,·TagSig:·<TagProper>,74 ··[HasNoCafRefs,·TagSig:·<TagProper>,
75 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],75 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
76 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]76 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
77 779a1c0de1ad5cbcbefc44d6e007152e77 18ef45ee6ae5517b59d739db961a2da5
78 ··$trModule4·::·GHC.Prim.Addr#78 ··$trModule4·::·GHC.Prim.Addr#
79 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,79 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
80 ···Unfolding:·Core:·<vanilla>80 ···Unfolding:·Core:·<vanilla>
81 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
82 3762cb52828f2fd06fcfa3400a6a269081 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 82 4e777af6a2ddbf2be0ef78184dd9bfd5
83 ··$w$spowImpl·::83 ··$w$spowImpl·::
84 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural84 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
85 ··StrWork([!])85 ··StrWork([!])
86 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,86 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
87 ···Strictness:·<SL><L>,·Inline:·[final]]87 ···Strictness:·<SL><L>,·Inline:·[final]]
88 584b23b7a55d1363cab5bf53fe575dd988 8ca07758d0748b9d4e8cead1e15e89d6
89 ··$w$spowImpl1·::89 ··$w$spowImpl1·::
90 ····GHC.Num.Natural.Natural90 ····GHC.Num.Natural.Natural
91 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural91 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural
92 ··StrWork([!])92 ··StrWork([!])
93 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,93 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
94 ···Strictness:·<SL><L>,·Inline:·[final]]94 ···Strictness:·<SL><L>,·Inline:·[final]]
95 68dd82b27f4c46afec85e2e307e644b495 7f601f2ca2971c6da214a9236ff7c598
96 ··$w$spowImplAcc·::96 ··$w$spowImplAcc·::
97 ····GHC.Num.Natural.Natural97 ····GHC.Num.Natural.Natural
98 ····->·GHC.Prim.Word#98 ····->·GHC.Prim.Word#
99 ····->·GHC.Num.Natural.Natural99 ····->·GHC.Num.Natural.Natural
100 ····->·GHC.Num.Natural.Natural100 ····->·GHC.Num.Natural.Natural
101 ··StrWork([!])101 ··StrWork([!])
102 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,102 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
103 ···Strictness:·<SL><L><ML>,·Inline:·[final]]103 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
104 002012a7777c59ee1df3dff7ec482066104 cb31a7a947281e0f3071333d400abe3b
105 ··$w$spowImplAcc1·::105 ··$w$spowImplAcc1·::
106 ····GHC.Num.Natural.Natural106 ····GHC.Num.Natural.Natural
107 ····->·GHC.Prim.Int#107 ····->·GHC.Prim.Int#
108 ····->·GHC.Num.Natural.Natural108 ····->·GHC.Num.Natural.Natural
109 ····->·GHC.Num.Natural.Natural109 ····->·GHC.Num.Natural.Natural
110 ··StrWork([!])110 ··StrWork([!])
111 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,111 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
112 ···Strictness:·<SL><L><ML>,·Inline:·[final]]112 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
113 694518fbb4a05859f6181c84bdc0b640113 bc19956c9f6a5c6c7d4a20ea33e0cf11
114 ··naturalPower·::114 ··naturalPower·::
115 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural115 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
116 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,116 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
117 ···Inline:·[1]·(sat-args=2),117 ···Inline:·[1]·(sat-args=2),
118 ···Unfolding:·Core:·StableUser·<0,FalseFalse>118 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
119 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)119 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
120 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->120 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 124, 15 lines modifiedOffset 124, 15 lines modified
124 ················->·case·x·of·wild1·{124 ················->·case·x·of·wild1·{
125 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}125 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}
126 ················1#126 ················1#
127 ················->·GHC.Err.errorWithoutStackTrace127 ················->·GHC.Err.errorWithoutStackTrace
128 ·····················@GHC.Types.LiftedRep128 ·····················@GHC.Types.LiftedRep
129 ·····················@GHC.Num.Natural.Natural129 ·····················@GHC.Num.Natural.Natural
130 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]130 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
131 506541f7497c81678a7c15ec14fcc02a131 615a8fc4c6ac0b8c6d295b8940459df5
132 ··naturalWordPower·::132 ··naturalWordPower·::
133 ····GHC.Num.Natural.Natural133 ····GHC.Num.Natural.Natural
Max diff block lines reached; 215/6470 bytes (3.32%) of diff not shown.
⊟
6.68 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.dyn_hi
Files 89% similar despite different names
⊟
6.36 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····6 ·····got····dyn
7 interface·Math.NumberTheory.Powers.Natural·90667 interface·Math.NumberTheory.Powers.Natural·9066
8 ··interface·hash:·24574a1a80a3d6c9cf989b595096660e 
9 ··ABI·hash:·9a11b1512ebfdf48d452a6c3294e0899 
10 ··export-list·hash:·c5e18cf726f802522ca5be092288f534 
11 ··orphan·hash:·d64c58e8ca9e928b9692ed7dd9e633a3 
12 ··flag·hash:·86c51442b5c6b38a79696985221fb0b98 ··interface·hash:·ce0bdbc6f0d77575ebdb85f7693c7b00
 9 ··ABI·hash:·eeed76ca5d81fda12eec1763282a5a27
 10 ··export-list·hash:·0007c6a06a901801641160d27799b46a
 11 ··orphan·hash:·a970bb47c1bb7e28899b1fa3ba3efa6d
 12 ··flag·hash:·cc2090e6318bfc01b34dfb5ce4d32a61
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·64c7c7cfed267aef94dd113192143c3d16 ··src_hash:·64c7c7cfed267aef94dd113192143c3d
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
19 ··where19 ··where
Offset 30, 91 lines modifiedOffset 30, 91 lines modified
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de333 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de3
34 import·safe·Numeric.Natural·bb29d18091ac8f8f3065e23fb8e7377734 import·safe·Numeric.Natural·bb29d18091ac8f8f3065e23fb8e73777
35 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc235 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
36 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e236 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
37 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940737 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
38 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d38 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
39 4d4c7960949659a288d1939d08682f0939 f7b8f7ec17d071579df1669abbed6e25
40 ··$spowImpl·::40 ··$spowImpl·::
41 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural41 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
42 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,42 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
43 ···Inline:·[final],43 ···Inline:·[final],
44 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>44 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
45 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)45 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
46 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->46 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
47 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]47 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]
48 0ff756b610db479f839a8479d690ce7748 95b273ed2ff8001176e0cbb1beb102ea
49 ··$spowImpl1·::49 ··$spowImpl1·::
50 ····GHC.Num.Natural.Natural50 ····GHC.Num.Natural.Natural
51 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural51 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
52 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,52 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
53 ···Inline:·[final],53 ···Inline:·[final],
54 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>54 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
55 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)55 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
56 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->56 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
57 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]57 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]
58 0b5e23a0969b47aad1d252b00ce9b4d858 643243fbf53d4890ead0e0b559b82cb9
59 ··$trModule·::·GHC.Types.Module59 ··$trModule·::·GHC.Types.Module
60 ··[HasNoCafRefs,·TagSig:·<TagProper>,60 ··[HasNoCafRefs,·TagSig:·<TagProper>,
61 ···LambdaFormInfo:·LFCon[GHC.Types.Module],61 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
62 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]62 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
63 4a42565e7253348acc7180419a8db8e163 ae76c5c1cc8c777b3ed47807d38b3cf6
64 ··$trModule1·::·GHC.Types.TrName64 ··$trModule1·::·GHC.Types.TrName
65 ··[HasNoCafRefs,·TagSig:·<TagProper>,65 ··[HasNoCafRefs,·TagSig:·<TagProper>,
66 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],66 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
67 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]67 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
68 14d48c104d84fcef8c71ae072c97964c68 37a24cfbc3c928465a130df3c7104077
69 ··$trModule2·::·GHC.Prim.Addr#69 ··$trModule2·::·GHC.Prim.Addr#
70 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,70 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
71 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]71 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]
72 bb042175973d8b2341405d9be37b9a4972 b3a02f7acbd8f9c000c5c19d4ec0aa00
73 ··$trModule3·::·GHC.Types.TrName73 ··$trModule3·::·GHC.Types.TrName
74 ··[HasNoCafRefs,·TagSig:·<TagProper>,74 ··[HasNoCafRefs,·TagSig:·<TagProper>,
75 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],75 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
76 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]76 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
77 779a1c0de1ad5cbcbefc44d6e007152e77 18ef45ee6ae5517b59d739db961a2da5
78 ··$trModule4·::·GHC.Prim.Addr#78 ··$trModule4·::·GHC.Prim.Addr#
79 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,79 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
80 ···Unfolding:·Core:·<vanilla>80 ···Unfolding:·Core:·<vanilla>
81 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
82 3762cb52828f2fd06fcfa3400a6a269081 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 82 4e777af6a2ddbf2be0ef78184dd9bfd5
83 ··$w$spowImpl·::83 ··$w$spowImpl·::
84 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural84 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
85 ··StrWork([!])85 ··StrWork([!])
86 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,86 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
87 ···Strictness:·<SL><L>,·Inline:·[final]]87 ···Strictness:·<SL><L>,·Inline:·[final]]
88 584b23b7a55d1363cab5bf53fe575dd988 8ca07758d0748b9d4e8cead1e15e89d6
89 ··$w$spowImpl1·::89 ··$w$spowImpl1·::
90 ····GHC.Num.Natural.Natural90 ····GHC.Num.Natural.Natural
91 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural91 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural
92 ··StrWork([!])92 ··StrWork([!])
93 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,93 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
94 ···Strictness:·<SL><L>,·Inline:·[final]]94 ···Strictness:·<SL><L>,·Inline:·[final]]
95 68dd82b27f4c46afec85e2e307e644b495 7f601f2ca2971c6da214a9236ff7c598
96 ··$w$spowImplAcc·::96 ··$w$spowImplAcc·::
97 ····GHC.Num.Natural.Natural97 ····GHC.Num.Natural.Natural
98 ····->·GHC.Prim.Word#98 ····->·GHC.Prim.Word#
99 ····->·GHC.Num.Natural.Natural99 ····->·GHC.Num.Natural.Natural
100 ····->·GHC.Num.Natural.Natural100 ····->·GHC.Num.Natural.Natural
101 ··StrWork([!])101 ··StrWork([!])
102 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,102 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
103 ···Strictness:·<SL><L><ML>,·Inline:·[final]]103 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
104 002012a7777c59ee1df3dff7ec482066104 cb31a7a947281e0f3071333d400abe3b
105 ··$w$spowImplAcc1·::105 ··$w$spowImplAcc1·::
106 ····GHC.Num.Natural.Natural106 ····GHC.Num.Natural.Natural
107 ····->·GHC.Prim.Int#107 ····->·GHC.Prim.Int#
108 ····->·GHC.Num.Natural.Natural108 ····->·GHC.Num.Natural.Natural
109 ····->·GHC.Num.Natural.Natural109 ····->·GHC.Num.Natural.Natural
110 ··StrWork([!])110 ··StrWork([!])
111 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,111 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
112 ···Strictness:·<SL><L><ML>,·Inline:·[final]]112 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
113 694518fbb4a05859f6181c84bdc0b640113 bc19956c9f6a5c6c7d4a20ea33e0cf11
114 ··naturalPower·::114 ··naturalPower·::
115 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural115 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
116 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,116 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
117 ···Inline:·[1]·(sat-args=2),117 ···Inline:·[1]·(sat-args=2),
118 ···Unfolding:·Core:·StableUser·<0,FalseFalse>118 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
119 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)119 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
120 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->120 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 124, 15 lines modifiedOffset 124, 15 lines modified
124 ················->·case·x·of·wild1·{124 ················->·case·x·of·wild1·{
125 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}125 ·····················DEFAULT·->·$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}
126 ················1#126 ················1#
127 ················->·GHC.Err.errorWithoutStackTrace127 ················->·GHC.Err.errorWithoutStackTrace
128 ·····················@GHC.Types.LiftedRep128 ·····················@GHC.Types.LiftedRep
129 ·····················@GHC.Num.Natural.Natural129 ·····················@GHC.Num.Natural.Natural
130 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]130 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
131 506541f7497c81678a7c15ec14fcc02a131 615a8fc4c6ac0b8c6d295b8940459df5
132 ··naturalWordPower·::132 ··naturalWordPower·::
133 ····GHC.Num.Natural.Natural133 ····GHC.Num.Natural.Natural
Max diff block lines reached; 215/6470 bytes (3.32%) of diff not shown.
⊟
1.2 MB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM.a vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn.a
Files 80% similar despite different names
⊟
59.5 KB
nm --print-armap {}
    
Offset 1, 123 lines modifiedOffset 1, 123 lines modified
  
1 Archive·index:1 Archive·index:
2 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule2_bytes·in·Logarithms.o2 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule2_bytes·in·Logarithms.o
3 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule4_bytes·in·Logarithms.o3 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule4_bytes·in·Logarithms.o
4 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info·in·Logarithms.o4 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info·in·Logarithms.o
5 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·in·Logarithms.o5 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·in·Logarithms.o
6 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info·in·Logarithms.o6 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info·in·Logarithms.o
7 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·in·Logarithms.o7 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·in·Logarithms.o
8 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_info·in·Logarithms.o8 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_info·in·Logarithms.o
9 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_closure·in·Logarithms.o9 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_closure·in·Logarithms.o
10 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_info·in·Logarithms.o10 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_info·in·Logarithms.o
11 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_closure·in·Logarithms.o11 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_closure·in·Logarithms.o
12 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_info·in·Logarithms.o12 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_info·in·Logarithms.o
13 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_closure·in·Logarithms.o13 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_closure·in·Logarithms.o
14 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule3_closure·in·Logarithms.o14 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule3_closure·in·Logarithms.o
15 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule1_closure·in·Logarithms.o15 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule1_closure·in·Logarithms.o
16 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule_closure·in·Logarithms.o16 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule_closure·in·Logarithms.o
17 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_info·in·Logarithms.o17 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_info·in·Logarithms.o
18 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure·in·Logarithms.o18 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_closure·in·Logarithms.o
19 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_info·in·Logarithms.o19 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_info·in·Logarithms.o
20 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_closure·in·Logarithms.o20 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_closure·in·Logarithms.o
21 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_info·in·Logarithms.o21 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_info·in·Logarithms.o
22 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_closure·in·Logarithms.o22 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_closure·in·Logarithms.o
23 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_info·in·Logarithms.o23 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_info·in·Logarithms.o
24 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_closure·in·Logarithms.o24 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_closure·in·Logarithms.o
25 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_info·in·Logarithms.o25 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_info·in·Logarithms.o
26 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_closure·in·Logarithms.o26 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_closure·in·Logarithms.o
27 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_info·in·Logarithms.o27 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_info·in·Logarithms.o
28 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·in·Logarithms.o28 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·in·Logarithms.o
29 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_info·in·Logarithms.o29 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_info·in·Logarithms.o
30 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_closure·in·Logarithms.o30 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_closure·in·Logarithms.o
31 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_info·in·Logarithms.o31 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_info·in·Logarithms.o
32 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure·in·Logarithms.o32 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure·in·Logarithms.o
33 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_info·in·Logarithms.o33 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_info·in·Logarithms.o
34 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_closure·in·Logarithms.o34 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_closure·in·Logarithms.o
35 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info·in·Logarithms.o35 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info·in·Logarithms.o
36 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·in·Logarithms.o36 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·in·Logarithms.o
37 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info·in·Logarithms.o37 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info·in·Logarithms.o
38 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·in·Logarithms.o38 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·in·Logarithms.o
39 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info·in·Logarithms.o39 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info·in·Logarithms.o
40 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure·in·Logarithms.o40 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure·in·Logarithms.o
41 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_info·in·Logarithms.o41 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_info·in·Logarithms.o
42 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_closure·in·Logarithms.o42 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_closure·in·Logarithms.o
43 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_info·in·Logarithms.o43 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_info·in·Logarithms.o
44 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_closure·in·Logarithms.o44 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_closure·in·Logarithms.o
45 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_info·in·Logarithms.o45 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_info·in·Logarithms.o
46 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_closure·in·Logarithms.o46 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_closure·in·Logarithms.o
47 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info·in·Logarithms.o47 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info·in·Logarithms.o
48 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure·in·Logarithms.o48 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure·in·Logarithms.o
49 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info·in·Logarithms.o49 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info·in·Logarithms.o
50 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure·in·Logarithms.o50 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure·in·Logarithms.o
51 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info·in·Logarithms.o51 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info·in·Logarithms.o
52 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure·in·Logarithms.o52 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure·in·Logarithms.o
53 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_info·in·Logarithms.o53 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_info·in·Logarithms.o
54 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_closure·in·Logarithms.o54 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_closure·in·Logarithms.o
55 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_info·in·Logarithms.o55 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_info·in·Logarithms.o
56 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_closure·in·Logarithms.o56 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_closure·in·Logarithms.o
57 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_info·in·Logarithms.o57 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_info·in·Logarithms.o
58 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_closure·in·Logarithms.o58 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_closure·in·Logarithms.o
59 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info·in·Logarithms.o59 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info·in·Logarithms.o
60 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure·in·Logarithms.o60 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure·in·Logarithms.o
61 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_info·in·Logarithms.o61 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_info·in·Logarithms.o
62 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_closure·in·Logarithms.o62 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_closure·in·Logarithms.o
63 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_info·in·Logarithms.o63 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_info·in·Logarithms.o
64 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_closure·in·Logarithms.o64 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_closure·in·Logarithms.o
65 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info·in·Logarithms.o65 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info·in·Logarithms.o
66 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure·in·Logarithms.o66 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure·in·Logarithms.o
67 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_info·in·Logarithms.o67 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_info·in·Logarithms.o
68 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_closure·in·Logarithms.o68 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_closure·in·Logarithms.o
69 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info·in·Logarithms.o69 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info·in·Logarithms.o
70 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_closure·in·Logarithms.o70 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_closure·in·Logarithms.o
71 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBasezq_info·in·Logarithms.o71 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBasezq_info·in·Logarithms.o
72 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBasezq_closure·in·Logarithms.o72 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBasezq_closure·in·Logarithms.o
73 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase2_info·in·Logarithms.o73 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBase2_info·in·Logarithms.o
74 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase2_closure·in·Logarithms.o74 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBase2_closure·in·Logarithms.o
75 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase1_info·in·Logarithms.o75 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBase1_info·in·Logarithms.o
76 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase1_closure·in·Logarithms.o76 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBase1_closure·in·Logarithms.o
77 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLogBase_info·in·Logarithms.o77 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLogBase_info·in·Logarithms.o
78 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLogBase_closure·in·Logarithms.o78 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLogBase_closure·in·Logarithms.o
79 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase_info·in·Logarithms.o79 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBase_info·in·Logarithms.o
80 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase_closure·in·Logarithms.o80 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBase_closure·in·Logarithms.o
81 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·in·Integer.o81 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·in·Integer.o
82 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·in·Integer.o82 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·in·Integer.o
83 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info·in·Integer.o83 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info·in·Integer.o
84 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_closure·in·Integer.o84 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_closure·in·Integer.o
85 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info·in·Integer.o85 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_info·in·Integer.o
86 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_closure·in·Integer.o86 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_closure·in·Integer.o
87 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·in·Integer.o87 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·in·Integer.o
88 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·in·Integer.o88 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·in·Integer.o
89 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule_closure·in·Integer.o89 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule_closure·in·Integer.o
90 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes·in·Natural.o90 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes·in·Natural.o
91 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes·in·Natural.o91 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes·in·Natural.o
92 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure·in·Natural.o92 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure·in·Natural.o
93 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure·in·Natural.o93 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure·in·Natural.o
94 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule_closure·in·Natural.o94 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule_closure·in·Natural.o
95 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info·in·Natural.o95 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info·in·Natural.o
96 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·in·Natural.o96 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·in·Natural.o
97 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info·in·Natural.o97 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info·in·Natural.o
98 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·in·Natural.o98 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·in·Natural.o
99 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info·in·Natural.o99 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info·in·Natural.o
100 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·in·Natural.o100 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·in·Natural.o
101 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_info·in·Natural.o101 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl_info·in·Natural.o
102 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure·in·Natural.o102 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure·in·Natural.o
103 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info·in·Natural.o103 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info·in·Natural.o
104 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·in·Natural.o104 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·in·Natural.o
105 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info·in·Natural.o105 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info·in·Natural.o
106 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure·in·Natural.o106 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure·in·Natural.o
107 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_info·in·Natural.o107 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalWordPower_info·in·Natural.o
108 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure·in·Natural.o108 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure·in·Natural.o
109 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_info·in·Natural.o109 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_info·in·Natural.o
110 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_closure·in·Natural.o110 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_closure·in·Natural.o
111 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes·in·Compat.o111 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes·in·Compat.o
112 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes·in·Compat.o112 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes·in·Compat.o
113 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·in·Compat.o113 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·in·Compat.o
114 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·in·Compat.o114 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·in·Compat.o
115 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure·in·Compat.o115 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure·in·Compat.o
  
116 Logarithms.o:116 Logarithms.o:
117 ·················U·arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info117 ·················U·arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info
118 ·················U·base_GHCziErr_errorWithoutStackTrace_closure118 ·················U·base_GHCziErr_errorWithoutStackTrace_closure
119 ·················U·base_GHCziErr_errorWithoutStackTrace_info119 ·················U·base_GHCziErr_errorWithoutStackTrace_info
120 ·················U·base_GHCziErr_error_closure120 ·················U·base_GHCziErr_error_closure
121 ·················U·base_GHCziErr_error_info121 ·················U·base_GHCziErr_error_info
Offset 158, 93 lines modifiedOffset 158, 93 lines modified
158 ·················U·ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure158 ·················U·ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure
159 ·················U·ghczmbignum_GHCziNumziNatural_naturalShiftRzh_info159 ·················U·ghczmbignum_GHCziNumziNatural_naturalShiftRzh_info
160 ·················U·ghczmprim_GHCziTypes_Izh_con_info160 ·················U·ghczmprim_GHCziTypes_Izh_con_info
Max diff block lines reached; 31480/60935 bytes (51.66%) of diff not shown.
⊟
1.01 MB
Logarithms.o
⊟
32.1 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
7 ·····4:·00000000000002e4·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule2_bytes7 ·····4:·00000000000002e4·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule2_bytes
8 ·····5:·0000000000000301·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule4_bytes8 ·····5:·0000000000000301·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_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·base_GHCziErr_errorWithoutStackTrace_closure11 ·····8:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_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·base_GHCziErr_errorWithoutStackTrace_info14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_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:·00000000000000e8···344·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info19 ····16:·00000000000000e8···344·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info
20 ····17:·00000000000000a8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure20 ····17:·00000000000000a8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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:·0000000000000258···220·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info22 ····19:·0000000000000258···220·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info
23 ····20:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure23 ····20:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure
24 ····21:·0000000000000350···110·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_info24 ····21:·0000000000000350···110·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_info
25 ····22:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziIntegerziLogarithms_integerLog2zh_info25 ····22:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziIntegerziLogarithms_integerLog2zh_info
26 ····23:·00000000000000e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_closure26 ····23:·00000000000000e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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:·00000000000003d8···142·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_info28 ····25:·00000000000003d8···142·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_closure30 ····27:·00000000000000f0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_closure
31 ····28:·0000000000000480···142·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_info31 ····28:·0000000000000480···142·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_info
32 ····29:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_closure32 ····29:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_closure
33 ····30:·0000000000000100·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule3_closure33 ····30:·0000000000000100·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule1_closure35 ····32:·0000000000000110·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule1_closure
36 ····33:·0000000000000120·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule_closure36 ····33:·0000000000000120·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·base_GHCziStackziTypes_SrcLoc_con_info38 ····35:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziStackziTypes_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·base_GHCziStackziTypes_PushCallStack_con_info40 ····37:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziStackziTypes_PushCallStack_con_info
41 ····38:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziStackziTypes_EmptyCallStack_closure41 ····38:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziStackziTypes_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·base_GHCziErr_error_closure43 ····40:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_error_closure
44 ····41:·0000000000000520····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_info44 ····41:·0000000000000520····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_info
45 ····42:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_error_info45 ····42:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_error_info
46 ····43:·00000000000002a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure46 ····43:·00000000000002a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_closure
47 ····44:·0000000000000588···173·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_info47 ····44:·0000000000000588···173·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_info
48 ····45:·00000000000002c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_closure48 ····45:·00000000000002c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_closure
49 ····46:·0000000000000648····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_info49 ····46:·0000000000000648····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_info
50 ····47:·0000000000000390·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_closure50 ····47:·0000000000000390·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_closure
51 ····48:·00000000000006b0···172·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_info51 ····48:·00000000000006b0···172·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_info
52 ····49:·00000000000003b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_closure52 ····49:·00000000000003b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_closure
53 ····50:·0000000000000770····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_info53 ····50:·0000000000000770····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_info
54 ····51:·0000000000000480·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_closure54 ····51:·0000000000000480·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_closure
55 ····52:·00000000000007d8···134·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_info55 ····52:·00000000000007d8···134·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_info
56 ····53:·00000000000004a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure56 ····53:·00000000000004a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure
57 ····54:·0000000000000878···158·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_info57 ····54:·0000000000000878···158·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_info
58 ····55:·00000000000004b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_closure58 ····55:·00000000000004b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_closure
59 ····56:·0000000000000928····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_info59 ····56:·0000000000000928····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_info
60 ····57:·0000000000000580·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure60 ····57:·0000000000000580·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure
61 ····58:·0000000000000990···270·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_info61 ····58:·0000000000000990···270·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_info
62 ····59:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalLog2zh_info62 ····59:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalLog2zh_info
63 ····60:·00000000000005a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_closure63 ····60:·00000000000005a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_closure
64 ····61:·0000000000000ab8···617·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info64 ····61:·0000000000000ab8···617·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info
65 ····62:·00000000000005e0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure65 ····62:·00000000000005e0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure
66 ····63:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerMul_info66 ····63:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerMul_info
67 ····64:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_info67 ····64:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_info
68 ····65:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerToIntzh_info68 ····65:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerToIntzh_info
69 ····66:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_info69 ····66:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_info
70 ····67:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_divZZeroError_closure70 ····67:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_divZZeroError_closure
71 ····68:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_ap_0_fast71 ····68:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_ap_0_fast
72 ····69:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerMul_closure72 ····69:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerMul_closure
73 ····70:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_closure73 ····70:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_closure
74 ····71:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_closure74 ····71:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_closure
75 ····72:·0000000000000d40···617·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info75 ····72:·0000000000000d40···617·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info
76 ····73:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NB_con_info76 ····73:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_NB_con_info
77 ····74:·0000000000000620·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure77 ····74:·0000000000000620·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure
78 ····75:·0000000000000fc8···649·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info78 ····75:·0000000000000fc8···649·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info
79 ····76:·0000000000000630·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure79 ····76:·0000000000000630·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure
80 ····77:·0000000000001270···158·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_info80 ····77:·0000000000001270···158·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_info
81 ····78:·0000000000000640·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_closure81 ····78:·0000000000000640·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_closure
82 ····79:·0000000000001320····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_info82 ····79:·0000000000001320····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_info
83 ····80:·0000000000000710·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_closure83 ····80:·0000000000000710·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_closure
84 ····81:·0000000000001388···270·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_info84 ····81:·0000000000001388···270·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_info
85 ····82:·0000000000000758·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_closure85 ····82:·0000000000000758·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_closure
86 ····83:·00000000000014b0···721·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info86 ····83:·00000000000014b0···721·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info
87 ····84:·0000000000000778·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure87 ····84:·0000000000000778·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure
88 ····85:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdwzdspowImpl_info88 ····85:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdwzdspowImpl_info
89 ····86:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdwzdspowImpl_closure89 ····86:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdwzdspowImpl_closure
90 ····87:·00000000000017a0···917·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info90 ····87:·00000000000017a0···917·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info
91 ····88:·00000000000007b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure91 ····88:·00000000000007b0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure
92 ····89:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_IP_con_info92 ····89:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_IP_con_info
93 ····90:·0000000000001b50···917·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info93 ····90:·0000000000001b50···917·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info
94 ····91:·00000000000007c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure94 ····91:·00000000000007c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure
95 ····92:·0000000000001f00···158·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_info95 ····92:·0000000000001f00···158·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_info
96 ····93:·00000000000007d0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_closure96 ····93:·00000000000007d0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_closure
97 ····94:·0000000000001fb0····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_info97 ····94:·0000000000001fb0····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_info
98 ····95:·00000000000008a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_closure98 ····95:·00000000000008a0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_closure
99 ····96:·0000000000002018···278·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_info99 ····96:·0000000000002018···278·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_info
100 ····97:·00000000000008e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_closure100 ····97:·00000000000008e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_closure
101 ····98:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_ZC_con_info101 ····98:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_ZC_con_info
102 ····99:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_ZMZN_closure102 ····99:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_ZMZN_closure
103 ···100:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_newByteArrayzh103 ···100:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_newByteArrayzh
104 ···101:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info104 ···101:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info
105 ···102:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure105 ···102:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure
106 ···103:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info106 ···103:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info
107 ···104:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerFromNatural_info107 ···104:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerFromNatural_info
Offset 111, 35 lines modifiedOffset 111, 35 lines modified
111 ···107:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_overflowError_closure111 ···107:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_overflowError_closure
112 ···108:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_noregs112 ···108:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_gc_noregs
113 ···109:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerFromNatural_closure113 ···109:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerFromNatural_closure
114 ···110:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure114 ···110:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure
115 ···111:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalAdd_closure115 ···111:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalAdd_closure
116 ···112:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziBigNat_bigNatCompare_info116 ···112:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziBigNat_bigNatCompare_info
117 ···113:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_4_info117 ···113:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_SRT_4_info
118 ···114:·0000000000008330··2617·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info118 ···114:·0000000000008330··2617·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info
119 ···115:·00000000000016f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure119 ···115:·00000000000016f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure
120 ···116:·0000000000008d80····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_info120 ···116:·0000000000008d80····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_info
121 ···117:·00000000000017c8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_closure121 ···117:·00000000000017c8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_closure
122 ···118:·0000000000008de0····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_info122 ···118:·0000000000008de0····79·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_info
123 ···119:·00000000000018a8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_closure123 ···119:·00000000000018a8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_closure
124 ···120:·0000000000008e48···295·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info124 ···120:·0000000000008e48···295·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info
125 ···121:·00000000000018e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure125 ···121:·00000000000018e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure
126 ···122:·0000000000008f88···222·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_info126 ···122:·0000000000008f88···222·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_info
127 ···123:·0000000000001908·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_closure127 ···123:·0000000000001908·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_closure
128 ···124:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerAdd_info128 ···124:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerAdd_info
Max diff block lines reached; 4501/32844 bytes (13.70%) of diff not shown.
⊟
119 KB
readelf --wide --relocs {}
    
Offset 7, 306 lines modifiedOffset 7, 306 lines modified
7 0000000000000045··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·47 0000000000000045··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·4
8 0000000000000064··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·248 0000000000000064··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24
9 0000000000000081··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·49 0000000000000081··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
10 0000000000000092··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·010 0000000000000092··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
11 000000000000009d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·411 000000000000009d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·-·4
12 00000000000000bc··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·412 00000000000000bc··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
13 00000000000000e4··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·413 00000000000000e4··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
14 00000000000000f4··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·414 00000000000000f4··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·4
15 000000000000010c··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·415 000000000000010c··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
16 0000000000000134··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·416 0000000000000134··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
17 0000000000000167··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·13817 0000000000000167··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·138
18 000000000000019c··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·418 000000000000019c··0000000e00000002·R_X86_64_PC32··········0000000000000000·ghczmbignum_GHCziNumziNatural_naturalMul_closure·-·4
19 00000000000001cb··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c019 00000000000001cb··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c0
20 00000000000001dc··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·11020 00000000000001dc··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·110
21 0000000000000224··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1a021 0000000000000224··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1a0
22 0000000000000254··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b422 0000000000000254··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b4
23 0000000000000264··0000001400000002·R_X86_64_PC32··········00000000000000d8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·-·423 0000000000000264··0000001400000002·R_X86_64_PC32··········00000000000000d8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure·-·4
24 000000000000027c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b424 000000000000027c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·b4
25 00000000000002ab··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·28025 00000000000002ab··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·280
26 00000000000002df··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·32026 00000000000002df··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·320
27 000000000000031c··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·427 000000000000031c··0000001100000002·R_X86_64_PC32··········00000000000000a8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure·-·4
28 000000000000035d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·38828 000000000000035d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·388
29 000000000000036d··0000001700000002·R_X86_64_PC32··········00000000000000e8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_closure·-·429 000000000000036d··0000001700000002·R_X86_64_PC32··········00000000000000e8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_closure·-·4
30 000000000000039a··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·030 000000000000039a··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
31 00000000000003e5··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·40831 00000000000003e5··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·408
32 000000000000042f··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·032 000000000000042f··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
33 000000000000045e··0000001b00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_closure·-·433 000000000000045e··0000001b00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_closure·-·4
34 000000000000048d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·4b034 000000000000048d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·4b0
35 00000000000004d7··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·035 00000000000004d7··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
36 0000000000000506··0000001d00000002·R_X86_64_PC32··········00000000000000f8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_closure·-·436 0000000000000506··0000001d00000002·R_X86_64_PC32··········00000000000000f8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_closure·-·4
37 000000000000051c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·27437 000000000000051c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·274
38 0000000000000539··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·438 0000000000000539··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
39 000000000000054a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·039 000000000000054a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
40 0000000000000555··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24c40 0000000000000555··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·24c
41 000000000000055c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·22641 000000000000055c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·226
42 0000000000000584··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure·-·442 0000000000000584··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
43 0000000000000599··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5c043 0000000000000599··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·5c0
44 00000000000005bc··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure·-·444 00000000000005bc··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
45 00000000000005de··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure·-·445 00000000000005de··0000002b00000002·R_X86_64_PC32··········00000000000002a0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_closure·-·4
46 00000000000005fe··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·046 00000000000005fe··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
47 000000000000061d··0000002d00000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_closure·-·447 000000000000061d··0000002d00000002·R_X86_64_PC32··········00000000000002c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_closure·-·4
48 0000000000000644··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·36448 0000000000000644··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·364
49 0000000000000661··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·449 0000000000000661··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
50 0000000000000672··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·050 0000000000000672··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
51 000000000000067d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·33c51 000000000000067d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·33c
52 0000000000000684··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·31652 0000000000000684··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·316
53 00000000000006ac··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_closure·-·453 00000000000006ac··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
54 00000000000006c1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·6e854 00000000000006c1··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·6e8
55 00000000000006e4··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_closure·-·455 00000000000006e4··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
56 0000000000000705··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_closure·-·456 0000000000000705··0000002f00000002·R_X86_64_PC32··········0000000000000390·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_closure·-·4
57 0000000000000725··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·057 0000000000000725··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
58 0000000000000744··0000003100000002·R_X86_64_PC32··········00000000000003b0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_closure·-·458 0000000000000744··0000003100000002·R_X86_64_PC32··········00000000000003b0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_closure·-·4
59 000000000000076c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·45459 000000000000076c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·454
60 0000000000000789··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·460 0000000000000789··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
61 000000000000079a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·061 000000000000079a··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
62 00000000000007a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·42c62 00000000000007a5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·42c
63 00000000000007ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·40663 00000000000007ac··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·406
64 00000000000007d4··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_closure·-·464 00000000000007d4··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_closure·-·4
65 000000000000082a··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_closure·-·465 000000000000082a··0000003300000002·R_X86_64_PC32··········0000000000000480·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_closure·-·4
66 0000000000000874··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·466 0000000000000874··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·4
67 0000000000000885··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8a867 0000000000000885··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8a8
68 00000000000008a4··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·468 00000000000008a4··0000003500000002·R_X86_64_PC32··········00000000000004a0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure·-·4
69 00000000000008ac··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8d869 00000000000008ac··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8d8
70 00000000000008bb··0000003700000002·R_X86_64_PC32··········00000000000004b0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_closure·-·470 00000000000008bb··0000003700000002·R_X86_64_PC32··········00000000000004b0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_closure·-·4
71 00000000000008ea··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·071 00000000000008ea··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
72 000000000000090d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8d872 000000000000090d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·8d8
73 0000000000000924··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·55473 0000000000000924··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·554
74 0000000000000941··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·474 0000000000000941··0000000900000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
75 0000000000000952··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·075 0000000000000952··0000000a0000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
76 000000000000095d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·52c76 000000000000095d··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·52c
77 0000000000000964··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·50677 0000000000000964··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·506
78 000000000000098c··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·478 000000000000098c··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·4
79 000000000000099d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·9c079 000000000000099d··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·9c0
80 00000000000009bc··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·480 00000000000009bc··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·4
81 00000000000009d0··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a2081 00000000000009d0··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a20
82 00000000000009e6··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·482 00000000000009e6··0000003900000002·R_X86_64_PC32··········0000000000000580·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure·-·4
83 00000000000009f4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a6883 00000000000009f4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a68
84 0000000000000a03··0000003c00000002·R_X86_64_PC32··········00000000000005a0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_closure·-·484 0000000000000a03··0000003c00000002·R_X86_64_PC32··········00000000000005a0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_closure·-·4
85 0000000000000a32··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·085 0000000000000a32··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
86 0000000000000a7a··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·086 0000000000000a7a··000000180000000b·R_X86_64_32S···········0000000000000000·ghczmprim_GHCziTypes_Izh_con_info·+·0
87 0000000000000ac4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·487 0000000000000ac4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
88 0000000000000adc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·488 0000000000000adc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
89 0000000000000b11··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b4889 0000000000000b11··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·b48
90 0000000000000b44··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·490 0000000000000b44··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
91 0000000000000b5a··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·091 0000000000000b5a··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0
92 0000000000000b66··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ba092 0000000000000b66··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ba0
93 0000000000000b72··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad93 0000000000000b72··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad
94 0000000000000b9c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·494 0000000000000b9c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
95 0000000000000ba4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·bc895 0000000000000ba4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·bc8
96 0000000000000bab··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd96 0000000000000bab··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd
97 0000000000000bc4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·497 0000000000000bc4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
98 0000000000000bcc··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·be898 0000000000000bcc··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·be8
99 0000000000000be4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·499 0000000000000be4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
100 0000000000000bfa··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ae0100 0000000000000bfa··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ae0
101 0000000000000c01··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65101 0000000000000c01··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65
102 0000000000000c12··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c50102 0000000000000c12··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·c50
103 0000000000000c1c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5cd103 0000000000000c1c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5cd
104 0000000000000c30··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44104 0000000000000c30··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44
105 0000000000000c4c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4105 0000000000000c4c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
106 0000000000000c64··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ca8106 0000000000000c64··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ca8
107 0000000000000c7a··0000004300000002·R_X86_64_PC32··········0000000000000000·base_GHCziReal_divZZeroError_closure·-·4107 0000000000000c7a··0000004300000002·R_X86_64_PC32··········0000000000000000·base_GHCziReal_divZZeroError_closure·-·4
108 0000000000000c8b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·cf0108 0000000000000c8b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·cf0
109 0000000000000ca4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4109 0000000000000ca4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
110 0000000000000cac··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·cc8110 0000000000000cac··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·cc8
111 0000000000000cec··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4111 0000000000000cec··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
112 0000000000000cf4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d10112 0000000000000cf4··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·d10
113 0000000000000d3c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4113 0000000000000d3c··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
114 0000000000000d5b··000000490000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziNatural_NB_con_info·+·0114 0000000000000d5b··000000490000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziNatural_NB_con_info·+·0
115 0000000000000d67··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·da8115 0000000000000d67··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·da8
116 0000000000000d8e··0000004a00000002·R_X86_64_PC32··········0000000000000620·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·-·4116 0000000000000d8e··0000004a00000002·R_X86_64_PC32··········0000000000000620·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure·-·4
117 0000000000000da4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4117 0000000000000da4··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
118 0000000000000dba··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0118 0000000000000dba··0000000d0000000b·R_X86_64_32S···········0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0
119 0000000000000dc6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e00119 0000000000000dc6··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e00
120 0000000000000dd2··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad120 0000000000000dd2··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5ad
121 0000000000000dfc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4121 0000000000000dfc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
122 0000000000000e04··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e28122 0000000000000e04··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e28
123 0000000000000e0b··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd123 0000000000000e0b··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5bd
124 0000000000000e24··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4124 0000000000000e24··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
125 0000000000000e2c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e48125 0000000000000e2c··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·e48
126 0000000000000e44··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4126 0000000000000e44··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
127 0000000000000e50··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44127 0000000000000e50··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44
128 0000000000000e67··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·eb0128 0000000000000e67··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·eb0
129 0000000000000e6e··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65129 0000000000000e6e··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65
130 0000000000000e82··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ed0130 0000000000000e82··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·ed0
131 0000000000000e8c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5cd131 0000000000000e8c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·5cd
132 0000000000000eac··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4132 0000000000000eac··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
133 0000000000000ecc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4133 0000000000000ecc··0000003e00000002·R_X86_64_PC32··········00000000000005e0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure·-·4
Max diff block lines reached; 97933/121470 bytes (80.62%) of diff not shown.
⊟
19.9 KB
strings --all --bytes=8 {}
    
Offset 6, 109 lines modifiedOffset 6, 109 lines modified
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
13 integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM13 integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
14 Negative·exponent14 Negative·exponent
15 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule2_bytes15 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule2_bytes
16 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule4_bytes16 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule4_bytes
17 stg_unpack_cstring_info17 stg_unpack_cstring_info
18 stg_SRT_2_info18 stg_SRT_2_info
19 base_GHCziErr_errorWithoutStackTrace_closure19 base_GHCziErr_errorWithoutStackTrace_closure
20 stg_bh_upd_frame_info20 stg_bh_upd_frame_info
21 base_GHCziErr_errorWithoutStackTrace_info21 base_GHCziErr_errorWithoutStackTrace_info
22 ghczmbignum_GHCziNumziNatural_NS_con_info22 ghczmbignum_GHCziNumziNatural_NS_con_info
23 ghczmbignum_GHCziNumziInteger_IS_con_info23 ghczmbignum_GHCziNumziInteger_IS_con_info
24 ghczmbignum_GHCziNumziNatural_naturalMul_closure24 ghczmbignum_GHCziNumziNatural_naturalMul_closure
25 ghczmbignum_GHCziNumziNatural_naturalMul_info25 ghczmbignum_GHCziNumziNatural_naturalMul_info
26 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info26 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info
27 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure27 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure
28 stg_gc_unbx_r128 stg_gc_unbx_r1
29 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info29 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info
30 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure30 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure
31 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_info31 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_info
32 base_GHCziIntegerziLogarithms_integerLog2zh_info32 base_GHCziIntegerziLogarithms_integerLog2zh_info
33 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_closure33 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_closure
34 ghczmprim_GHCziTypes_Izh_con_info34 ghczmprim_GHCziTypes_Izh_con_info
35 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_info35 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_info
36 stg_gc_unpt_r136 stg_gc_unpt_r1
37 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_closure37 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_closure
38 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_info38 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_info
39 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_closure39 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_closure
40 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule3_closure40 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule3_closure
41 ghczmprim_GHCziTypes_TrNameS_con_info41 ghczmprim_GHCziTypes_TrNameS_con_info
42 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule1_closure42 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule1_closure
43 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule_closure43 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule_closure
44 ghczmprim_GHCziTypes_Module_con_info44 ghczmprim_GHCziTypes_Module_con_info
45 base_GHCziStackziTypes_SrcLoc_con_info45 base_GHCziStackziTypes_SrcLoc_con_info
46 stg_INTLIKE_closure46 stg_INTLIKE_closure
47 base_GHCziStackziTypes_PushCallStack_con_info47 base_GHCziStackziTypes_PushCallStack_con_info
48 base_GHCziStackziTypes_EmptyCallStack_closure48 base_GHCziStackziTypes_EmptyCallStack_closure
49 stg_SRT_3_info49 stg_SRT_3_info
50 base_GHCziErr_error_closure50 base_GHCziErr_error_closure
51 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_info51 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_info
52 base_GHCziErr_error_info52 base_GHCziErr_error_info
53 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure53 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_closure
54 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_info54 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_info
55 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_closure55 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_closure
56 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_info56 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_info
57 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_closure57 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_closure
58 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_info58 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_info
59 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_closure59 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_closure
60 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_info60 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_info
61 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_closure61 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_closure
62 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_info62 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_info
63 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure63 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure
64 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_info64 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_info
65 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_closure65 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_closure
66 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_info66 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_info
67 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure67 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure
68 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_info68 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_info
69 ghczmbignum_GHCziNumziNatural_naturalLog2zh_info69 ghczmbignum_GHCziNumziNatural_naturalLog2zh_info
70 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_closure70 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_closure
71 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info71 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info
72 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure72 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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 base_GHCziReal_divZZeroError_closure77 base_GHCziReal_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 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info82 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info
83 ghczmbignum_GHCziNumziNatural_NB_con_info83 ghczmbignum_GHCziNumziNatural_NB_con_info
84 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure84 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure
85 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info85 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info
86 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure86 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure
87 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_info87 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_info
88 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_closure88 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_closure
89 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_info89 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_info
90 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_closure90 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_closure
91 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_info91 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_info
92 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_closure92 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_closure
93 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info93 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info
94 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure94 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure
95 base_GHCziReal_zdwzdspowImpl_info95 base_GHCziReal_zdwzdspowImpl_info
96 base_GHCziReal_zdwzdspowImpl_closure96 base_GHCziReal_zdwzdspowImpl_closure
97 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info97 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info
98 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure98 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure
99 ghczmbignum_GHCziNumziInteger_IP_con_info99 ghczmbignum_GHCziNumziInteger_IP_con_info
100 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info100 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info
101 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure101 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure
102 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_info102 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_info
103 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_closure103 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_closure
104 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_info104 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_info
105 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_closure105 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_closure
106 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_info106 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_info
107 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_closure107 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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 arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info111 arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info
112 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure112 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure
113 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info113 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info
114 ghczmbignum_GHCziNumziInteger_integerFromNatural_info114 ghczmbignum_GHCziNumziInteger_integerFromNatural_info
Offset 117, 40 lines modifiedOffset 117, 40 lines modified
117 base_GHCziReal_overflowError_closure117 base_GHCziReal_overflowError_closure
118 stg_gc_noregs118 stg_gc_noregs
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 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info124 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info
125 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure125 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure
126 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_info126 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_info
127 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_closure127 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_closure
128 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_info128 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_info
129 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_closure129 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_closure
130 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info130 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info
131 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure131 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure
132 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_info132 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_info
133 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_closure133 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_closure
Max diff block lines reached; 2960/20364 bytes (14.54%) of diff not shown.
⊟
809 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 174 lines modifiedOffset 1, 174 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xe8>:2 0000000000000000·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xe8>:
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·····54·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x94>10 »       jb·····54·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x94>
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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xbb>16 »       call···2d·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0xbb>
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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x96>20 »       je·····52·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x96>
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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x96>27 »       jmp····52·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x96>
28 ·R_X86_64_PLT32» base_GHCziErr_errorWithoutStackTrace_info-0x428 ·R_X86_64_PLT32» base_GHCziErr_errorWithoutStackTrace_info-0x4
29 »       jmp····*(%rbx)29 »       jmp····*(%rbx)
30 »       jmp····*-0x10(%r13)30 »       jmp····*-0x10(%r13)
31 »       ...31 »       ...
32 »       adc····$0x0,%eax32 »       adc····$0x0,%eax
33 ·R_X86_64_PC32»  .data+0x2433 ·R_X86_64_PC32»  .data+0x24
34 »       add····%al,(%rax)34 »       add····%al,(%rax)
35 »       add····%cl,-0x73(%rax)35 »       add····%cl,-0x73(%rax)
36 »       rex.RB36 »       rex.RB
37 »       lock·cmp·%r15,%rax37 »       lock·cmp·%r15,%rax
38 »       jb·····ac·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x3c>38 »       jb·····ac·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x3c>
39 »       sub····$0x8,%rsp39 »       sub····$0x8,%rsp
40 »       mov····%r13,%rax40 »       mov····%r13,%rax
41 »       mov····%rbx,%rsi41 »       mov····%rbx,%rsi
42 »       mov····%rax,%rdi42 »       mov····%rax,%rdi
43 »       xor····%eax,%eax43 »       xor····%eax,%eax
44 »       call···85·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x63>44 »       call···85·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x63>
45 ·R_X86_64_PLT32» newCAF-0x445 ·R_X86_64_PLT32» newCAF-0x4
46 »       add····$0x8,%rsp46 »       add····$0x8,%rsp
47 »       test···%rax,%rax47 »       test···%rax,%rax
48 »       je·····aa·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x3e>48 »       je·····aa·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x3e>
49 »       movq···$0x0,-0x10(%rbp)49 »       movq···$0x0,-0x10(%rbp)
50 ·R_X86_64_32S»   stg_bh_upd_frame_info50 ·R_X86_64_32S»   stg_bh_upd_frame_info
51 »       mov····%rax,-0x8(%rbp)51 »       mov····%rax,-0x8(%rbp)
52 »       lea····0x0(%rip),%r14········52 »       lea····0x0(%rip),%r14········
53 ·R_X86_64_PC32»  .data-0x453 ·R_X86_64_PC32»  .data-0x4
54 »       add····$0xfffffffffffffff0,%rbp54 »       add····$0xfffffffffffffff0,%rbp
55 »       jmp····aa·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x3e>55 »       jmp····aa·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x3e>
56 ·R_X86_64_PLT32» base_GHCziErr_errorWithoutStackTrace_info-0x456 ·R_X86_64_PLT32» base_GHCziErr_errorWithoutStackTrace_info-0x4
57 »       jmp····*(%rbx)57 »       jmp····*(%rbx)
58 »       jmp····*-0x10(%r13)58 »       jmp····*-0x10(%r13)
59 »       add····(%rax),%al59 »       add····(%rax),%al
60 »       add····%al,(%rax)60 »       add····%al,(%rax)
61 »       add····%al,(%rax)61 »       add····%al,(%rax)
62 »       add····%al,(%rax)62 »       add····%al,(%rax)
63 »       adc····(%rax),%al63 »       adc····(%rax),%al
64 »       add····%al,(%rax)64 »       add····%al,(%rax)
65 »       add····%al,(%rax)65 »       add····%al,(%rax)
66 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x466 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
67 »       add····%al,(%rax)67 »       add····%al,(%rax)
68 »       mov····0x18(%rbx),%rsi68 »       mov····0x18(%rbx),%rsi
69 »       mov····0x10(%rbx),%r1469 »       mov····0x10(%rbx),%r14
70 »       jmp····cd·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x1b>70 »       jmp····cd·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info-0x1b>
71 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x471 ·R_X86_64_PLT32» ghczmbignum_GHCziNumziNatural_naturalMul_info-0x4
72 »       nopl···(%rax)72 »       nopl···(%rax)
73 »       adc····$0x3000000,%eax73 »       adc····$0x3000000,%eax
74 »       ...74 »       ...
75 »       add····%al,(%rax)75 »       add····%al,(%rax)
76 »       add····%cl,(%rsi)76 »       add····%cl,(%rsi)
77 »       add····%al,(%rax)77 »       add····%al,(%rax)
78 »       add····%al,(%rax)78 »       add····%al,(%rax)
79 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x479 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
80 »       add····%al,(%rax)80 »       add····%al,(%rax)
81 »       ...81 »       ...
  
82 00000000000000e8·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info>:82 00000000000000e8·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info>:
83 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info():83 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info():
84 »       lea····-0x20(%rbp),%rax84 »       lea····-0x20(%rbp),%rax
85 »       cmp····%r15,%rax85 »       cmp····%r15,%rax
86 »       jae····147·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>86 »       jae····147·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>
87 »       lea····0x0(%rip),%rbx········87 »       lea····0x0(%rip),%rbx········
88 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure-0x488 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure-0x4
89 »       jmp····*-0x8(%r13)89 »       jmp····*-0x8(%r13)
90 »       nopl···0x0(%rax)90 »       nopl···0x0(%rax)
91 »       (bad)91 »       (bad)
92 »       add····%al,(%rax)92 »       add····%al,(%rax)
93 »       add····%al,(%rax)93 »       add····%al,(%rax)
94 »       add····%al,(%rax)94 »       add····%al,(%rax)
95 »       add····%bl,(%rsi)95 »       add····%bl,(%rsi)
96 »       add····%al,(%rax)96 »       add····%al,(%rax)
97 »       add····%al,(%rax)97 »       add····%al,(%rax)
98 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x498 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
99 »       add····%al,(%rax)99 »       add····%al,(%rax)
100 »       add····%cl,-0x75(%rax)100 »       add····%cl,-0x75(%rax)
101 »       jge····11c·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x34>101 »       jge····11c·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x34>
102 »       mov····0x10(%rbp),%rsi102 »       mov····0x10(%rbp),%rsi
103 »       add····$0x18,%rbp103 »       add····$0x18,%rbp
104 »       mov····%rbx,%r14104 »       mov····%rbx,%r14
105 »       jmp····147·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>105 »       jmp····147·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5f>
106 »       nopl···0x0(%rax)106 »       nopl···0x0(%rax)
107 »       (bad)107 »       (bad)
108 »       add····%al,(%rax)108 »       add····%al,(%rax)
109 »       add····%al,(%rax)109 »       add····%al,(%rax)
110 »       add····%al,(%rax)110 »       add····%al,(%rax)
111 »       add····%bl,(%rsi)111 »       add····%bl,(%rsi)
112 »       add····%al,(%rax)112 »       add····%al,(%rax)
113 »       add····%al,(%rax)113 »       add····%al,(%rax)
114 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4114 ·R_X86_64_PC32»  ghczmbignum_GHCziNumziNatural_naturalMul_closure-0x4
115 »       add····%al,(%rax)115 »       add····%al,(%rax)
116 »       add····%cl,-0x75(%rax)116 »       add····%cl,-0x75(%rax)
117 »       jge····144·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5c>117 »       jge····144·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info+0x5c>
118 »       mov····0x10(%rbp),%rsi118 »       mov····0x10(%rbp),%rsi
119 »       add····$0x18,%rbp119 »       add····$0x18,%rbp
120 »       mov····%rbx,%r14120 »       mov····%rbx,%r14
121 »       mov····%rsi,%rax121 »       mov····%rsi,%rax
122 »       shr····$0x3f,%rax122 »       shr····$0x3f,%rax
Max diff block lines reached; 821785/828716 bytes (99.16%) of diff not shown.
⊟
714 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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM16 ··[···301]··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
17 ··[···333]··Negative·exponent17 ··[···333]··Negative·exponent
  
⊟
52.7 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 20 lines modifiedOffset 1, 20 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·69307a69·337a6931·thmszm1zi0zi3zi13 ··0x00000010·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
4 ··0x00000020·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
5 ··0x00000030·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN4 ··0x00000020·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 5 ··0x00000030·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
6 ··0x00000040·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog6 ··0x00000040·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog
7 ··0x00000050·61726974·686d735f·7a647472·4d6f6475·arithms_zdtrModu7 ··0x00000050·61726974·686d735f·7a647472·4d6f6475·arithms_zdtrModu
8 ··0x00000060·6c65325f·62797465·7300696e·74656765·le2_bytes.intege8 ··0x00000060·6c65325f·62797465·7300696e·74656765·le2_bytes.intege
9 ··0x00000070·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm19 ··0x00000070·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1
10 ··0x00000080·7a69307a·69337a69·317a6d35·504d3668·zi0zi3zi1zm5PM6h10 ··0x00000080·7a69307a·69337a69·317a6d36·75554643·zi0zi3zi1zm6uUFC
11 ··0x00000090·686b4c31·4c4c464b·79445436·446e6371·hkL1LLFKyDT6Dncq11 ··0x00000090·55684830·4d484472·63466657·71784b45·UhH0MHDrcFfWqxKE
12 ··0x000000a0·4d5f4d61·74687a69·4e756d62·65725468·M_MathziNumberTh12 ··0x000000a0·6e5f4d61·74687a69·4e756d62·65725468·n_MathziNumberTh
13 ··0x000000b0·656f7279·7a694c6f·67617269·74686d73·eoryziLogarithms13 ··0x000000b0·656f7279·7a694c6f·67617269·74686d73·eoryziLogarithms
14 ··0x000000c0·5f7a6474·724d6f64·756c6534·5f627974·_zdtrModule4_byt14 ··0x000000c0·5f7a6474·724d6f64·756c6534·5f627974·_zdtrModule4_byt
15 ··0x000000d0·65730073·74675f75·6e706163·6b5f6373·es.stg_unpack_cs15 ··0x000000d0·65730073·74675f75·6e706163·6b5f6373·es.stg_unpack_cs
16 ··0x000000e0·7472696e·675f696e·666f0073·74675f53·tring_info.stg_S16 ··0x000000e0·7472696e·675f696e·666f0073·74675f53·tring_info.stg_S
17 ··0x000000f0·52545f32·5f696e66·6f006261·73655f47·RT_2_info.base_G17 ··0x000000f0·52545f32·5f696e66·6f006261·73655f47·RT_2_info.base_G
18 ··0x00000100·48437a69·4572725f·6572726f·72576974·HCziErr_errorWit18 ··0x00000100·48437a69·4572725f·6572726f·72576974·HCziErr_errorWit
19 ··0x00000110·686f7574·53746163·6b547261·63655f63·houtStackTrace_c19 ··0x00000110·686f7574·53746163·6b547261·63655f63·houtStackTrace_c
Offset 32, 105 lines modifiedOffset 32, 105 lines modified
32 ··0x000001d0·437a694e·756d7a69·4e617475·72616c5f·CziNumziNatural_32 ··0x000001d0·437a694e·756d7a69·4e617475·72616c5f·CziNumziNatural_
33 ··0x000001e0·6e617475·72616c4d·756c5f63·6c6f7375·naturalMul_closu33 ··0x000001e0·6e617475·72616c4d·756c5f63·6c6f7375·naturalMul_closu
34 ··0x000001f0·72650067·68637a6d·6269676e·756d5f47·re.ghczmbignum_G34 ··0x000001f0·72650067·68637a6d·6269676e·756d5f47·re.ghczmbignum_G
35 ··0x00000200·48437a69·4e756d7a·694e6174·7572616c·HCziNumziNatural35 ··0x00000200·48437a69·4e756d7a·694e6174·7572616c·HCziNumziNatural
36 ··0x00000210·5f6e6174·7572616c·4d756c5f·696e666f·_naturalMul_info36 ··0x00000210·5f6e6174·7572616c·4d756c5f·696e666f·_naturalMul_info
37 ··0x00000220·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari37 ··0x00000220·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
38 ··0x00000230·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi138 ··0x00000230·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
39 ··0x00000240·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
40 ··0x00000250·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN39 ··0x00000240·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 40 ··0x00000250·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
41 ··0x00000260·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog41 ··0x00000260·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog
42 ··0x00000270·61726974·686d735f·7a64777a·6473706f·arithms_zdwzdspo42 ··0x00000270·61726974·686d735f·7a64777a·6473706f·arithms_zdwzdspo
43 ··0x00000280·77496d70·6c416363·5f696e66·6f00696e·wImplAcc_info.in43 ··0x00000280·77496d70·6c416363·5f696e66·6f00696e·wImplAcc_info.in
44 ··0x00000290·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm44 ··0x00000290·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm
45 ··0x000002a0·737a6d31·7a69307a·69337a69·317a6d35·szm1zi0zi3zi1zm545 ··0x000002a0·737a6d31·7a69307a·69337a69·317a6d36·szm1zi0zi3zi1zm6
46 ··0x000002b0·504d3668·686b4c31·4c4c464b·79445436·PM6hhkL1LLFKyDT646 ··0x000002b0·75554643·55684830·4d484472·63466657·uUFCUhH0MHDrcFfW
47 ··0x000002c0·446e6371·4d5f4d61·74687a69·4e756d62·DncqM_MathziNumb47 ··0x000002c0·71784b45·6e5f4d61·74687a69·4e756d62·qxKEn_MathziNumb
48 ··0x000002d0·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari48 ··0x000002d0·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari
49 ··0x000002e0·74686d73·5f7a6477·7a647370·6f77496d·thms_zdwzdspowIm49 ··0x000002e0·74686d73·5f7a6477·7a647370·6f77496d·thms_zdwzdspowIm
50 ··0x000002f0·706c4163·635f636c·6f737572·65007374·plAcc_closure.st50 ··0x000002f0·706c4163·635f636c·6f737572·65007374·plAcc_closure.st
51 ··0x00000300·675f6763·5f756e62·785f7231·00696e74·g_gc_unbx_r1.int51 ··0x00000300·675f6763·5f756e62·785f7231·00696e74·g_gc_unbx_r1.int
52 ··0x00000310·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms52 ··0x00000310·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
53 ··0x00000320·7a6d317a·69307a69·337a6931·7a6d3550·zm1zi0zi3zi1zm5P53 ··0x00000320·7a6d317a·69307a69·337a6931·7a6d3675·zm1zi0zi3zi1zm6u
54 ··0x00000330·4d366868·6b4c314c·4c464b79·44543644·M6hhkL1LLFKyDT6D54 ··0x00000330·55464355·6848304d·48447263·46665771·UFCUhH0MHDrcFfWq
55 ··0x00000340·6e63714d·5f4d6174·687a694e·756d6265·ncqM_MathziNumbe55 ··0x00000340·784b456e·5f4d6174·687a694e·756d6265·xKEn_MathziNumbe
56 ··0x00000350·72546865·6f72797a·694c6f67·61726974·rTheoryziLogarit56 ··0x00000350·72546865·6f72797a·694c6f67·61726974·rTheoryziLogarit
57 ··0x00000360·686d735f·7a64777a·6473706f·77496d70·hms_zdwzdspowImp57 ··0x00000360·686d735f·7a64777a·6473706f·77496d70·hms_zdwzdspowImp
58 ··0x00000370·6c5f696e·666f0069·6e746567·65727a6d·l_info.integerzm58 ··0x00000370·6c5f696e·666f0069·6e746567·65727a6d·l_info.integerzm
59 ··0x00000380·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi059 ··0x00000380·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
60 ··0x00000390·7a69337a·69317a6d·35504d36·68686b4c·zi3zi1zm5PM6hhkL60 ··0x00000390·7a69337a·69317a6d·36755546·43556848·zi3zi1zm6uUFCUhH
61 ··0x000003a0·314c4c46·4b794454·36446e63·714d5f4d·1LLFKyDT6DncqM_M61 ··0x000003a0·304d4844·72634666·5771784b·456e5f4d·0MHDrcFfWqxKEn_M
62 ··0x000003b0·6174687a·694e756d·62657254·68656f72·athziNumberTheor62 ··0x000003b0·6174687a·694e756d·62657254·68656f72·athziNumberTheor
63 ··0x000003c0·797a694c·6f676172·6974686d·735f7a64·yziLogarithms_zd63 ··0x000003c0·797a694c·6f676172·6974686d·735f7a64·yziLogarithms_zd
64 ··0x000003d0·777a6473·706f7749·6d706c5f·636c6f73·wzdspowImpl_clos64 ··0x000003d0·777a6473·706f7749·6d706c5f·636c6f73·wzdspowImpl_clos
65 ··0x000003e0·75726500·696e7465·6765727a·6d6c6f67·ure.integerzmlog65 ··0x000003e0·75726500·696e7465·6765727a·6d6c6f67·ure.integerzmlog
66 ··0x000003f0·61726974·686d737a·6d317a69·307a6933·arithmszm1zi0zi366 ··0x000003f0·61726974·686d737a·6d317a69·307a6933·arithmszm1zi0zi3
67 ··0x00000400·7a69317a·6d35504d·3668686b·4c314c4c·zi1zm5PM6hhkL1LL 
68 ··0x00000410·464b7944·5436446e·63714d5f·4d617468·FKyDT6DncqM_Math67 ··0x00000400·7a69317a·6d367555·46435568·48304d48·zi1zm6uUFCUhH0MH
 68 ··0x00000410·44726346·66577178·4b456e5f·4d617468·DrcFfWqxKEn_Math
69 ··0x00000420·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi69 ··0x00000420·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
70 ··0x00000430·4c6f6761·72697468·6d735f69·6e746567·Logarithms_integ70 ··0x00000430·4c6f6761·72697468·6d735f69·6e746567·Logarithms_integ
71 ··0x00000440·65724c6f·67327a71·5f696e66·6f006261·erLog2zq_info.ba71 ··0x00000440·65724c6f·67327a71·5f696e66·6f006261·erLog2zq_info.ba
72 ··0x00000450·73655f47·48437a69·496e7465·6765727a·se_GHCziIntegerz72 ··0x00000450·73655f47·48437a69·496e7465·6765727a·se_GHCziIntegerz
73 ··0x00000460·694c6f67·61726974·686d735f·696e7465·iLogarithms_inte73 ··0x00000460·694c6f67·61726974·686d735f·696e7465·iLogarithms_inte
74 ··0x00000470·6765724c·6f67327a·685f696e·666f0069·gerLog2zh_info.i74 ··0x00000470·6765724c·6f67327a·685f696e·666f0069·gerLog2zh_info.i
75 ··0x00000480·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith75 ··0x00000480·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
76 ··0x00000490·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm76 ··0x00000490·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm
77 ··0x000004a0·35504d36·68686b4c·314c4c46·4b794454·5PM6hhkL1LLFKyDT77 ··0x000004a0·36755546·43556848·304d4844·72634666·6uUFCUhH0MHDrcFf
78 ··0x000004b0·36446e63·714d5f4d·6174687a·694e756d·6DncqM_MathziNum78 ··0x000004b0·5771784b·456e5f4d·6174687a·694e756d·WqxKEn_MathziNum
79 ··0x000004c0·62657254·68656f72·797a694c·6f676172·berTheoryziLogar79 ··0x000004c0·62657254·68656f72·797a694c·6f676172·berTheoryziLogar
80 ··0x000004d0·6974686d·735f696e·74656765·724c6f67·ithms_integerLog80 ··0x000004d0·6974686d·735f696e·74656765·724c6f67·ithms_integerLog
81 ··0x000004e0·327a715f·636c6f73·75726500·6768637a·2zq_closure.ghcz81 ··0x000004e0·327a715f·636c6f73·75726500·6768637a·2zq_closure.ghcz
82 ··0x000004f0·6d707269·6d5f4748·437a6954·79706573·mprim_GHCziTypes82 ··0x000004f0·6d707269·6d5f4748·437a6954·79706573·mprim_GHCziTypes
83 ··0x00000500·5f497a68·5f636f6e·5f696e66·6f00696e·_Izh_con_info.in83 ··0x00000500·5f497a68·5f636f6e·5f696e66·6f00696e·_Izh_con_info.in
84 ··0x00000510·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm84 ··0x00000510·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm
85 ··0x00000520·737a6d31·7a69307a·69337a69·317a6d35·szm1zi0zi3zi1zm585 ··0x00000520·737a6d31·7a69307a·69337a69·317a6d36·szm1zi0zi3zi1zm6
86 ··0x00000530·504d3668·686b4c31·4c4c464b·79445436·PM6hhkL1LLFKyDT686 ··0x00000530·75554643·55684830·4d484472·63466657·uUFCUhH0MHDrcFfW
87 ··0x00000540·446e6371·4d5f4d61·74687a69·4e756d62·DncqM_MathziNumb87 ··0x00000540·71784b45·6e5f4d61·74687a69·4e756d62·qxKEn_MathziNumb
88 ··0x00000550·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari88 ··0x00000550·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari
89 ··0x00000560·74686d73·5f696e74·4c6f6732·7a715f69·thms_intLog2zq_i89 ··0x00000560·74686d73·5f696e74·4c6f6732·7a715f69·thms_intLog2zq_i
90 ··0x00000570·6e666f00·7374675f·67635f75·6e70745f·nfo.stg_gc_unpt_90 ··0x00000570·6e666f00·7374675f·67635f75·6e70745f·nfo.stg_gc_unpt_
91 ··0x00000580·72310069·6e746567·65727a6d·6c6f6761·r1.integerzmloga91 ··0x00000580·72310069·6e746567·65727a6d·6c6f6761·r1.integerzmloga
92 ··0x00000590·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z92 ··0x00000590·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z
93 ··0x000005a0·69317a6d·35504d36·68686b4c·314c4c46·i1zm5PM6hhkL1LLF 
94 ··0x000005b0·4b794454·36446e63·714d5f4d·6174687a·KyDT6DncqM_Mathz93 ··0x000005a0·69317a6d·36755546·43556848·304d4844·i1zm6uUFCUhH0MHD
 94 ··0x000005b0·72634666·5771784b·456e5f4d·6174687a·rcFfWqxKEn_Mathz
95 ··0x000005c0·694e756d·62657254·68656f72·797a694c·iNumberTheoryziL95 ··0x000005c0·694e756d·62657254·68656f72·797a694c·iNumberTheoryziL
96 ··0x000005d0·6f676172·6974686d·735f696e·744c6f67·ogarithms_intLog96 ··0x000005d0·6f676172·6974686d·735f696e·744c6f67·ogarithms_intLog
97 ··0x000005e0·327a715f·636c6f73·75726500·696e7465·2zq_closure.inte97 ··0x000005e0·327a715f·636c6f73·75726500·696e7465·2zq_closure.inte
98 ··0x000005f0·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz98 ··0x000005f0·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
99 ··0x00000600·6d317a69·307a6933·7a69317a·6d35504d·m1zi0zi3zi1zm5PM99 ··0x00000600·6d317a69·307a6933·7a69317a·6d367555·m1zi0zi3zi1zm6uU
100 ··0x00000610·3668686b·4c314c4c·464b7944·5436446e·6hhkL1LLFKyDT6Dn100 ··0x00000610·46435568·48304d48·44726346·66577178·FCUhH0MHDrcFfWqx
101 ··0x00000620·63714d5f·4d617468·7a694e75·6d626572·cqM_MathziNumber101 ··0x00000620·4b456e5f·4d617468·7a694e75·6d626572·KEn_MathziNumber
102 ··0x00000630·5468656f·72797a69·4c6f6761·72697468·TheoryziLogarith102 ··0x00000630·5468656f·72797a69·4c6f6761·72697468·TheoryziLogarith
103 ··0x00000640·6d735f77·6f72644c·6f67327a·715f696e·ms_wordLog2zq_in103 ··0x00000640·6d735f77·6f72644c·6f67327a·715f696e·ms_wordLog2zq_in
104 ··0x00000650·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga104 ··0x00000650·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga
105 ··0x00000660·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z105 ··0x00000660·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z
106 ··0x00000670·69317a6d·35504d36·68686b4c·314c4c46·i1zm5PM6hhkL1LLF 
107 ··0x00000680·4b794454·36446e63·714d5f4d·6174687a·KyDT6DncqM_Mathz106 ··0x00000670·69317a6d·36755546·43556848·304d4844·i1zm6uUFCUhH0MHD
 107 ··0x00000680·72634666·5771784b·456e5f4d·6174687a·rcFfWqxKEn_Mathz
108 ··0x00000690·694e756d·62657254·68656f72·797a694c·iNumberTheoryziL108 ··0x00000690·694e756d·62657254·68656f72·797a694c·iNumberTheoryziL
109 ··0x000006a0·6f676172·6974686d·735f776f·72644c6f·ogarithms_wordLo109 ··0x000006a0·6f676172·6974686d·735f776f·72644c6f·ogarithms_wordLo
110 ··0x000006b0·67327a71·5f636c6f·73757265·00696e74·g2zq_closure.int110 ··0x000006b0·67327a71·5f636c6f·73757265·00696e74·g2zq_closure.int
111 ··0x000006c0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms111 ··0x000006c0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
112 ··0x000006d0·7a6d317a·69307a69·337a6931·7a6d3550·zm1zi0zi3zi1zm5P112 ··0x000006d0·7a6d317a·69307a69·337a6931·7a6d3675·zm1zi0zi3zi1zm6u
113 ··0x000006e0·4d366868·6b4c314c·4c464b79·44543644·M6hhkL1LLFKyDT6D113 ··0x000006e0·55464355·6848304d·48447263·46665771·UFCUhH0MHDrcFfWq
114 ··0x000006f0·6e63714d·5f4d6174·687a694e·756d6265·ncqM_MathziNumbe114 ··0x000006f0·784b456e·5f4d6174·687a694e·756d6265·xKEn_MathziNumbe
115 ··0x00000700·72546865·6f72797a·694c6f67·61726974·rTheoryziLogarit115 ··0x00000700·72546865·6f72797a·694c6f67·61726974·rTheoryziLogarit
116 ··0x00000710·686d735f·7a647472·4d6f6475·6c65335f·hms_zdtrModule3_116 ··0x00000710·686d735f·7a647472·4d6f6475·6c65335f·hms_zdtrModule3_
117 ··0x00000720·636c6f73·75726500·6768637a·6d707269·closure.ghczmpri117 ··0x00000720·636c6f73·75726500·6768637a·6d707269·closure.ghczmpri
118 ··0x00000730·6d5f4748·437a6954·79706573·5f54724e·m_GHCziTypes_TrN118 ··0x00000730·6d5f4748·437a6954·79706573·5f54724e·m_GHCziTypes_TrN
119 ··0x00000740·616d6553·5f636f6e·5f696e66·6f00696e·ameS_con_info.in119 ··0x00000740·616d6553·5f636f6e·5f696e66·6f00696e·ameS_con_info.in
120 ··0x00000750·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm120 ··0x00000750·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm
121 ··0x00000760·737a6d31·7a69307a·69337a69·317a6d35·szm1zi0zi3zi1zm5121 ··0x00000760·737a6d31·7a69307a·69337a69·317a6d36·szm1zi0zi3zi1zm6
122 ··0x00000770·504d3668·686b4c31·4c4c464b·79445436·PM6hhkL1LLFKyDT6122 ··0x00000770·75554643·55684830·4d484472·63466657·uUFCUhH0MHDrcFfW
123 ··0x00000780·446e6371·4d5f4d61·74687a69·4e756d62·DncqM_MathziNumb123 ··0x00000780·71784b45·6e5f4d61·74687a69·4e756d62·qxKEn_MathziNumb
124 ··0x00000790·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari124 ··0x00000790·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari
125 ··0x000007a0·74686d73·5f7a6474·724d6f64·756c6531·thms_zdtrModule1125 ··0x000007a0·74686d73·5f7a6474·724d6f64·756c6531·thms_zdtrModule1
126 ··0x000007b0·5f636c6f·73757265·00696e74·65676572·_closure.integer126 ··0x000007b0·5f636c6f·73757265·00696e74·65676572·_closure.integer
127 ··0x000007c0·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z127 ··0x000007c0·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z
128 ··0x000007d0·69307a69·337a6931·7a6d3550·4d366868·i0zi3zi1zm5PM6hh128 ··0x000007d0·69307a69·337a6931·7a6d3675·55464355·i0zi3zi1zm6uUFCU
129 ··0x000007e0·6b4c314c·4c464b79·44543644·6e63714d·kL1LLFKyDT6DncqM129 ··0x000007e0·6848304d·48447263·46665771·784b456e·hH0MHDrcFfWqxKEn
130 ··0x000007f0·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe130 ··0x000007f0·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
131 ··0x00000800·6f72797a·694c6f67·61726974·686d735f·oryziLogarithms_131 ··0x00000800·6f72797a·694c6f67·61726974·686d735f·oryziLogarithms_
132 ··0x00000810·7a647472·4d6f6475·6c655f63·6c6f7375·zdtrModule_closu132 ··0x00000810·7a647472·4d6f6475·6c655f63·6c6f7375·zdtrModule_closu
Max diff block lines reached; 43231/53824 bytes (80.32%) of diff not shown.
⊟
30.9 KB
Integer.o
⊟
4.74 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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes7 ·····4:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes
8 ·····5:·0000000000000021·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes8 ·····5:·0000000000000021·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·base_GHCziErr_errorWithoutStackTrace_closure11 ·····8:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_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·base_GHCziErr_errorWithoutStackTrace_info14 ····11:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_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·base_GHCziReal_zdwzdspowImpl_closure16 ····13:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdwzdspowImpl_closure
17 ····14:·0000000000000070···163·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info17 ····14:·0000000000000070···163·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info
18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdwzdspowImpl_info18 ····15:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdwzdspowImpl_info
19 ····16:·0000000000000098·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_closure19 ····16:·0000000000000098·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_closure
20 ····17:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdfIntegralWord_closure20 ····17:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zdfIntegralWord_closure
21 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zczvzczuzdspowImpl_closure21 ····18:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zczvzczuzdspowImpl_closure
22 ····19:·0000000000000130···154·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info22 ····19:·0000000000000130···154·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_info
23 ····20:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zczvzczuzdspowImpl_info23 ····20:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziReal_zczvzczuzdspowImpl_info
24 ····21:·00000000000000c8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_closure24 ····21:·00000000000000c8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_closure
25 ····22:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure25 ····22:·00000000000000d8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure27 ····24:·00000000000000e8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure
28 ····25:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule_closure28 ····25:·00000000000000f8·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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
⊟
6.33 KB
readelf --wide --relocs {}
    
Offset 8, 23 lines modifiedOffset 8, 23 lines modified
8 000000000000006c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·748 000000000000006c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·74
9 0000000000000081··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a89 0000000000000081··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·a8
10 00000000000000a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·7410 00000000000000a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·74
11 00000000000000b4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·4411 00000000000000b4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·44
12 00000000000000c6··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·6512 00000000000000c6··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65
13 00000000000000d5··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·f813 00000000000000d5··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·f8
14 00000000000000f4··0000000d00000002·R_X86_64_PC32··········0000000000000000·base_GHCziReal_zdwzdspowImpl_closure·-·414 00000000000000f4··0000000d00000002·R_X86_64_PC32··········0000000000000000·base_GHCziReal_zdwzdspowImpl_closure·-·4
15 000000000000010b··0000001000000002·R_X86_64_PC32··········0000000000000098·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_closure·-·415 000000000000010b··0000001000000002·R_X86_64_PC32··········0000000000000098·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_closure·-·4
16 000000000000012c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a416 000000000000012c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a4
17 0000000000000141··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·16817 0000000000000141··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·168
18 0000000000000164··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a418 0000000000000164··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a4
19 0000000000000172··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·6519 0000000000000172··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·65
20 0000000000000181··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1a820 0000000000000181··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·1a8
21 00000000000001a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a421 00000000000001a4··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·a4
22 00000000000001b2··0000001100000002·R_X86_64_PC32··········0000000000000000·base_GHCziReal_zdfIntegralWord_closure·-·322 00000000000001b2··0000001100000002·R_X86_64_PC32··········0000000000000000·base_GHCziReal_zdfIntegralWord_closure·-·3
23 00000000000001c2··0000001500000002·R_X86_64_PC32··········00000000000000c8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_closure·-·423 00000000000001c2··0000001500000002·R_X86_64_PC32··········00000000000000c8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_closure·-·4
24 000000000000004e··0000000b00000004·R_X86_64_PLT32·········0000000000000000·base_GHCziErr_errorWithoutStackTrace_info·-·424 000000000000004e··0000000b00000004·R_X86_64_PLT32·········0000000000000000·base_GHCziErr_errorWithoutStackTrace_info·-·4
25 0000000000000104··0000000f00000004·R_X86_64_PLT32·········0000000000000000·base_GHCziReal_zdwzdspowImpl_info·-·425 0000000000000104··0000000f00000004·R_X86_64_PLT32·········0000000000000000·base_GHCziReal_zdwzdspowImpl_info·-·4
26 00000000000001bb··0000001400000004·R_X86_64_PLT32·········0000000000000000·base_GHCziReal_zczvzczuzdspowImpl_info·-·426 00000000000001bb··0000001400000004·R_X86_64_PLT32·········0000000000000000·base_GHCziReal_zczvzczuzdspowImpl_info·-·4
  
27 Relocation·section·'.rela.data'·at·offset·0xe08·contains·22·entries:27 Relocation·section·'.rela.data'·at·offset·0xe08·contains·22·entries:
28 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend28 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
29 0000000000000000··0000000600000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·029 0000000000000000··0000000600000001·R_X86_64_64············0000000000000000·stg_unpack_cstring_info·+·0
Offset 33, 19 lines modifiedOffset 33, 19 lines modified
33 0000000000000030··0000000800000001·R_X86_64_64············0000000000000000·base_GHCziErr_errorWithoutStackTrace_closure·+·033 0000000000000030··0000000800000001·R_X86_64_64············0000000000000000·base_GHCziErr_errorWithoutStackTrace_closure·+·0
34 0000000000000038··0000000200000001·R_X86_64_64············0000000000000000·.data·+·034 0000000000000038··0000000200000001·R_X86_64_64············0000000000000000·.data·+·0
35 0000000000000048··0000000100000001·R_X86_64_64············0000000000000000·.text·+·1035 0000000000000048··0000000100000001·R_X86_64_64············0000000000000000·.text·+·10
36 0000000000000068··0000000c00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·036 0000000000000068··0000000c00000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_IS_con_info·+·0
37 0000000000000078··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·037 0000000000000078··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
38 0000000000000080··0000000d00000001·R_X86_64_64············0000000000000000·base_GHCziReal_zdwzdspowImpl_closure·+·038 0000000000000080··0000000d00000001·R_X86_64_64············0000000000000000·base_GHCziReal_zdwzdspowImpl_closure·+·0
39 0000000000000088··0000000200000001·R_X86_64_64············0000000000000000·.data·+·4839 0000000000000088··0000000200000001·R_X86_64_64············0000000000000000·.data·+·48
40 0000000000000098··0000000e00000001·R_X86_64_64············0000000000000070·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info·+·040 0000000000000098··0000000e00000001·R_X86_64_64············0000000000000070·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info·+·0
41 00000000000000a8··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·041 00000000000000a8··0000000700000001·R_X86_64_64············0000000000000000·stg_SRT_2_info·+·0
42 00000000000000b0··0000001100000001·R_X86_64_64············0000000000000000·base_GHCziReal_zdfIntegralWord_closure·+·042 00000000000000b0··0000001100000001·R_X86_64_64············0000000000000000·base_GHCziReal_zdfIntegralWord_closure·+·0
43 00000000000000b8··0000001200000001·R_X86_64_64············0000000000000000·base_GHCziReal_zczvzczuzdspowImpl_closure·+·043 00000000000000b8··0000001200000001·R_X86_64_64············0000000000000000·base_GHCziReal_zczvzczuzdspowImpl_closure·+·0
44 00000000000000c8··0000001300000001·R_X86_64_64············0000000000000130·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info·+·044 00000000000000c8··0000001300000001·R_X86_64_64············0000000000000130·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_info·+·0
45 00000000000000d8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·045 00000000000000d8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
46 00000000000000e0··0000000500000001·R_X86_64_64············0000000000000021·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·+·046 00000000000000e0··0000000500000001·R_X86_64_64············0000000000000021·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes·+·0
47 00000000000000e8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·047 00000000000000e8··0000001700000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_TrNameS_con_info·+·0
48 00000000000000f0··0000000400000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·+·048 00000000000000f0··0000000400000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes·+·0
49 00000000000000f8··0000001a00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·049 00000000000000f8··0000001a00000001·R_X86_64_64············0000000000000000·ghczmprim_GHCziTypes_Module_con_info·+·0
50 0000000000000100··0000001600000001·R_X86_64_64············00000000000000d8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·+·150 0000000000000100··0000001600000001·R_X86_64_64············00000000000000d8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure·+·1
51 0000000000000108··0000001800000001·R_X86_64_64············00000000000000e8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·+·151 0000000000000108··0000001800000001·R_X86_64_64············00000000000000e8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure·+·1
⊟
2.73 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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM2 integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
3 Negative·exponent3 Negative·exponent
4 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes4 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes
5 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes5 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule4_bytes
6 stg_unpack_cstring_info6 stg_unpack_cstring_info
7 stg_SRT_2_info7 stg_SRT_2_info
8 base_GHCziErr_errorWithoutStackTrace_closure8 base_GHCziErr_errorWithoutStackTrace_closure
9 stg_bh_upd_frame_info9 stg_bh_upd_frame_info
10 base_GHCziErr_errorWithoutStackTrace_info10 base_GHCziErr_errorWithoutStackTrace_info
11 ghczmbignum_GHCziNumziInteger_IS_con_info11 ghczmbignum_GHCziNumziInteger_IS_con_info
12 base_GHCziReal_zdwzdspowImpl_closure12 base_GHCziReal_zdwzdspowImpl_closure
13 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info13 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info
14 base_GHCziReal_zdwzdspowImpl_info14 base_GHCziReal_zdwzdspowImpl_info
15 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_closure15 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_closure
16 base_GHCziReal_zdfIntegralWord_closure16 base_GHCziReal_zdfIntegralWord_closure
17 base_GHCziReal_zczvzczuzdspowImpl_closure17 base_GHCziReal_zczvzczuzdspowImpl_closure
18 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info18 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_info
19 base_GHCziReal_zczvzczuzdspowImpl_info19 base_GHCziReal_zczvzczuzdspowImpl_info
20 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_closure20 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_closure
21 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure21 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule3_closure
22 ghczmprim_GHCziTypes_TrNameS_con_info22 ghczmprim_GHCziTypes_TrNameS_con_info
23 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure23 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure
24 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule_closure24 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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
⊟
9.54 KB
objdump --line-numbers --disassemble --demangle --reloc --no-show-raw-insn --section=.text {}
    
Offset 1, 177 lines modifiedOffset 1, 177 lines modified
  
  
  
1 Disassembly·of·section·.text:1 Disassembly·of·section·.text:
  
2 0000000000000000·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info-0x70>:2 0000000000000000·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info-0x70>:
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·····54·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info-0x1c>10 »       jb·····54·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info-0x1c>
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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info-0x43>16 »       call···2d·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info-0x43>
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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info-0x1e>20 »       je·····52·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info-0x1e>
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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info-0x1e>27 »       jmp····52·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info-0x1e>
28 ·R_X86_64_PLT32» base_GHCziErr_errorWithoutStackTrace_info-0x428 ·R_X86_64_PLT32» base_GHCziErr_errorWithoutStackTrace_info-0x4
29 »       jmp····*(%rbx)29 »       jmp····*(%rbx)
30 »       jmp····*-0x10(%r13)30 »       jmp····*-0x10(%r13)
31 »       sldt···(%rax)31 »       sldt···(%rax)
32 »       add····%al,(%rdx)32 »       add····%al,(%rdx)
33 »       ...33 »       ...
34 »       add····%al,(%rax)34 »       add····%al,(%rax)
35 »       add····%cl,(%rsi)35 »       add····%cl,(%rsi)
36 »       add····%al,(%rax)36 »       add····%al,(%rax)
37 »       add····%al,(%rax)37 »       add····%al,(%rax)
38 ·R_X86_64_PC32»  .data+0x7438 ·R_X86_64_PC32»  .data+0x74
39 »       add····%al,(%rax)39 »       add····%al,(%rax)
40 »       ...40 »       ...
  
41 0000000000000070·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info>:41 0000000000000070·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info>:
42 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info():42 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info():
43 »       lea····-0x10(%rbp),%rax43 »       lea····-0x10(%rbp),%rax
44 »       cmp····%r15,%rax44 »       cmp····%r15,%rax
45 »       jb·····108·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info+0x98>45 »       jb·····108·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info+0x98>
46 »       movq···$0x0,-0x10(%rbp)46 »       movq···$0x0,-0x10(%rbp)
47 ·R_X86_64_32S»   .text+0xa847 ·R_X86_64_32S»   .text+0xa8
48 »       mov····%rsi,%rbx48 »       mov····%rsi,%rbx
49 »       mov····%r14,-0x8(%rbp)49 »       mov····%r14,-0x8(%rbp)
50 »       add····$0xfffffffffffffff0,%rbp50 »       add····$0xfffffffffffffff0,%rbp
51 »       test···$0x7,%bl51 »       test···$0x7,%bl
52 »       jne····a8·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info+0x38>52 »       jne····a8·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info+0x38>
53 »       jmp····*(%rbx)53 »       jmp····*(%rbx)
54 »       nop54 »       nop
55 »       add····%eax,(%rax)55 »       add····%eax,(%rax)
56 »       add····%al,(%rax)56 »       add····%al,(%rax)
57 »       add····%al,(%rax)57 »       add····%al,(%rax)
58 »       add····%al,(%rax)58 »       add····%al,(%rax)
59 »       (bad)59 »       (bad)
60 »       add····%al,(%rax)60 »       add····%al,(%rax)
61 »       add····%al,(%rax)61 »       add····%al,(%rax)
62 ·R_X86_64_PC32»  .data+0x7462 ·R_X86_64_PC32»  .data+0x74
63 »       add····%al,(%rax)63 »       add····%al,(%rax)
64 »       add····%cl,-0x75(%rax)64 »       add····%cl,-0x75(%rax)
65 »       rex.XB·(bad)65 »       rex.XB·(bad)
66 »       test···%rax,%rax66 »       test···%rax,%rax
67 »       jge····be·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info+0x4e>67 »       jge····be·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info+0x4e>
68 »       lea····0x0(%rip),%rbx········68 »       lea····0x0(%rip),%rbx········
69 ·R_X86_64_PC32»  .data+0x4469 ·R_X86_64_PC32»  .data+0x44
70 »       add····$0x10,%rbp70 »       add····$0x10,%rbp
71 »       jmp····*(%rbx)71 »       jmp····*(%rbx)
72 »       test···%rax,%rax72 »       test···%rax,%rax
73 »       jne····d1·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info+0x61>73 »       jne····d1·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info+0x61>
74 »       lea····0x0(%rip),%rbx········74 »       lea····0x0(%rip),%rbx········
75 ·R_X86_64_PC32»  .data+0x6575 ·R_X86_64_PC32»  .data+0x65
76 »       add····$0x10,%rbp76 »       add····$0x10,%rbp
77 »       jmp····*0x0(%rbp)77 »       jmp····*0x0(%rbp)
78 »       movq···$0x0,0x0(%rbp)78 »       movq···$0x0,0x0(%rbp)
79 ·R_X86_64_32S»   .text+0xf879 ·R_X86_64_32S»   .text+0xf8
80 »       mov····0x8(%rbp),%rbx80 »       mov····0x8(%rbp),%rbx
81 »       mov····%rax,0x8(%rbp)81 »       mov····%rax,0x8(%rbp)
82 »       test···$0x7,%bl82 »       test···$0x7,%bl
83 »       jne····f8·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info+0x88>83 »       jne····f8·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info+0x88>
84 »       jmp····*(%rbx)84 »       jmp····*(%rbx)
85 »       add····%al,(%r8)85 »       add····%al,(%r8)
86 »       add····%al,(%rax)86 »       add····%al,(%rax)
87 »       add····%al,(%rax)87 »       add····%al,(%rax)
88 »       add····%bl,(%rsi)88 »       add····%bl,(%rsi)
89 »       add····%al,(%rax)89 »       add····%al,(%rax)
90 »       add····%al,(%rax)90 »       add····%al,(%rax)
91 ·R_X86_64_PC32»  base_GHCziReal_zdwzdspowImpl_closure-0x491 ·R_X86_64_PC32»  base_GHCziReal_zdwzdspowImpl_closure-0x4
92 »       add····%al,(%rax)92 »       add····%al,(%rax)
93 »       add····%cl,-0x75(%rax)93 »       add····%cl,-0x75(%rax)
94 »       jne····104·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info+0x94>94 »       jne····104·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info+0x94>
95 »       mov····%rbx,%r1495 »       mov····%rbx,%r14
96 »       add····$0x10,%rbp96 »       add····$0x10,%rbp
97 »       jmp····108·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_info+0x98>97 »       jmp····108·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info+0x98>
98 ·R_X86_64_PLT32» base_GHCziReal_zdwzdspowImpl_info-0x498 ·R_X86_64_PLT32» base_GHCziReal_zdwzdspowImpl_info-0x4
99 »       lea····0x0(%rip),%rbx········99 »       lea····0x0(%rip),%rbx········
100 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_closure-0x4100 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_closure-0x4
101 »       jmp····*-0x8(%r13)101 »       jmp····*-0x8(%r13)
102 »       nopl···0x0(%rax,%rax,1)102 »       nopl···0x0(%rax,%rax,1)
103 »       sldt···(%rax)103 »       sldt···(%rax)
104 »       add····%al,(%rdx)104 »       add····%al,(%rdx)
105 »       ...105 »       ...
106 »       add····%al,(%rax)106 »       add····%al,(%rax)
107 »       add····%cl,(%rsi)107 »       add····%cl,(%rsi)
108 »       add····%al,(%rax)108 »       add····%al,(%rax)
109 »       add····%al,(%rax)109 »       add····%al,(%rax)
110 ·R_X86_64_PC32»  .data+0xa4110 ·R_X86_64_PC32»  .data+0xa4
111 »       add····%al,(%rax)111 »       add····%al,(%rax)
112 »       ...112 »       ...
  
113 0000000000000130·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info>:113 0000000000000130·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_info>:
114 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info():114 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_info():
115 »       lea····-0x10(%rbp),%rax115 »       lea····-0x10(%rbp),%rax
116 »       cmp····%r15,%rax116 »       cmp····%r15,%rax
117 »       jb·····1bf·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info+0x8f>117 »       jb·····1bf·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerWordPower_info+0x8f>
118 »       movq···$0x0,-0x10(%rbp)118 »       movq···$0x0,-0x10(%rbp)
119 ·R_X86_64_32S»   .text+0x168119 ·R_X86_64_32S»   .text+0x168
120 »       mov····%rsi,%rbx120 »       mov····%rsi,%rbx
121 »       mov····%r14,-0x8(%rbp)121 »       mov····%r14,-0x8(%rbp)
Max diff block lines reached; 2581/9578 bytes (26.95%) of diff not shown.
⊟
374 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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM3 ··[····21]··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
4 ··[····53]··Negative·exponent4 ··[····53]··Negative·exponent
  
⊟
7.22 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 20 lines modifiedOffset 1, 20 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·69307a69·337a6931·thmszm1zi0zi3zi13 ··0x00000010·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
4 ··0x00000020·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
5 ··0x00000030·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN4 ··0x00000020·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 5 ··0x00000030·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
6 ··0x00000040·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow6 ··0x00000040·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow
7 ··0x00000050·6572737a·69496e74·65676572·5f7a6474·ersziInteger_zdt7 ··0x00000050·6572737a·69496e74·65676572·5f7a6474·ersziInteger_zdt
8 ··0x00000060·724d6f64·756c6532·5f627974·65730069·rModule2_bytes.i8 ··0x00000060·724d6f64·756c6532·5f627974·65730069·rModule2_bytes.i
9 ··0x00000070·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith9 ··0x00000070·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
10 ··0x00000080·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm10 ··0x00000080·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm
11 ··0x00000090·35504d36·68686b4c·314c4c46·4b794454·5PM6hhkL1LLFKyDT11 ··0x00000090·36755546·43556848·304d4844·72634666·6uUFCUhH0MHDrcFf
12 ··0x000000a0·36446e63·714d5f4d·6174687a·694e756d·6DncqM_MathziNum12 ··0x000000a0·5771784b·456e5f4d·6174687a·694e756d·WqxKEn_MathziNum
13 ··0x000000b0·62657254·68656f72·797a6950·6f776572·berTheoryziPower13 ··0x000000b0·62657254·68656f72·797a6950·6f776572·berTheoryziPower
14 ··0x000000c0·737a6949·6e746567·65725f7a·6474724d·sziInteger_zdtrM14 ··0x000000c0·737a6949·6e746567·65725f7a·6474724d·sziInteger_zdtrM
15 ··0x000000d0·6f64756c·65345f62·79746573·00737467·odule4_bytes.stg15 ··0x000000d0·6f64756c·65345f62·79746573·00737467·odule4_bytes.stg
16 ··0x000000e0·5f756e70·61636b5f·63737472·696e675f·_unpack_cstring_16 ··0x000000e0·5f756e70·61636b5f·63737472·696e675f·_unpack_cstring_
17 ··0x000000f0·696e666f·00737467·5f535254·5f325f69·info.stg_SRT_2_i17 ··0x000000f0·696e666f·00737467·5f535254·5f325f69·info.stg_SRT_2_i
18 ··0x00000100·6e666f00·62617365·5f474843·7a694572·nfo.base_GHCziEr18 ··0x00000100·6e666f00·62617365·5f474843·7a694572·nfo.base_GHCziEr
19 ··0x00000110·725f6572·726f7257·6974686f·75745374·r_errorWithoutSt19 ··0x00000110·725f6572·726f7257·6974686f·75745374·r_errorWithoutSt
Offset 26, 71 lines modifiedOffset 26, 71 lines modified
26 ··0x00000170·63655f69·6e666f00·6768637a·6d626967·ce_info.ghczmbig26 ··0x00000170·63655f69·6e666f00·6768637a·6d626967·ce_info.ghczmbig
27 ··0x00000180·6e756d5f·4748437a·694e756d·7a69496e·num_GHCziNumziIn27 ··0x00000180·6e756d5f·4748437a·694e756d·7a69496e·num_GHCziNumziIn
28 ··0x00000190·74656765·725f4953·5f636f6e·5f696e66·teger_IS_con_inf28 ··0x00000190·74656765·725f4953·5f636f6e·5f696e66·teger_IS_con_inf
29 ··0x000001a0·6f006261·73655f47·48437a69·5265616c·o.base_GHCziReal29 ··0x000001a0·6f006261·73655f47·48437a69·5265616c·o.base_GHCziReal
30 ··0x000001b0·5f7a6477·7a647370·6f77496d·706c5f63·_zdwzdspowImpl_c30 ··0x000001b0·5f7a6477·7a647370·6f77496d·706c5f63·_zdwzdspowImpl_c
31 ··0x000001c0·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm31 ··0x000001c0·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm
32 ··0x000001d0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi032 ··0x000001d0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
33 ··0x000001e0·7a69337a·69317a6d·35504d36·68686b4c·zi3zi1zm5PM6hhkL33 ··0x000001e0·7a69337a·69317a6d·36755546·43556848·zi3zi1zm6uUFCUhH
34 ··0x000001f0·314c4c46·4b794454·36446e63·714d5f4d·1LLFKyDT6DncqM_M34 ··0x000001f0·304d4844·72634666·5771784b·456e5f4d·0MHDrcFfWqxKEn_M
35 ··0x00000200·6174687a·694e756d·62657254·68656f72·athziNumberTheor35 ··0x00000200·6174687a·694e756d·62657254·68656f72·athziNumberTheor
36 ··0x00000210·797a6950·6f776572·737a6949·6e746567·yziPowersziInteg36 ··0x00000210·797a6950·6f776572·737a6949·6e746567·yziPowersziInteg
37 ··0x00000220·65725f69·6e746567·6572506f·7765725f·er_integerPower_37 ··0x00000220·65725f69·6e746567·6572506f·7765725f·er_integerPower_
38 ··0x00000230·696e666f·00626173·655f4748·437a6952·info.base_GHCziR38 ··0x00000230·696e666f·00626173·655f4748·437a6952·info.base_GHCziR
39 ··0x00000240·65616c5f·7a64777a·6473706f·77496d70·eal_zdwzdspowImp39 ··0x00000240·65616c5f·7a64777a·6473706f·77496d70·eal_zdwzdspowImp
40 ··0x00000250·6c5f696e·666f0069·6e746567·65727a6d·l_info.integerzm40 ··0x00000250·6c5f696e·666f0069·6e746567·65727a6d·l_info.integerzm
41 ··0x00000260·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi041 ··0x00000260·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
42 ··0x00000270·7a69337a·69317a6d·35504d36·68686b4c·zi3zi1zm5PM6hhkL42 ··0x00000270·7a69337a·69317a6d·36755546·43556848·zi3zi1zm6uUFCUhH
43 ··0x00000280·314c4c46·4b794454·36446e63·714d5f4d·1LLFKyDT6DncqM_M43 ··0x00000280·304d4844·72634666·5771784b·456e5f4d·0MHDrcFfWqxKEn_M
44 ··0x00000290·6174687a·694e756d·62657254·68656f72·athziNumberTheor44 ··0x00000290·6174687a·694e756d·62657254·68656f72·athziNumberTheor
45 ··0x000002a0·797a6950·6f776572·737a6949·6e746567·yziPowersziInteg45 ··0x000002a0·797a6950·6f776572·737a6949·6e746567·yziPowersziInteg
46 ··0x000002b0·65725f69·6e746567·6572506f·7765725f·er_integerPower_46 ··0x000002b0·65725f69·6e746567·6572506f·7765725f·er_integerPower_
47 ··0x000002c0·636c6f73·75726500·62617365·5f474843·closure.base_GHC47 ··0x000002c0·636c6f73·75726500·62617365·5f474843·closure.base_GHC
48 ··0x000002d0·7a695265·616c5f7a·6466496e·74656772·ziReal_zdfIntegr48 ··0x000002d0·7a695265·616c5f7a·6466496e·74656772·ziReal_zdfIntegr
49 ··0x000002e0·616c576f·72645f63·6c6f7375·72650062·alWord_closure.b49 ··0x000002e0·616c576f·72645f63·6c6f7375·72650062·alWord_closure.b
50 ··0x000002f0·6173655f·4748437a·69526561·6c5f7a63·ase_GHCziReal_zc50 ··0x000002f0·6173655f·4748437a·69526561·6c5f7a63·ase_GHCziReal_zc
51 ··0x00000300·7a767a63·7a757a64·73706f77·496d706c·zvzczuzdspowImpl51 ··0x00000300·7a767a63·7a757a64·73706f77·496d706c·zvzczuzdspowImpl
52 ··0x00000310·5f636c6f·73757265·00696e74·65676572·_closure.integer52 ··0x00000310·5f636c6f·73757265·00696e74·65676572·_closure.integer
53 ··0x00000320·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z53 ··0x00000320·7a6d6c6f·67617269·74686d73·7a6d317a·zmlogarithmszm1z
54 ··0x00000330·69307a69·337a6931·7a6d3550·4d366868·i0zi3zi1zm5PM6hh54 ··0x00000330·69307a69·337a6931·7a6d3675·55464355·i0zi3zi1zm6uUFCU
55 ··0x00000340·6b4c314c·4c464b79·44543644·6e63714d·kL1LLFKyDT6DncqM55 ··0x00000340·6848304d·48447263·46665771·784b456e·hH0MHDrcFfWqxKEn
56 ··0x00000350·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe56 ··0x00000350·5f4d6174·687a694e·756d6265·72546865·_MathziNumberThe
57 ··0x00000360·6f72797a·69506f77·6572737a·69496e74·oryziPowersziInt57 ··0x00000360·6f72797a·69506f77·6572737a·69496e74·oryziPowersziInt
58 ··0x00000370·65676572·5f696e74·65676572·576f7264·eger_integerWord58 ··0x00000370·65676572·5f696e74·65676572·576f7264·eger_integerWord
59 ··0x00000380·506f7765·725f696e·666f0062·6173655f·Power_info.base_59 ··0x00000380·506f7765·725f696e·666f0062·6173655f·Power_info.base_
60 ··0x00000390·4748437a·69526561·6c5f7a63·7a767a63·GHCziReal_zczvzc60 ··0x00000390·4748437a·69526561·6c5f7a63·7a767a63·GHCziReal_zczvzc
61 ··0x000003a0·7a757a64·73706f77·496d706c·5f696e66·zuzdspowImpl_inf61 ··0x000003a0·7a757a64·73706f77·496d706c·5f696e66·zuzdspowImpl_inf
62 ··0x000003b0·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar62 ··0x000003b0·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar
63 ··0x000003c0·6974686d·737a6d31·7a69307a·69337a69·ithmszm1zi0zi3zi63 ··0x000003c0·6974686d·737a6d31·7a69307a·69337a69·ithmszm1zi0zi3zi
64 ··0x000003d0·317a6d35·504d3668·686b4c31·4c4c464b·1zm5PM6hhkL1LLFK 
65 ··0x000003e0·79445436·446e6371·4d5f4d61·74687a69·yDT6DncqM_Mathzi64 ··0x000003d0·317a6d36·75554643·55684830·4d484472·1zm6uUFCUhH0MHDr
 65 ··0x000003e0·63466657·71784b45·6e5f4d61·74687a69·cFfWqxKEn_Mathzi
66 ··0x000003f0·4e756d62·65725468·656f7279·7a69506f·NumberTheoryziPo66 ··0x000003f0·4e756d62·65725468·656f7279·7a69506f·NumberTheoryziPo
67 ··0x00000400·77657273·7a69496e·74656765·725f696e·wersziInteger_in67 ··0x00000400·77657273·7a69496e·74656765·725f696e·wersziInteger_in
68 ··0x00000410·74656765·72576f72·64506f77·65725f63·tegerWordPower_c68 ··0x00000410·74656765·72576f72·64506f77·65725f63·tegerWordPower_c
69 ··0x00000420·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm69 ··0x00000420·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm
70 ··0x00000430·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi070 ··0x00000430·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
71 ··0x00000440·7a69337a·69317a6d·35504d36·68686b4c·zi3zi1zm5PM6hhkL71 ··0x00000440·7a69337a·69317a6d·36755546·43556848·zi3zi1zm6uUFCUhH
72 ··0x00000450·314c4c46·4b794454·36446e63·714d5f4d·1LLFKyDT6DncqM_M72 ··0x00000450·304d4844·72634666·5771784b·456e5f4d·0MHDrcFfWqxKEn_M
73 ··0x00000460·6174687a·694e756d·62657254·68656f72·athziNumberTheor73 ··0x00000460·6174687a·694e756d·62657254·68656f72·athziNumberTheor
74 ··0x00000470·797a6950·6f776572·737a6949·6e746567·yziPowersziInteg74 ··0x00000470·797a6950·6f776572·737a6949·6e746567·yziPowersziInteg
75 ··0x00000480·65725f7a·6474724d·6f64756c·65335f63·er_zdtrModule3_c75 ··0x00000480·65725f7a·6474724d·6f64756c·65335f63·er_zdtrModule3_c
76 ··0x00000490·6c6f7375·72650067·68637a6d·7072696d·losure.ghczmprim76 ··0x00000490·6c6f7375·72650067·68637a6d·7072696d·losure.ghczmprim
77 ··0x000004a0·5f474843·7a695479·7065735f·54724e61·_GHCziTypes_TrNa77 ··0x000004a0·5f474843·7a695479·7065735f·54724e61·_GHCziTypes_TrNa
78 ··0x000004b0·6d65535f·636f6e5f·696e666f·00696e74·meS_con_info.int78 ··0x000004b0·6d65535f·636f6e5f·696e666f·00696e74·meS_con_info.int
79 ··0x000004c0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms79 ··0x000004c0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
80 ··0x000004d0·7a6d317a·69307a69·337a6931·7a6d3550·zm1zi0zi3zi1zm5P80 ··0x000004d0·7a6d317a·69307a69·337a6931·7a6d3675·zm1zi0zi3zi1zm6u
81 ··0x000004e0·4d366868·6b4c314c·4c464b79·44543644·M6hhkL1LLFKyDT6D81 ··0x000004e0·55464355·6848304d·48447263·46665771·UFCUhH0MHDrcFfWq
82 ··0x000004f0·6e63714d·5f4d6174·687a694e·756d6265·ncqM_MathziNumbe82 ··0x000004f0·784b456e·5f4d6174·687a694e·756d6265·xKEn_MathziNumbe
83 ··0x00000500·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz83 ··0x00000500·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz
84 ··0x00000510·69496e74·65676572·5f7a6474·724d6f64·iInteger_zdtrMod84 ··0x00000510·69496e74·65676572·5f7a6474·724d6f64·iInteger_zdtrMod
85 ··0x00000520·756c6531·5f636c6f·73757265·00696e74·ule1_closure.int85 ··0x00000520·756c6531·5f636c6f·73757265·00696e74·ule1_closure.int
86 ··0x00000530·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms86 ··0x00000530·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
87 ··0x00000540·7a6d317a·69307a69·337a6931·7a6d3550·zm1zi0zi3zi1zm5P87 ··0x00000540·7a6d317a·69307a69·337a6931·7a6d3675·zm1zi0zi3zi1zm6u
88 ··0x00000550·4d366868·6b4c314c·4c464b79·44543644·M6hhkL1LLFKyDT6D88 ··0x00000550·55464355·6848304d·48447263·46665771·UFCUhH0MHDrcFfWq
89 ··0x00000560·6e63714d·5f4d6174·687a694e·756d6265·ncqM_MathziNumbe89 ··0x00000560·784b456e·5f4d6174·687a694e·756d6265·xKEn_MathziNumbe
90 ··0x00000570·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz90 ··0x00000570·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz
91 ··0x00000580·69496e74·65676572·5f7a6474·724d6f64·iInteger_zdtrMod91 ··0x00000580·69496e74·65676572·5f7a6474·724d6f64·iInteger_zdtrMod
92 ··0x00000590·756c655f·636c6f73·75726500·6768637a·ule_closure.ghcz92 ··0x00000590·756c655f·636c6f73·75726500·6768637a·ule_closure.ghcz
93 ··0x000005a0·6d707269·6d5f4748·437a6954·79706573·mprim_GHCziTypes93 ··0x000005a0·6d707269·6d5f4748·437a6954·79706573·mprim_GHCziTypes
94 ··0x000005b0·5f4d6f64·756c655f·636f6e5f·696e666f·_Module_con_info94 ··0x000005b0·5f4d6f64·756c655f·636f6e5f·696e666f·_Module_con_info
95 ··0x000005c0·00··································.95 ··0x000005c0·00··································.
  
⊟
90.5 KB
Natural.o
⊟
8.59 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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes7 ·····4:·0000000000000012·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes
8 ·····5:·0000000000000044·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes8 ·····5:·0000000000000044·····0·OBJECT··GLOBAL·DEFAULT····6·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes
9 ·····6:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure9 ·····6:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure11 ·····8:·0000000000000010·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure
12 ·····9:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule_closure12 ·····9:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info16 ····13:·0000000000000038···310·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info
17 ····14:·0000000000000040·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure17 ····14:·0000000000000040·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info19 ····16:·00000000000001a8···344·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info
20 ····17:·0000000000000050·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure20 ····17:·0000000000000050·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info22 ····19:·0000000000000318···220·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info
23 ····20:·0000000000000080·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure23 ····20:·0000000000000080·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure
24 ····21:·0000000000000410···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_info24 ····21:·0000000000000410···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl_info
25 ····22:·0000000000000090·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure25 ····22:·0000000000000090·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure
26 ····23:·00000000000004b0···172·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info26 ····23:·00000000000004b0···172·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info
27 ····24:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure27 ····24:·00000000000000c0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure
28 ····25:·0000000000000578···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info28 ····25:·0000000000000578···131·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info
29 ····26:·00000000000000d0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure29 ····26:·00000000000000d0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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···147·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_info31 ····28:·0000000000000618···147·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalWordPower_info
32 ····29:·00000000000000f0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure32 ····29:·00000000000000f0·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·base_GHCziErr_errorWithoutStackTrace_closure34 ····31:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_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·base_GHCziErr_errorWithoutStackTrace_info37 ····34:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·base_GHCziErr_errorWithoutStackTrace_info
38 ····35:·0000000000000720···163·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_info38 ····35:·0000000000000720···163·FUNC····GLOBAL·DEFAULT····1·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_info
39 ····36:·0000000000000188·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_closure39 ····36:·0000000000000188·····0·OBJECT··GLOBAL·DEFAULT····3·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_closure
⊟
20.6 KB
readelf --wide --relocs {}
    
Offset 1, 73 lines modifiedOffset 1, 73 lines modified
  
1 Relocation·section·'.rela.text'·at·offset·0x1840·contains·78·entries:1 Relocation·section·'.rela.text'·at·offset·0x1840·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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·45 0000000000000044··0000000e00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·415 00000000000001b4··0000001100000002·R_X86_64_PC32··········0000000000000050·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·424 0000000000000324··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·428 00000000000003dc··0000001100000002·R_X86_64_PC32··········0000000000000050·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·-·4
29 000000000000040c··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·429 000000000000040c··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·431 0000000000000444··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·433 0000000000000474··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
34 000000000000048b··0000001600000002·R_X86_64_PC32··········0000000000000090·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure·-·434 000000000000048b··0000001600000002·R_X86_64_PC32··········0000000000000090·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·436 00000000000004bc··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·440 0000000000000544··0000000e00000002·R_X86_64_PC32··········0000000000000040·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·-·4
41 0000000000000574··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·441 0000000000000574··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·443 00000000000005ac··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·445 00000000000005dc··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
46 00000000000005f3··0000001a00000002·R_X86_64_PC32··········00000000000000d0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure·-·446 00000000000005f3··0000001a00000002·R_X86_64_PC32··········00000000000000d0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure·-·4
47 0000000000000614··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·447 0000000000000614··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
48 0000000000000625··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·65048 0000000000000625··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·650
49 000000000000064c··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·449 000000000000064c··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
50 000000000000065c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd50 000000000000065c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd
51 000000000000066b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·69051 000000000000066b··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·690
52 000000000000068c··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·452 000000000000068c··0000001800000002·R_X86_64_PC32··········00000000000000c0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure·-·4
53 00000000000006a3··0000001d00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure·-·453 00000000000006a3··0000001d00000002·R_X86_64_PC32··········00000000000000f0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure·-·4
54 00000000000006bc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·12454 00000000000006bc··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·124
55 00000000000006d9··0000002000000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·455 00000000000006d9··0000002000000004·R_X86_64_PLT32·········0000000000000000·newCAF·-·4
56 00000000000006ea··000000210000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·056 00000000000006ea··000000210000000b·R_X86_64_32S···········0000000000000000·stg_bh_upd_frame_info·+·0
57 00000000000006f5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·fc57 00000000000006f5··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·fc
58 000000000000071c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·16458 000000000000071c··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·164
59 0000000000000731··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·75859 0000000000000731··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·758
60 0000000000000754··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·16460 0000000000000754··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·164
61 0000000000000764··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·14461 0000000000000764··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·144
62 0000000000000776··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd62 0000000000000776··0000000200000002·R_X86_64_PC32··········0000000000000000·.data·+·dd
63 0000000000000785··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·7a863 0000000000000785··000000010000000b·R_X86_64_32S···········0000000000000000·.text·+·7a8
64 00000000000007a4··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·464 00000000000007a4··0000001400000002·R_X86_64_PC32··········0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·-·4
65 00000000000007bb··0000002400000002·R_X86_64_PC32··········0000000000000188·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_closure·-·465 00000000000007bb··0000002400000002·R_X86_64_PC32··········0000000000000188·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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 79, 37 lines modifiedOffset 79, 37 lines modified
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 00000000000006fe··0000002200000004·R_X86_64_PLT32·········0000000000000000·base_GHCziErr_errorWithoutStackTrace_info·-·481 00000000000006fe··0000002200000004·R_X86_64_PLT32·········0000000000000000·base_GHCziErr_errorWithoutStackTrace_info·-·4
  
82 Relocation·section·'.rela.data'·at·offset·0x1f90·contains·31·entries:82 Relocation·section·'.rela.data'·at·offset·0x1f90·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············0000000000000044·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes·+·085 0000000000000008··0000000500000001·R_X86_64_64············0000000000000044·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes·+·087 0000000000000018··0000000400000001·R_X86_64_64············0000000000000012·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure·+·189 0000000000000028··0000000800000001·R_X86_64_64············0000000000000010·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure·+·1
90 0000000000000030··0000000600000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure·+·190 0000000000000030··0000000600000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure·+·1
91 0000000000000040··0000000d00000001·R_X86_64_64············0000000000000038·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info·+·091 0000000000000040··0000000d00000001·R_X86_64_64············0000000000000038·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info·+·0
92 0000000000000050··0000001000000001·R_X86_64_64············00000000000001a8·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info·+·092 0000000000000050··0000001000000001·R_X86_64_64············00000000000001a8·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·+·095 0000000000000070··0000001100000001·R_X86_64_64············0000000000000050·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure·+·0
96 0000000000000080··0000001300000001·R_X86_64_64············0000000000000318·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info·+·096 0000000000000080··0000001300000001·R_X86_64_64············0000000000000318·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info·+·0
97 0000000000000090··0000001500000001·R_X86_64_64············0000000000000410·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_info·+·097 0000000000000090··0000001500000001·R_X86_64_64············0000000000000410·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·+·0100 00000000000000b0··0000000e00000001·R_X86_64_64············0000000000000040·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure·+·0
101 00000000000000c0··0000001700000001·R_X86_64_64············00000000000004b0·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info·+·0101 00000000000000c0··0000001700000001·R_X86_64_64············00000000000004b0·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info·+·0
102 00000000000000d0··0000001900000001·R_X86_64_64············0000000000000578·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info·+·0102 00000000000000d0··0000001900000001·R_X86_64_64············0000000000000578·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_info·+·0104 00000000000000f0··0000001c00000001·R_X86_64_64············0000000000000618·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·base_GHCziErr_errorWithoutStackTrace_closure·+·0108 0000000000000130··0000001f00000001·R_X86_64_64············0000000000000000·base_GHCziErr_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·+·6c0110 0000000000000148··0000000100000001·R_X86_64_64············0000000000000000·.text·+·6c0
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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure·+·0112 0000000000000170··0000001400000001·R_X86_64_64············0000000000000080·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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············0000000000000720·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_info·+·0114 0000000000000188··0000002300000001·R_X86_64_64············0000000000000720·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_info·+·0
⊟
5.32 KB
strings --all --bytes=8 {}
    
Offset 1, 40 lines modifiedOffset 1, 40 lines modified
1 Negative·exponent1 Negative·exponent
2 integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM2 integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
3 Math.NumberTheory.Powers.Natural3 Math.NumberTheory.Powers.Natural
4 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes4 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes
5 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes5 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes
6 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure6 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure
7 ghczmprim_GHCziTypes_TrNameS_con_info7 ghczmprim_GHCziTypes_TrNameS_con_info
8 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure8 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure
9 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule_closure9 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info13 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info
14 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure14 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure
15 stg_gc_unbx_r115 stg_gc_unbx_r1
16 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info16 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info
17 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure17 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure
18 stg_SRT_2_info18 stg_SRT_2_info
19 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info19 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info
20 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure20 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure
21 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_info21 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl_info
22 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure22 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure
23 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info23 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info
24 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure24 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_closure
25 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info25 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info
26 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure26 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure
27 ghczmbignum_GHCziNumziNatural_NS_con_info27 ghczmbignum_GHCziNumziNatural_NS_con_info
28 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_info28 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalWordPower_info
29 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure29 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure
30 stg_unpack_cstring_info30 stg_unpack_cstring_info
31 base_GHCziErr_errorWithoutStackTrace_closure31 base_GHCziErr_errorWithoutStackTrace_closure
32 stg_bh_upd_frame_info32 stg_bh_upd_frame_info
33 base_GHCziErr_errorWithoutStackTrace_info33 base_GHCziErr_errorWithoutStackTrace_info
34 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_info34 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_info
35 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_closure35 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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
⊟
41.1 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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x38>:2 0000000000000000·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info-0x1b>14 »       jmp····1d·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info>:26 0000000000000038·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info>:
27 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info():27 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info():
28 »       lea····-0x20(%rbp),%rax28 »       lea····-0x20(%rbp),%rax
29 »       cmp····%r15,%rax29 »       cmp····%r15,%rax
30 »       jae····97·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5f>30 »       jae····97·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5f>
31 »       lea····0x0(%rip),%rbx········31 »       lea····0x0(%rip),%rbx········
32 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure-0x432 ·R_X86_64_PC32»  integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x34>45 »       jge····6c·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5f>49 »       jmp····97·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x5c>61 »       jge····94·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xb3>68 »       jne····eb·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x8c>77 »       jmp····c4·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xb8>90 »       jne····f0·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x10b>96 »       ja·····143·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x10b>
97 »       cmp····$0x1,%rsi97 »       cmp····$0x1,%rsi
98 »       je·····137·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xff>98 »       je·····137·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0xff>112 »       jmp····137·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info+0x10b>116 »       jmp····143·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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; 34829/41853 bytes (83.22%) of diff not shown.
⊟
374 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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM3 ··[····12]··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
4 ··[····44]··Math.NumberTheory.Powers.Natural4 ··[····44]··Math.NumberTheory.Powers.Natural
  
⊟
14.5 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 175 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·69307a69·337a6931·thmszm1zi0zi3zi13 ··0x00000010·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
4 ··0x00000020·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
5 ··0x00000030·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN4 ··0x00000020·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 5 ··0x00000030·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
6 ··0x00000040·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow6 ··0x00000040·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow
7 ··0x00000050·6572737a·694e6174·7572616c·5f7a6474·ersziNatural_zdt7 ··0x00000050·6572737a·694e6174·7572616c·5f7a6474·ersziNatural_zdt
8 ··0x00000060·724d6f64·756c6534·5f627974·65730069·rModule4_bytes.i8 ··0x00000060·724d6f64·756c6534·5f627974·65730069·rModule4_bytes.i
9 ··0x00000070·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith9 ··0x00000070·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
10 ··0x00000080·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm10 ··0x00000080·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm
11 ··0x00000090·35504d36·68686b4c·314c4c46·4b794454·5PM6hhkL1LLFKyDT11 ··0x00000090·36755546·43556848·304d4844·72634666·6uUFCUhH0MHDrcFf
12 ··0x000000a0·36446e63·714d5f4d·6174687a·694e756d·6DncqM_MathziNum12 ··0x000000a0·5771784b·456e5f4d·6174687a·694e756d·WqxKEn_MathziNum
13 ··0x000000b0·62657254·68656f72·797a6950·6f776572·berTheoryziPower13 ··0x000000b0·62657254·68656f72·797a6950·6f776572·berTheoryziPower
14 ··0x000000c0·737a694e·61747572·616c5f7a·6474724d·sziNatural_zdtrM14 ··0x000000c0·737a694e·61747572·616c5f7a·6474724d·sziNatural_zdtrM
15 ··0x000000d0·6f64756c·65325f62·79746573·00696e74·odule2_bytes.int15 ··0x000000d0·6f64756c·65325f62·79746573·00696e74·odule2_bytes.int
16 ··0x000000e0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms16 ··0x000000e0·65676572·7a6d6c6f·67617269·74686d73·egerzmlogarithms
17 ··0x000000f0·7a6d317a·69307a69·337a6931·7a6d3550·zm1zi0zi3zi1zm5P17 ··0x000000f0·7a6d317a·69307a69·337a6931·7a6d3675·zm1zi0zi3zi1zm6u
18 ··0x00000100·4d366868·6b4c314c·4c464b79·44543644·M6hhkL1LLFKyDT6D18 ··0x00000100·55464355·6848304d·48447263·46665771·UFCUhH0MHDrcFfWq
19 ··0x00000110·6e63714d·5f4d6174·687a694e·756d6265·ncqM_MathziNumbe19 ··0x00000110·784b456e·5f4d6174·687a694e·756d6265·xKEn_MathziNumbe
20 ··0x00000120·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz20 ··0x00000120·72546865·6f72797a·69506f77·6572737a·rTheoryziPowersz
21 ··0x00000130·694e6174·7572616c·5f7a6474·724d6f64·iNatural_zdtrMod21 ··0x00000130·694e6174·7572616c·5f7a6474·724d6f64·iNatural_zdtrMod
22 ··0x00000140·756c6531·5f636c6f·73757265·00676863·ule1_closure.ghc22 ··0x00000140·756c6531·5f636c6f·73757265·00676863·ule1_closure.ghc
23 ··0x00000150·7a6d7072·696d5f47·48437a69·54797065·zmprim_GHCziType23 ··0x00000150·7a6d7072·696d5f47·48437a69·54797065·zmprim_GHCziType
24 ··0x00000160·735f5472·4e616d65·535f636f·6e5f696e·s_TrNameS_con_in24 ··0x00000160·735f5472·4e616d65·535f636f·6e5f696e·s_TrNameS_con_in
25 ··0x00000170·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga25 ··0x00000170·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga
26 ··0x00000180·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z26 ··0x00000180·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z
27 ··0x00000190·69317a6d·35504d36·68686b4c·314c4c46·i1zm5PM6hhkL1LLF 
28 ··0x000001a0·4b794454·36446e63·714d5f4d·6174687a·KyDT6DncqM_Mathz27 ··0x00000190·69317a6d·36755546·43556848·304d4844·i1zm6uUFCUhH0MHD
 28 ··0x000001a0·72634666·5771784b·456e5f4d·6174687a·rcFfWqxKEn_Mathz
29 ··0x000001b0·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP29 ··0x000001b0·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP
30 ··0x000001c0·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z30 ··0x000001c0·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z
31 ··0x000001d0·6474724d·6f64756c·65335f63·6c6f7375·dtrModule3_closu31 ··0x000001d0·6474724d·6f64756c·65335f63·6c6f7375·dtrModule3_closu
32 ··0x000001e0·72650069·6e746567·65727a6d·6c6f6761·re.integerzmloga32 ··0x000001e0·72650069·6e746567·65727a6d·6c6f6761·re.integerzmloga
33 ··0x000001f0·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z33 ··0x000001f0·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z
34 ··0x00000200·69317a6d·35504d36·68686b4c·314c4c46·i1zm5PM6hhkL1LLF 
35 ··0x00000210·4b794454·36446e63·714d5f4d·6174687a·KyDT6DncqM_Mathz34 ··0x00000200·69317a6d·36755546·43556848·304d4844·i1zm6uUFCUhH0MHD
 35 ··0x00000210·72634666·5771784b·456e5f4d·6174687a·rcFfWqxKEn_Mathz
36 ··0x00000220·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP36 ··0x00000220·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP
37 ··0x00000230·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z37 ··0x00000230·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z
38 ··0x00000240·6474724d·6f64756c·655f636c·6f737572·dtrModule_closur38 ··0x00000240·6474724d·6f64756c·655f636c·6f737572·dtrModule_closur
39 ··0x00000250·65006768·637a6d70·72696d5f·4748437a·e.ghczmprim_GHCz39 ··0x00000250·65006768·637a6d70·72696d5f·4748437a·e.ghczmprim_GHCz
40 ··0x00000260·69547970·65735f4d·6f64756c·655f636f·iTypes_Module_co40 ··0x00000260·69547970·65735f4d·6f64756c·655f636f·iTypes_Module_co
41 ··0x00000270·6e5f696e·666f0067·68637a6d·6269676e·n_info.ghczmbign41 ··0x00000270·6e5f696e·666f0067·68637a6d·6269676e·n_info.ghczmbign
42 ··0x00000280·756d5f47·48437a69·4e756d7a·694e6174·um_GHCziNumziNat42 ··0x00000280·756d5f47·48437a69·4e756d7a·694e6174·um_GHCziNumziNat
43 ··0x00000290·7572616c·5f6e6174·7572616c·4d756c5f·ural_naturalMul_43 ··0x00000290·7572616c·5f6e6174·7572616c·4d756c5f·ural_naturalMul_
44 ··0x000002a0·636c6f73·75726500·6768637a·6d626967·closure.ghczmbig44 ··0x000002a0·636c6f73·75726500·6768637a·6d626967·closure.ghczmbig
45 ··0x000002b0·6e756d5f·4748437a·694e756d·7a694e61·num_GHCziNumziNa45 ··0x000002b0·6e756d5f·4748437a·694e756d·7a694e61·num_GHCziNumziNa
46 ··0x000002c0·74757261·6c5f6e61·74757261·6c4d756c·tural_naturalMul46 ··0x000002c0·74757261·6c5f6e61·74757261·6c4d756c·tural_naturalMul
47 ··0x000002d0·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml47 ··0x000002d0·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml
48 ··0x000002e0·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z48 ··0x000002e0·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
49 ··0x000002f0·69337a69·317a6d35·504d3668·686b4c31·i3zi1zm5PM6hhkL1 
50 ··0x00000300·4c4c464b·79445436·446e6371·4d5f4d61·LLFKyDT6DncqM_Ma49 ··0x000002f0·69337a69·317a6d36·75554643·55684830·i3zi1zm6uUFCUhH0
 50 ··0x00000300·4d484472·63466657·71784b45·6e5f4d61·MHDrcFfWqxKEn_Ma
51 ··0x00000310·74687a69·4e756d62·65725468·656f7279·thziNumberTheory51 ··0x00000310·74687a69·4e756d62·65725468·656f7279·thziNumberTheory
52 ··0x00000320·7a69506f·77657273·7a694e61·74757261·ziPowersziNatura52 ··0x00000320·7a69506f·77657273·7a694e61·74757261·ziPowersziNatura
53 ··0x00000330·6c5f7a64·777a6473·706f7749·6d706c41·l_zdwzdspowImplA53 ··0x00000330·6c5f7a64·777a6473·706f7749·6d706c41·l_zdwzdspowImplA
54 ··0x00000340·63635f69·6e666f00·696e7465·6765727a·cc_info.integerz54 ··0x00000340·63635f69·6e666f00·696e7465·6765727a·cc_info.integerz
55 ··0x00000350·6d6c6f67·61726974·686d737a·6d317a69·mlogarithmszm1zi55 ··0x00000350·6d6c6f67·61726974·686d737a·6d317a69·mlogarithmszm1zi
56 ··0x00000360·307a6933·7a69317a·6d35504d·3668686b·0zi3zi1zm5PM6hhk56 ··0x00000360·307a6933·7a69317a·6d367555·46435568·0zi3zi1zm6uUFCUh
57 ··0x00000370·4c314c4c·464b7944·5436446e·63714d5f·L1LLFKyDT6DncqM_57 ··0x00000370·48304d48·44726346·66577178·4b456e5f·H0MHDrcFfWqxKEn_
58 ··0x00000380·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo58 ··0x00000380·4d617468·7a694e75·6d626572·5468656f·MathziNumberTheo
59 ··0x00000390·72797a69·506f7765·72737a69·4e617475·ryziPowersziNatu59 ··0x00000390·72797a69·506f7765·72737a69·4e617475·ryziPowersziNatu
60 ··0x000003a0·72616c5f·7a64777a·6473706f·77496d70·ral_zdwzdspowImp60 ··0x000003a0·72616c5f·7a64777a·6473706f·77496d70·ral_zdwzdspowImp
61 ··0x000003b0·6c416363·5f636c6f·73757265·00737467·lAcc_closure.stg61 ··0x000003b0·6c416363·5f636c6f·73757265·00737467·lAcc_closure.stg
62 ··0x000003c0·5f67635f·756e6278·5f723100·696e7465·_gc_unbx_r1.inte62 ··0x000003c0·5f67635f·756e6278·5f723100·696e7465·_gc_unbx_r1.inte
63 ··0x000003d0·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz63 ··0x000003d0·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
64 ··0x000003e0·6d317a69·307a6933·7a69317a·6d35504d·m1zi0zi3zi1zm5PM64 ··0x000003e0·6d317a69·307a6933·7a69317a·6d367555·m1zi0zi3zi1zm6uU
65 ··0x000003f0·3668686b·4c314c4c·464b7944·5436446e·6hhkL1LLFKyDT6Dn65 ··0x000003f0·46435568·48304d48·44726346·66577178·FCUhH0MHDrcFfWqx
66 ··0x00000400·63714d5f·4d617468·7a694e75·6d626572·cqM_MathziNumber66 ··0x00000400·4b456e5f·4d617468·7a694e75·6d626572·KEn_MathziNumber
67 ··0x00000410·5468656f·72797a69·506f7765·72737a69·TheoryziPowerszi67 ··0x00000410·5468656f·72797a69·506f7765·72737a69·TheoryziPowerszi
68 ··0x00000420·4e617475·72616c5f·7a64777a·6473706f·Natural_zdwzdspo68 ··0x00000420·4e617475·72616c5f·7a64777a·6473706f·Natural_zdwzdspo
69 ··0x00000430·77496d70·6c416363·315f696e·666f0069·wImplAcc1_info.i69 ··0x00000430·77496d70·6c416363·315f696e·666f0069·wImplAcc1_info.i
70 ··0x00000440·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith70 ··0x00000440·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
71 ··0x00000450·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm71 ··0x00000450·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm
72 ··0x00000460·35504d36·68686b4c·314c4c46·4b794454·5PM6hhkL1LLFKyDT72 ··0x00000460·36755546·43556848·304d4844·72634666·6uUFCUhH0MHDrcFf
73 ··0x00000470·36446e63·714d5f4d·6174687a·694e756d·6DncqM_MathziNum73 ··0x00000470·5771784b·456e5f4d·6174687a·694e756d·WqxKEn_MathziNum
74 ··0x00000480·62657254·68656f72·797a6950·6f776572·berTheoryziPower74 ··0x00000480·62657254·68656f72·797a6950·6f776572·berTheoryziPower
75 ··0x00000490·737a694e·61747572·616c5f7a·64777a64·sziNatural_zdwzd75 ··0x00000490·737a694e·61747572·616c5f7a·64777a64·sziNatural_zdwzd
76 ··0x000004a0·73706f77·496d706c·41636331·5f636c6f·spowImplAcc1_clo76 ··0x000004a0·73706f77·496d706c·41636331·5f636c6f·spowImplAcc1_clo
77 ··0x000004b0·73757265·00737467·5f535254·5f325f69·sure.stg_SRT_2_i77 ··0x000004b0·73757265·00737467·5f535254·5f325f69·sure.stg_SRT_2_i
78 ··0x000004c0·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog78 ··0x000004c0·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog
79 ··0x000004d0·61726974·686d737a·6d317a69·307a6933·arithmszm1zi0zi379 ··0x000004d0·61726974·686d737a·6d317a69·307a6933·arithmszm1zi0zi3
80 ··0x000004e0·7a69317a·6d35504d·3668686b·4c314c4c·zi1zm5PM6hhkL1LL 
81 ··0x000004f0·464b7944·5436446e·63714d5f·4d617468·FKyDT6DncqM_Math80 ··0x000004e0·7a69317a·6d367555·46435568·48304d48·zi1zm6uUFCUhH0MH
 81 ··0x000004f0·44726346·66577178·4b456e5f·4d617468·DrcFfWqxKEn_Math
82 ··0x00000500·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi82 ··0x00000500·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
83 ··0x00000510·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_83 ··0x00000510·506f7765·72737a69·4e617475·72616c5f·PowersziNatural_
84 ··0x00000520·7a64777a·6473706f·77496d70·6c5f696e·zdwzdspowImpl_in84 ··0x00000520·7a64777a·6473706f·77496d70·6c5f696e·zdwzdspowImpl_in
85 ··0x00000530·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga85 ··0x00000530·666f0069·6e746567·65727a6d·6c6f6761·fo.integerzmloga
86 ··0x00000540·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z86 ··0x00000540·72697468·6d737a6d·317a6930·7a69337a·rithmszm1zi0zi3z
87 ··0x00000550·69317a6d·35504d36·68686b4c·314c4c46·i1zm5PM6hhkL1LLF 
88 ··0x00000560·4b794454·36446e63·714d5f4d·6174687a·KyDT6DncqM_Mathz87 ··0x00000550·69317a6d·36755546·43556848·304d4844·i1zm6uUFCUhH0MHD
 88 ··0x00000560·72634666·5771784b·456e5f4d·6174687a·rcFfWqxKEn_Mathz
89 ··0x00000570·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP89 ··0x00000570·694e756d·62657254·68656f72·797a6950·iNumberTheoryziP
90 ··0x00000580·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z90 ··0x00000580·6f776572·737a694e·61747572·616c5f7a·owersziNatural_z
91 ··0x00000590·64777a64·73706f77·496d706c·5f636c6f·dwzdspowImpl_clo91 ··0x00000590·64777a64·73706f77·496d706c·5f636c6f·dwzdspowImpl_clo
92 ··0x000005a0·73757265·00696e74·65676572·7a6d6c6f·sure.integerzmlo92 ··0x000005a0·73757265·00696e74·65676572·7a6d6c6f·sure.integerzmlo
93 ··0x000005b0·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi93 ··0x000005b0·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi
94 ··0x000005c0·337a6931·7a6d3550·4d366868·6b4c314c·3zi1zm5PM6hhkL1L 
95 ··0x000005d0·4c464b79·44543644·6e63714d·5f4d6174·LFKyDT6DncqM_Mat94 ··0x000005c0·337a6931·7a6d3675·55464355·6848304d·3zi1zm6uUFCUhH0M
 95 ··0x000005d0·48447263·46665771·784b456e·5f4d6174·HDrcFfWqxKEn_Mat
96 ··0x000005e0·687a694e·756d6265·72546865·6f72797a·hziNumberTheoryz96 ··0x000005e0·687a694e·756d6265·72546865·6f72797a·hziNumberTheoryz
97 ··0x000005f0·69506f77·6572737a·694e6174·7572616c·iPowersziNatural97 ··0x000005f0·69506f77·6572737a·694e6174·7572616c·iPowersziNatural
98 ··0x00000600·5f7a6473·706f7749·6d706c5f·696e666f·_zdspowImpl_info98 ··0x00000600·5f7a6473·706f7749·6d706c5f·696e666f·_zdspowImpl_info
99 ··0x00000610·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari99 ··0x00000610·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
100 ··0x00000620·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1100 ··0x00000620·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
101 ··0x00000630·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
102 ··0x00000640·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN101 ··0x00000630·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 102 ··0x00000640·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
103 ··0x00000650·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow103 ··0x00000650·756d6265·72546865·6f72797a·69506f77·umberTheoryziPow
104 ··0x00000660·6572737a·694e6174·7572616c·5f7a6473·ersziNatural_zds104 ··0x00000660·6572737a·694e6174·7572616c·5f7a6473·ersziNatural_zds
105 ··0x00000670·706f7749·6d706c5f·636c6f73·75726500·powImpl_closure.105 ··0x00000670·706f7749·6d706c5f·636c6f73·75726500·powImpl_closure.
106 ··0x00000680·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit106 ··0x00000680·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit
107 ··0x00000690·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z107 ··0x00000690·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z
108 ··0x000006a0·6d35504d·3668686b·4c314c4c·464b7944·m5PM6hhkL1LLFKyD108 ··0x000006a0·6d367555·46435568·48304d48·44726346·m6uUFCUhH0MHDrcF
109 ··0x000006b0·5436446e·63714d5f·4d617468·7a694e75·T6DncqM_MathziNu109 ··0x000006b0·66577178·4b456e5f·4d617468·7a694e75·fWqxKEn_MathziNu
110 ··0x000006c0·6d626572·5468656f·72797a69·506f7765·mberTheoryziPowe110 ··0x000006c0·6d626572·5468656f·72797a69·506f7765·mberTheoryziPowe
111 ··0x000006d0·72737a69·4e617475·72616c5f·7a64777a·rsziNatural_zdwz111 ··0x000006d0·72737a69·4e617475·72616c5f·7a64777a·rsziNatural_zdwz
112 ··0x000006e0·6473706f·77496d70·6c315f69·6e666f00·dspowImpl1_info.112 ··0x000006e0·6473706f·77496d70·6c315f69·6e666f00·dspowImpl1_info.
113 ··0x000006f0·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit113 ··0x000006f0·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit
114 ··0x00000700·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z114 ··0x00000700·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z
115 ··0x00000710·6d35504d·3668686b·4c314c4c·464b7944·m5PM6hhkL1LLFKyD115 ··0x00000710·6d367555·46435568·48304d48·44726346·m6uUFCUhH0MHDrcF
116 ··0x00000720·5436446e·63714d5f·4d617468·7a694e75·T6DncqM_MathziNu116 ··0x00000720·66577178·4b456e5f·4d617468·7a694e75·fWqxKEn_MathziNu
117 ··0x00000730·6d626572·5468656f·72797a69·506f7765·mberTheoryziPowe117 ··0x00000730·6d626572·5468656f·72797a69·506f7765·mberTheoryziPowe
118 ··0x00000740·72737a69·4e617475·72616c5f·7a64777a·rsziNatural_zdwz118 ··0x00000740·72737a69·4e617475·72616c5f·7a64777a·rsziNatural_zdwz
Max diff block lines reached; 4688/14792 bytes (31.69%) of diff not shown.
⊟
9.33 KB
Compat.o
⊟
2.07 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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes4 ·····1:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes
5 ·····2:·000000000000001e·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes5 ·····2:·000000000000001e·····0·OBJECT··GLOBAL·DEFAULT····5·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
6 ·····3:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure6 ·····3:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure8 ·····5:·0000000000000010·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure
9 ·····6:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure9 ·····6:·0000000000000020·····0·OBJECT··GLOBAL·DEFAULT····2·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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
⊟
2.05 KB
readelf --wide --relocs {}
    
Offset 1, 10 lines modifiedOffset 1, 10 lines modified
  
1 Relocation·section·'.rela.data'·at·offset·0x3f8·contains·7·entries:1 Relocation·section·'.rela.data'·at·offset·0x3f8·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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes·+·04 0000000000000008··0000000200000001·R_X86_64_64············000000000000001e·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes·+·06 0000000000000018··0000000100000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·+·18 0000000000000028··0000000300000001·R_X86_64_64············0000000000000000·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure·+·1
9 0000000000000030··0000000500000001·R_X86_64_64············0000000000000010·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·+·19 0000000000000030··0000000500000001·R_X86_64_64············0000000000000010·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure·+·1
⊟
1.39 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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM2 integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
3 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes3 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule2_bytes
4 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes4 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
5 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure5 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure
6 ghczmprim_GHCziTypes_TrNameS_con_info6 ghczmprim_GHCziTypes_TrNameS_con_info
7 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure7 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure
8 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule_closure8 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_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
⊟
340 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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM3 ··[····1e]··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
  
⊟
3.48 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 1, 42 lines modifiedOffset 1, 42 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·69307a69·337a6931·thmszm1zi0zi3zi13 ··0x00000010·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
4 ··0x00000020·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
5 ··0x00000030·44543644·6e63714d·5f474843·7a69496e·DT6DncqM_GHCziIn4 ··0x00000020·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 5 ··0x00000030·46665771·784b456e·5f474843·7a69496e·FfWqxKEn_GHCziIn
6 ··0x00000040·74656765·727a694c·6f676172·6974686d·tegerziLogarithm6 ··0x00000040·74656765·727a694c·6f676172·6974686d·tegerziLogarithm
7 ··0x00000050·737a6943·6f6d7061·745f7a64·74724d6f·sziCompat_zdtrMo7 ··0x00000050·737a6943·6f6d7061·745f7a64·74724d6f·sziCompat_zdtrMo
8 ··0x00000060·64756c65·325f6279·74657300·696e7465·dule2_bytes.inte8 ··0x00000060·64756c65·325f6279·74657300·696e7465·dule2_bytes.inte
9 ··0x00000070·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz9 ··0x00000070·6765727a·6d6c6f67·61726974·686d737a·gerzmlogarithmsz
10 ··0x00000080·6d317a69·307a6933·7a69317a·6d35504d·m1zi0zi3zi1zm5PM10 ··0x00000080·6d317a69·307a6933·7a69317a·6d367555·m1zi0zi3zi1zm6uU
11 ··0x00000090·3668686b·4c314c4c·464b7944·5436446e·6hhkL1LLFKyDT6Dn11 ··0x00000090·46435568·48304d48·44726346·66577178·FCUhH0MHDrcFfWqx
12 ··0x000000a0·63714d5f·4748437a·69496e74·65676572·cqM_GHCziInteger12 ··0x000000a0·4b456e5f·4748437a·69496e74·65676572·KEn_GHCziInteger
13 ··0x000000b0·7a694c6f·67617269·74686d73·7a69436f·ziLogarithmsziCo13 ··0x000000b0·7a694c6f·67617269·74686d73·7a69436f·ziLogarithmsziCo
14 ··0x000000c0·6d706174·5f7a6474·724d6f64·756c6534·mpat_zdtrModule414 ··0x000000c0·6d706174·5f7a6474·724d6f64·756c6534·mpat_zdtrModule4
15 ··0x000000d0·5f627974·65730069·6e746567·65727a6d·_bytes.integerzm15 ··0x000000d0·5f627974·65730069·6e746567·65727a6d·_bytes.integerzm
16 ··0x000000e0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi016 ··0x000000e0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
17 ··0x000000f0·7a69337a·69317a6d·35504d36·68686b4c·zi3zi1zm5PM6hhkL17 ··0x000000f0·7a69337a·69317a6d·36755546·43556848·zi3zi1zm6uUFCUhH
18 ··0x00000100·314c4c46·4b794454·36446e63·714d5f47·1LLFKyDT6DncqM_G18 ··0x00000100·304d4844·72634666·5771784b·456e5f47·0MHDrcFfWqxKEn_G
19 ··0x00000110·48437a69·496e7465·6765727a·694c6f67·HCziIntegerziLog19 ··0x00000110·48437a69·496e7465·6765727a·694c6f67·HCziIntegerziLog
20 ··0x00000120·61726974·686d737a·69436f6d·7061745f·arithmsziCompat_20 ··0x00000120·61726974·686d737a·69436f6d·7061745f·arithmsziCompat_
21 ··0x00000130·7a647472·4d6f6475·6c65335f·636c6f73·zdtrModule3_clos21 ··0x00000130·7a647472·4d6f6475·6c65335f·636c6f73·zdtrModule3_clos
22 ··0x00000140·75726500·6768637a·6d707269·6d5f4748·ure.ghczmprim_GH22 ··0x00000140·75726500·6768637a·6d707269·6d5f4748·ure.ghczmprim_GH
23 ··0x00000150·437a6954·79706573·5f54724e·616d6553·CziTypes_TrNameS23 ··0x00000150·437a6954·79706573·5f54724e·616d6553·CziTypes_TrNameS
24 ··0x00000160·5f636f6e·5f696e66·6f00696e·74656765·_con_info.intege24 ··0x00000160·5f636f6e·5f696e66·6f00696e·74656765·_con_info.intege
25 ··0x00000170·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm125 ··0x00000170·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1
26 ··0x00000180·7a69307a·69337a69·317a6d35·504d3668·zi0zi3zi1zm5PM6h26 ··0x00000180·7a69307a·69337a69·317a6d36·75554643·zi0zi3zi1zm6uUFC
27 ··0x00000190·686b4c31·4c4c464b·79445436·446e6371·hkL1LLFKyDT6Dncq27 ··0x00000190·55684830·4d484472·63466657·71784b45·UhH0MHDrcFfWqxKE
28 ··0x000001a0·4d5f4748·437a6949·6e746567·65727a69·M_GHCziIntegerzi28 ··0x000001a0·6e5f4748·437a6949·6e746567·65727a69·n_GHCziIntegerzi
29 ··0x000001b0·4c6f6761·72697468·6d737a69·436f6d70·LogarithmsziComp29 ··0x000001b0·4c6f6761·72697468·6d737a69·436f6d70·LogarithmsziComp
30 ··0x000001c0·61745f7a·6474724d·6f64756c·65315f63·at_zdtrModule1_c30 ··0x000001c0·61745f7a·6474724d·6f64756c·65315f63·at_zdtrModule1_c
31 ··0x000001d0·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm31 ··0x000001d0·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm
32 ··0x000001e0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi032 ··0x000001e0·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
33 ··0x000001f0·7a69337a·69317a6d·35504d36·68686b4c·zi3zi1zm5PM6hhkL33 ··0x000001f0·7a69337a·69317a6d·36755546·43556848·zi3zi1zm6uUFCUhH
34 ··0x00000200·314c4c46·4b794454·36446e63·714d5f47·1LLFKyDT6DncqM_G34 ··0x00000200·304d4844·72634666·5771784b·456e5f47·0MHDrcFfWqxKEn_G
35 ··0x00000210·48437a69·496e7465·6765727a·694c6f67·HCziIntegerziLog35 ··0x00000210·48437a69·496e7465·6765727a·694c6f67·HCziIntegerziLog
36 ··0x00000220·61726974·686d737a·69436f6d·7061745f·arithmsziCompat_36 ··0x00000220·61726974·686d737a·69436f6d·7061745f·arithmsziCompat_
37 ··0x00000230·7a647472·4d6f6475·6c655f63·6c6f7375·zdtrModule_closu37 ··0x00000230·7a647472·4d6f6475·6c655f63·6c6f7375·zdtrModule_closu
38 ··0x00000240·72650067·68637a6d·7072696d·5f474843·re.ghczmprim_GHC38 ··0x00000240·72650067·68637a6d·7072696d·5f474843·re.ghczmprim_GHC
39 ··0x00000250·7a695479·7065735f·4d6f6475·6c655f63·ziTypes_Module_c39 ··0x00000250·7a695479·7065735f·4d6f6475·6c655f63·ziTypes_Module_c
40 ··0x00000260·6f6e5f69·6e666f00···················on_info.40 ··0x00000260·6f6e5f69·6e666f00···················on_info.
  
⊟
690 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM-ghc9.6.6.so vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn-ghc9.6.6.so
File has been modified after NT_GNU_BUILD_ID has been applied. Files 93% 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···········0x000000·0x0000000000000000·0x0000000000000000·0x009b48·0x009b48·R···0x10006 ··LOAD···········0x000000·0x0000000000000000·0x0000000000000000·0x009b10·0x009b10·R···0x1000
7 ··LOAD···········0x00a000·0x000000000000a000·0x000000000000a000·0x00ffad·0x00ffad·R·E·0x10007 ··LOAD···········0x00a000·0x000000000000a000·0x000000000000a000·0x00ffad·0x00ffad·R·E·0x1000
8 ··LOAD···········0x01a000·0x000000000001a000·0x000000000001a000·0x0003ac·0x0003ac·R···0x10008 ··LOAD···········0x01a000·0x000000000001a000·0x000000000001a000·0x0003ac·0x0003ac·R···0x1000
9 ··LOAD···········0x01ac40·0x000000000001bc40·0x000000000001bc40·0x002458·0x002460·RW··0x10009 ··LOAD···········0x01ac40·0x000000000001bc40·0x000000000001bc40·0x002458·0x002460·RW··0x1000
10 ··DYNAMIC········0x01ac50·0x000000000001bc50·0x000000000001bc50·0x000260·0x000260·RW··0x810 ··DYNAMIC········0x01ac50·0x000000000001bc50·0x000000000001bc50·0x000260·0x000260·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······0x01ac40·0x000000000001bc40·0x000000000001bc40·0x0003c0·0x0003c0·R···0x113 ··GNU_RELRO······0x01ac40·0x000000000001bc40·0x000000000001bc40·0x0003c0·0x0003c0·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··········0000000000001718·001718·003c3a·00···A··0···0··18 ··[·4]·.dynstr···········STRTAB··········0000000000001718·001718·003c01·00···A··0···0··1
9 ··[·5]·.gnu.version······VERSYM··········0000000000005352·005352·00016c·02···A··3···0··29 ··[·5]·.gnu.version······VERSYM··········000000000000531a·00531a·00016c·02···A··3···0··2
10 ··[·6]·.gnu.version_r····VERNEED·········00000000000054c0·0054c0·000020·00···A··4···1··810 ··[·6]·.gnu.version_r····VERNEED·········0000000000005488·005488·000020·00···A··4···1··8
11 ··[·7]·.rela.dyn·········RELA············00000000000054e0·0054e0·004650·18···A··3···0··811 ··[·7]·.rela.dyn·········RELA············00000000000054a8·0054a8·004650·18···A··3···0··8
12 ··[·8]·.rela.plt·········RELA············0000000000009b30·009b30·000018·18··AI··3··20··812 ··[·8]·.rela.plt·········RELA············0000000000009af8·009af8·000018·18··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········000000000000a050·00a050·00ff53·00··AX··0···0·1616 ··[12]·.text·············PROGBITS········000000000000a050·00a050·00ff53·00··AX··0···0·16
17 ··[13]·.fini·············PROGBITS········0000000000019fa4·019fa4·000009·00··AX··0···0··417 ··[13]·.fini·············PROGBITS········0000000000019fa4·019fa4·000009·00··AX··0···0··4
18 ··[14]·.rodata···········PROGBITS········000000000001a000·01a000·0003a5·01·AMS··0···0··118 ··[14]·.rodata···········PROGBITS········000000000001a000·01a000·0003a5·01·AMS··0···0··1
19 ··[15]·.eh_frame·········PROGBITS········000000000001a3a8·01a3a8·000004·00···A··0···0··819 ··[15]·.eh_frame·········PROGBITS········000000000001a3a8·01a3a8·000004·00···A··0···0··8
⊟
38.7 KB
readelf --wide --symbols {}
    
Offset 65, 121 lines modifiedOffset 65, 121 lines modified
65 ····61:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·base_GHCziReal_zczvzczuzdspowImpl_info65 ····61:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·base_GHCziReal_zczvzczuzdspowImpl_info
66 ····62:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Izh_con_info66 ····62:·0000000000000000·····0·OBJECT··GLOBAL·DEFAULT··UND·ghczmprim_GHCziTypes_Izh_con_info
67 ····63:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_newByteArrayzh67 ····63:·0000000000000000·····0·NOTYPE··GLOBAL·DEFAULT··UND·stg_newByteArrayzh
68 ····64:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_info68 ····64:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziInteger_integerQuot_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·base_GHCziIntegerziLogarithms_integerLog2zh_info70 ····66:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·base_GHCziIntegerziLogarithms_integerLog2zh_info
71 ····67:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_info71 ····67:·0000000000000000·····0·FUNC····GLOBAL·DEFAULT··UND·ghczmbignum_GHCziNumziNatural_naturalQuot_info
72 ····68:·000000000000a5e0···154·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_info 
73 ····69:·0000000000019ef0···179·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalPower_info 
74 ····70:·000000000000a528···154·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_info 
75 ····71:·000000000000b768···801·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info 
76 ····72:·000000000001df40·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure 
77 ····73:·000000000001e058·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule3_closure 
78 ····74:·000000000001c738·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_closure 
79 ····75:·000000000001db58·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBasezq_closure 
80 ····76:·000000000001c4d8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_closure 
81 ····77:·000000000000a968···134·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_info 
82 ····78:·000000000000c370····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_info 
83 ····79:·000000000001c5c8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_closure 
84 ····80:·000000000001dfb0·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_closure 
85 ····81:·00000000000187e0··2497·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info 
86 ····82:·000000000000ab38···298·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_info 
87 ····83:·0000000000012ec8··2777·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info 
88 ····84:·000000000001c4a8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_closure 
89 ····85:·000000000001c5a8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure72 ····68:·000000000001c128·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule3_closure
90 ····86:·000000000001df00·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_closure 
91 ····87:·00000000000139b8····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_info 
92 ····88:·000000000000a690····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_info 
93 ····89:·000000000000c3e0···306·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_info 
94 ····90:·000000000001a345·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule2_bytes 
95 ····91:·00000000000196d0···175·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerWordPower_info 
96 ····92:·000000000001dd48·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLogBase_closure 
97 ····93:·000000000001df90·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure 
98 ····94:·000000000001dec8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule_closure 
99 ····95:·000000000001c7e8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure 
100 ····96:·000000000001c7a0·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure 
101 ····97:·000000000001a301·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule4_bytes 
102 ····98:·0000000000019ac0···228·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info 
103 ····99:·000000000001de88·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_zdtrModule_closure73 ····69:·000000000001de78·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule1_closure
104 ···100:·000000000001d8e8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_closure 
105 ···101:·000000000001dea8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure 
106 ···102:·0000000000019dd0···163·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_naturalWordPower_info74 ····70:·0000000000019600···180·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_integerPower_info
107 ···103:·000000000001c910·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_closure 
108 ···104:·000000000000a7c8····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_info 
109 ···105:·000000000001c2c8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure 
110 ···106:·000000000001c780·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_closure 
111 ···107:·000000000001e068·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure 
112 ···108:·000000000001a301·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes 
113 ···109:·000000000001c148·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule_closure 
114 ···110:·000000000000a8f8····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_info 
115 ···111:·0000000000019498···237·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase_info 
116 ···112:·0000000000013bd8···237·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_info 
117 ···113:·000000000001db48·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_closure 
118 ···114:·000000000001d738·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure 
119 ···115:·000000000000bea8··1005·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info 
120 ···116:·000000000000a208···364·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info 
121 ···117:·000000000000a390···228·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info 
122 ···118:·000000000001c8c8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_closure 
123 ···119:·000000000000b5b0····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_info 
124 ···120:·000000000001c4c8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure 
125 ···121:·000000000000af40···681·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info 
126 ···122:·00000000000192c0····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase2_info 
127 ···123:·0000000000013a20····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_info 
128 ···124:·0000000000019938···364·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_info 
129 ···125:·000000000001de28·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziInteger_integerPower_closure 
130 ···126:·000000000001d928·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure 
131 ···127:·000000000001dd68·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLogBase_closure 
132 ···128:·000000000001df50·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziPowersziNatural_zdspowImpl_closure 
133 ···129:·000000000001c100·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure 
134 ···130:·000000000001c608·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure 
135 ···131:·000000000001c658·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure75 ····71:·000000000001c658·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure
 76 ····72:·000000000001deb8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule3_closure
 77 ····73:·0000000000019ef0···179·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_info
 78 ····74:·000000000000c2b0···173·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_info
 79 ····75:·0000000000019c60···180·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl1_info
 80 ····76:·0000000000019dd0···163·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalWordPower_info
 81 ····77:·0000000000019bc0···131·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl_info
 82 ····78:·000000000000b768···801·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info
 83 ····79:·000000000001e068·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule1_closure
 84 ····80:·000000000000ac80···673·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info
 85 ····81:·000000000001a301·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule4_bytes
 86 ····82:·000000000001dd08·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBase1_closure
 87 ····83:·000000000001c780·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_closure
 88 ····84:·000000000001d8e8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_closure
 89 ····85:·000000000001c120·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_closure
 90 ····86:·000000000001de88·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziInteger_zdtrModule_closure
 91 ····87:·000000000000a968···134·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_info
 92 ····88:·000000000001db58·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLogBasezq_closure
 93 ····89:·000000000001c5c8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_closure
 94 ····90:·000000000001d808·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_closure
 95 ····91:·000000000000a690····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_info
 96 ····92:·0000000000012ec8··2777·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info
 97 ····93:·00000000000187e0··2497·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_info
 98 ····94:·000000000001dd48·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLogBase_closure
 99 ····95:·000000000001c4a8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_closure
 100 ····96:·000000000001c5a8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure
 101 ····97:·000000000000bea8··1005·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info
 102 ····98:·0000000000019d30···131·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_info
 103 ····99:·000000000001c110·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_closure
 104 ···100:·000000000001e048·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_naturalPower_closure
 105 ···101:·000000000001c7d8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure
 106 ···102:·000000000000c370····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_info
 107 ···103:·000000000000a490···122·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_info
 108 ···104:·000000000001d948·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_closure
 109 ···105:·000000000000ab38···298·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_info
 110 ···106:·00000000000139b8····83·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_info
 111 ···107:·000000000001a366·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule2_bytes
 112 ···108:·000000000001df90·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdspowImpl1_closure
 113 ···109:·000000000001c668·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_closure
 114 ···110:·00000000000197b8···322·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc_info
 115 ···111:·000000000001c138·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule1_closure
 116 ···112:·000000000001dea8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule1_closure
 117 ···113:·000000000001a301·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_GHCziIntegerziLogarithmsziCompat_zdtrModule4_bytes
 118 ···114:·000000000001df10·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImplAcc1_closure
 119 ···115:·000000000001c648·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure
 120 ···116:·000000000000c3e0···306·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_info
 121 ···117:·000000000000a838···176·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_info
 122 ···118:·000000000001df40·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_closure
 123 ···119:·000000000001dec8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule_closure
 124 ···120:·000000000001c910·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_closure
 125 ···121:·000000000001a301·····0·OBJECT··GLOBAL·DEFAULT···14·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdtrModule4_bytes
 126 ···122:·0000000000019ac0···228·FUNC····GLOBAL·DEFAULT···12·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziPowersziNatural_zdwzdspowImpl_info
 127 ···123:·000000000001db48·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLogBasezq_closure
 128 ···124:·000000000001d738·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure
 129 ···125:·000000000001c738·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_closure
 130 ···126:·000000000001c8c8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_closure
 131 ···127:·000000000001c4d8·····0·OBJECT··GLOBAL·DEFAULT···21·integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_closure
Max diff block lines reached; -1/39579 bytes (-0.00%) of diff not shown.
⊟
1.78 KB
readelf --wide --relocs {}
    
Offset 1, 9 lines modifiedOffset 1, 9 lines modified
  
1 Relocation·section·'.rela.dyn'·at·offset·0x54e0·contains·750·entries:1 Relocation·section·'.rela.dyn'·at·offset·0x54a8·contains·750·entries:
2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend2 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
3 000000000001bc40··0000000000000008·R_X86_64_RELATIVE·························a1003 000000000001bc40··0000000000000008·R_X86_64_RELATIVE·························a100
4 000000000001bc48··0000000000000008·R_X86_64_RELATIVE·························a0c04 000000000001bc48··0000000000000008·R_X86_64_RELATIVE·························a0c0
5 000000000001c008··0000000000000008·R_X86_64_RELATIVE·························1c0085 000000000001c008··0000000000000008·R_X86_64_RELATIVE·························1c008
6 000000000001c030··0000000000000008·R_X86_64_RELATIVE·························1a3336 000000000001c030··0000000000000008·R_X86_64_RELATIVE·························1a333
7 000000000001c048··0000000000000008·R_X86_64_RELATIVE·························1c0107 000000000001c048··0000000000000008·R_X86_64_RELATIVE·························1c010
8 000000000001c058··0000000000000008·R_X86_64_RELATIVE·························a1208 000000000001c058··0000000000000008·R_X86_64_RELATIVE·························a120
Offset 748, 10 lines modifiedOffset 748, 10 lines modified
748 000000000001d608··0000001f00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0748 000000000001d608··0000001f00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0
749 000000000001da50··0000001f00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0749 000000000001da50··0000001f00000001·R_X86_64_64············0000000000000000·stg_SRT_4_info·+·0
750 000000000001d960··0000000500000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerAdd_closure·+·0750 000000000001d960··0000000500000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerAdd_closure·+·0
751 000000000001d978··0000000100000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerShiftRzh_closure·+·0751 000000000001d978··0000000100000001·R_X86_64_64············0000000000000000·ghczmbignum_GHCziNumziInteger_integerShiftRzh_closure·+·0
752 000000000001da18··0000002d00000001·R_X86_64_64············0000000000000000·stg_SRT_5_info·+·0752 000000000001da18··0000002d00000001·R_X86_64_64············0000000000000000·stg_SRT_5_info·+·0
753 000000000001de48··0000003500000001·R_X86_64_64············0000000000000000·base_GHCziReal_zczvzczuzdspowImpl_closure·+·0753 000000000001de48··0000003500000001·R_X86_64_64············0000000000000000·base_GHCziReal_zczvzczuzdspowImpl_closure·+·0
  
754 Relocation·section·'.rela.plt'·at·offset·0x9b30·contains·1·entry:754 Relocation·section·'.rela.plt'·at·offset·0x9af8·contains·1·entry:
755 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend755 ····Offset·············Info·············Type···············Symbol's·Value··Symbol's·Name·+·Addend
756 000000000001c000··0000001600000007·R_X86_64_JUMP_SLOT·····0000000000000000·newCAF·+·0756 000000000001c000··0000001600000007·R_X86_64_JUMP_SLOT·····0000000000000000·newCAF·+·0
⊟
2.6 KB
readelf --wide --dynamic {}
    
Offset 4, 34 lines modifiedOffset 4, 34 lines modified
4 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libm.so.6]4 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libm.so.6]
5 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSarray-0.5.6.0-ghc9.6.6.so]5 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSarray-0.5.6.0-ghc9.6.6.so]
6 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSbase-4.18.2.1-ghc9.6.6.so]6 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSbase-4.18.2.1-ghc9.6.6.so]
7 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-bignum-1.3-ghc9.6.6.so]7 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-bignum-1.3-ghc9.6.6.so]
8 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-prim-0.10.0-ghc9.6.6.so]8 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libHSghc-prim-0.10.0-ghc9.6.6.so]
9 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libgmp.so.10]9 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libgmp.so.10]
10 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libc.so.6]10 ·0x0000000000000001·(NEEDED)·············Shared·library:·[libc.so.6]
11 ·0x000000000000000e·(SONAME)·············Library·soname:·[libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM-ghc9.6.6.so]11 ·0x000000000000000e·(SONAME)·············Library·soname:·[libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn-ghc9.6.6.so]
12 ·0x0000000000000010·(SYMBOLIC)···········0x012 ·0x0000000000000010·(SYMBOLIC)···········0x0
13 ·0x000000000000001d·(RUNPATH)············Library·runpath:·[/usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6:/usr/lib/ghc/lib/x86_64-linux-ghc-9.6.6]13 ·0x000000000000001d·(RUNPATH)············Library·runpath:·[/usr/lib/ghc/lib/x86_64-linux-ghc-9.6.6]
14 ·0x000000000000000c·(INIT)···············0xa00014 ·0x000000000000000c·(INIT)···············0xa000
15 ·0x000000000000000d·(FINI)···············0x19fa415 ·0x000000000000000d·(FINI)···············0x19fa4
16 ·0x0000000000000019·(INIT_ARRAY)·········0x1bc4016 ·0x0000000000000019·(INIT_ARRAY)·········0x1bc40
17 ·0x000000000000001b·(INIT_ARRAYSZ)·······8·(bytes)17 ·0x000000000000001b·(INIT_ARRAYSZ)·······8·(bytes)
18 ·0x000000000000001a·(FINI_ARRAY)·········0x1bc4818 ·0x000000000000001a·(FINI_ARRAY)·········0x1bc48
19 ·0x000000000000001c·(FINI_ARRAYSZ)·······8·(bytes)19 ·0x000000000000001c·(FINI_ARRAYSZ)·······8·(bytes)
20 ·0x000000006ffffef5·(GNU_HASH)···········0x22820 ·0x000000006ffffef5·(GNU_HASH)···········0x228
21 ·0x0000000000000005·(STRTAB)·············0x171821 ·0x0000000000000005·(STRTAB)·············0x1718
22 ·0x0000000000000006·(SYMTAB)·············0x60822 ·0x0000000000000006·(SYMTAB)·············0x608
23 ·0x000000000000000a·(STRSZ)··············15418·(bytes)23 ·0x000000000000000a·(STRSZ)··············15361·(bytes)
24 ·0x000000000000000b·(SYMENT)·············24·(bytes)24 ·0x000000000000000b·(SYMENT)·············24·(bytes)
25 ·0x0000000000000003·(PLTGOT)·············0x1bfe825 ·0x0000000000000003·(PLTGOT)·············0x1bfe8
26 ·0x0000000000000002·(PLTRELSZ)···········24·(bytes)26 ·0x0000000000000002·(PLTRELSZ)···········24·(bytes)
27 ·0x0000000000000014·(PLTREL)·············RELA27 ·0x0000000000000014·(PLTREL)·············RELA
28 ·0x0000000000000017·(JMPREL)·············0x9b3028 ·0x0000000000000017·(JMPREL)·············0x9af8
29 ·0x0000000000000007·(RELA)···············0x54e029 ·0x0000000000000007·(RELA)···············0x54a8
30 ·0x0000000000000008·(RELASZ)·············18000·(bytes)30 ·0x0000000000000008·(RELASZ)·············18000·(bytes)
31 ·0x0000000000000009·(RELAENT)············24·(bytes)31 ·0x0000000000000009·(RELAENT)············24·(bytes)
32 ·0x000000000000001e·(FLAGS)··············SYMBOLIC32 ·0x000000000000001e·(FLAGS)··············SYMBOLIC
33 ·0x000000006ffffffe·(VERNEED)············0x54c033 ·0x000000006ffffffe·(VERNEED)············0x5488
34 ·0x000000006fffffff·(VERNEEDNUM)·········134 ·0x000000006fffffff·(VERNEEDNUM)·········1
35 ·0x000000006ffffff0·(VERSYM)·············0x535235 ·0x000000006ffffff0·(VERSYM)·············0x531a
36 ·0x000000006ffffff9·(RELACOUNT)··········37236 ·0x000000006ffffff9·(RELACOUNT)··········372
37 ·0x0000000000000000·(NULL)···············0x037 ·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:·64ca4148be133fd4447ecb5cbffa512211c6c00b3 ··GNU··················0x00000014»  NT_GNU_BUILD_ID·(unique·build·ID·bitstring)»   ····Build·ID:·29a6ce36e3a3fc73f8b380d7fdd7334cabb23198
⊟
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:·0x0000000000005352··Offset:·0x00005352··Link:·3·(.dynsym)2 ·Addr:·0x000000000000531a··Offset:·0x0000531a··Link:·3·(.dynsym)
3 ··000:···0·(*local*)·······1·(*global*)······1·(*global*)······1·(*global*)···3 ··000:···0·(*local*)·······1·(*global*)······1·(*global*)······1·(*global*)···
4 ··004:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···4 ··004:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
5 ··008:···1·(*global*)······1·(*global*)······1·(*global*)······2·(GLIBC_2.2.5)5 ··008:···1·(*global*)······1·(*global*)······1·(*global*)······2·(GLIBC_2.2.5)
6 ··00c:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···6 ··00c:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
7 ··010:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···7 ··010:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
8 ··014:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···8 ··014:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
9 ··018:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···9 ··018:···1·(*global*)······1·(*global*)······1·(*global*)······1·(*global*)···
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:·0x00000000000054c0··Offset:·0x000054c0··Link:·4·(.dynstr)51 ·Addr:·0x0000000000005488··Offset:·0x00005488··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
⊟
28.8 KB
strings --all --bytes=8 {}
    
Offset 1, 106 lines modifiedOffset 1, 105 lines modified
1 [8d_aGtx 
2 __gmon_start__1 __gmon_start__
3 _ITM_deregisterTMCloneTable2 _ITM_deregisterTMCloneTable
4 _ITM_registerTMCloneTable3 _ITM_registerTMCloneTable
5 __cxa_finalize4 __cxa_finalize
6 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule2_bytes5 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule2_bytes
7 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule4_bytes6 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule4_bytes
8 stg_unpack_cstring_info7 stg_unpack_cstring_info
9 stg_SRT_2_info8 stg_SRT_2_info
10 base_GHCziErr_errorWithoutStackTrace_closure9 base_GHCziErr_errorWithoutStackTrace_closure
11 stg_bh_upd_frame_info10 stg_bh_upd_frame_info
12 base_GHCziErr_errorWithoutStackTrace_info11 base_GHCziErr_errorWithoutStackTrace_info
13 ghczmbignum_GHCziNumziNatural_NS_con_info12 ghczmbignum_GHCziNumziNatural_NS_con_info
14 ghczmbignum_GHCziNumziInteger_IS_con_info13 ghczmbignum_GHCziNumziInteger_IS_con_info
15 stg_SRT_1_info14 stg_SRT_1_info
16 ghczmbignum_GHCziNumziNatural_naturalMul_closure15 ghczmbignum_GHCziNumziNatural_naturalMul_closure
17 ghczmbignum_GHCziNumziNatural_naturalMul_info16 ghczmbignum_GHCziNumziNatural_naturalMul_info
18 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info17 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info
19 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure18 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_closure
20 stg_gc_unbx_r119 stg_gc_unbx_r1
21 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info20 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info
22 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure21 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_closure
23 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_info22 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_info
24 base_GHCziIntegerziLogarithms_integerLog2zh_info23 base_GHCziIntegerziLogarithms_integerLog2zh_info
25 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2zq_closure24 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2zq_closure
26 ghczmprim_GHCziTypes_Izh_con_info25 ghczmprim_GHCziTypes_Izh_con_info
27 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_info26 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_info
28 stg_gc_unpt_r127 stg_gc_unpt_r1
29 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2zq_closure28 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2zq_closure
30 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_info29 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_info
31 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2zq_closure30 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2zq_closure
32 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule3_closure31 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule3_closure
33 ghczmprim_GHCziTypes_TrNameS_con_info32 ghczmprim_GHCziTypes_TrNameS_con_info
34 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule1_closure33 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule1_closure
35 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdtrModule_closure34 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdtrModule_closure
36 ghczmprim_GHCziTypes_Module_con_info35 ghczmprim_GHCziTypes_Module_con_info
37 base_GHCziStackziTypes_SrcLoc_con_info36 base_GHCziStackziTypes_SrcLoc_con_info
38 stg_INTLIKE_closure37 stg_INTLIKE_closure
39 base_GHCziStackziTypes_PushCallStack_con_info38 base_GHCziStackziTypes_PushCallStack_con_info
40 base_GHCziStackziTypes_EmptyCallStack_closure39 base_GHCziStackziTypes_EmptyCallStack_closure
41 stg_SRT_3_info40 stg_SRT_3_info
42 base_GHCziErr_error_closure41 base_GHCziErr_error_closure
43 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_info42 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_info
44 base_GHCziErr_error_info43 base_GHCziErr_error_info
45 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog1_closure44 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog1_closure
46 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_info45 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_info
47 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_intLog2_closure46 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_intLog2_closure
48 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_info47 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_info
49 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog1_closure48 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog1_closure
50 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_info49 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_info
51 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_wordLog2_closure50 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_wordLog2_closure
52 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_info51 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_info
53 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog3_closure52 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog3_closure
54 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_info53 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_info
55 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure54 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog2_closure
56 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_info55 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_info
57 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog2_closure56 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog2_closure
58 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_info57 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_info
59 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog3_closure58 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog3_closure
60 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_info59 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_info
61 ghczmbignum_GHCziNumziNatural_naturalLog2zh_info60 ghczmbignum_GHCziNumziNatural_naturalLog2zh_info
62 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog2_closure61 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog2_closure
63 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info62 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_info
64 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure63 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLog10zq_closure
65 ghczmbignum_GHCziNumziInteger_integerMul_info64 ghczmbignum_GHCziNumziInteger_integerMul_info
66 ghczmbignum_GHCziNumziInteger_integerQuot_info65 ghczmbignum_GHCziNumziInteger_integerQuot_info
67 ghczmbignum_GHCziNumziInteger_integerToIntzh_info66 ghczmbignum_GHCziNumziInteger_integerToIntzh_info
68 ghczmbignum_GHCziNumziNatural_naturalQuot_info67 ghczmbignum_GHCziNumziNatural_naturalQuot_info
69 base_GHCziReal_divZZeroError_closure68 base_GHCziReal_divZZeroError_closure
70 stg_ap_0_fast69 stg_ap_0_fast
71 ghczmbignum_GHCziNumziInteger_integerMul_closure70 ghczmbignum_GHCziNumziInteger_integerMul_closure
72 ghczmbignum_GHCziNumziInteger_integerQuot_closure71 ghczmbignum_GHCziNumziInteger_integerQuot_closure
73 ghczmbignum_GHCziNumziNatural_naturalQuot_closure72 ghczmbignum_GHCziNumziNatural_naturalQuot_closure
74 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info73 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_info
75 ghczmbignum_GHCziNumziNatural_NB_con_info74 ghczmbignum_GHCziNumziNatural_NB_con_info
76 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure75 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq_closure
77 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info76 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_info
78 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure77 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zuzdszdwnaturalLog10zq1_closure
79 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_info78 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_info
80 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10zq_closure79 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10zq_closure
81 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_info80 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_info
82 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog1_closure81 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog1_closure
83 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_info82 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_info
84 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLog10_closure83 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLog10_closure
85 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info84 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_info
86 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure85 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwintegerLog10zq_closure
87 base_GHCziReal_zdwzdspowImpl_info86 base_GHCziReal_zdwzdspowImpl_info
88 base_GHCziReal_zdwzdspowImpl_closure87 base_GHCziReal_zdwzdspowImpl_closure
89 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info88 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_info
90 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure89 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq_closure
91 ghczmbignum_GHCziNumziInteger_IP_con_info90 ghczmbignum_GHCziNumziInteger_IP_con_info
92 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info91 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_info
93 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure92 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zqzuzdszdwintegerLog10zq1_closure
94 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_info93 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_info
95 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10zq_closure94 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10zq_closure
96 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_info95 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_info
97 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog1_closure96 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog1_closure
98 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_info97 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_info
99 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_integerLog10_closure98 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_integerLog10_closure
100 ghczmprim_GHCziTypes_ZC_con_info99 ghczmprim_GHCziTypes_ZC_con_info
101 ghczmprim_GHCziTypes_ZMZN_closure100 ghczmprim_GHCziTypes_ZMZN_closure
102 stg_newByteArrayzh101 stg_newByteArrayzh
103 arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info102 arrayzm0zi5zi6zi0_DataziArrayziBase_UArray_con_info
104 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure103 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_closure
105 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info104 ghczmbignum_GHCziNumziInteger_integerToNaturalThrow_info
106 ghczmbignum_GHCziNumziInteger_integerFromNatural_info105 ghczmbignum_GHCziNumziInteger_integerFromNatural_info
Offset 109, 103 lines modifiedOffset 108, 103 lines modified
109 base_GHCziReal_overflowError_closure108 base_GHCziReal_overflowError_closure
110 stg_gc_noregs109 stg_gc_noregs
111 ghczmbignum_GHCziNumziInteger_integerFromNatural_closure110 ghczmbignum_GHCziNumziInteger_integerFromNatural_closure
112 ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure111 ghczmbignum_GHCziNumziNatural_naturalShiftRzh_closure
113 ghczmbignum_GHCziNumziNatural_naturalAdd_closure112 ghczmbignum_GHCziNumziNatural_naturalAdd_closure
114 ghczmbignum_GHCziNumziBigNat_bigNatCompare_info113 ghczmbignum_GHCziNumziBigNat_bigNatCompare_info
115 stg_SRT_4_info114 stg_SRT_4_info
116 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info115 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_info
117 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure116 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBasezq_closure
118 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_info117 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_info
119 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase2_closure118 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase2_closure
120 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_info119 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_info
121 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase1_closure120 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase1_closure
122 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info121 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_info
123 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure122 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwnaturalLogBase_closure
124 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_info123 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_info
125 integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_naturalLogBase_closure124 integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_naturalLogBase_closure
126 ghczmbignum_GHCziNumziInteger_integerAdd_info125 ghczmbignum_GHCziNumziInteger_integerAdd_info
127 ghczmbignum_GHCziNumziInteger_integerLt_info126 ghczmbignum_GHCziNumziInteger_integerLt_info
128 ghczmbignum_GHCziNumziInteger_integerShiftRzh_info127 ghczmbignum_GHCziNumziInteger_integerShiftRzh_info
Max diff block lines reached; 12260/29402 bytes (41.70%) of diff not shown.
⊟
8.19 KB
readelf --wide --decompress --hex-dump=.gnu.hash {}
    
Offset 1, 65 lines modifiedOffset 1, 65 lines modified
  
1 Hex·dump·of·section·'.gnu.hash':1 Hex·dump·of·section·'.gnu.hash':
2 ··0x00000228·61000000·44000000·10000000·0a000000·a...D...........2 ··0x00000228·61000000·44000000·10000000·0a000000·a...D...........
3 ··0x00000238·60000007·02210220·00210802·11410040·`....!.·.!...A.@ 
4 ··0x00000248·00421214·4f00442a·0095a200·00060200·.B..O.D*........ 
5 ··0x00000258·05a80000·22902024·01024095·0a004010·....".·$..@...@. 
6 ··0x00000268·30102018·1084124e·20084001·00114200·0.·....N·.@...B. 
7 ··0x00000278·11045190·40048081·34000902·0a04a4b1·..Q.@...4....... 
8 ··0x00000288·120804d0·010081c1·90000100·0000010c·................ 
9 ··0x00000298·b88bfa82·c3508001·00421043·00001501·.....P...B.C.... 
10 ··0x000002a8·00000841·10a22213·f0208880·1bd70910·...A.."..·......3 ··0x00000238·00220802·c0004902·15010828·25010300·."....I....(%...
 4 ··0x00000248·4e000c10·08430200·84918547·02044285·N....C.....G..B.
 5 ··0x00000258·00831210·89081200·08140052·07620420·...........R.b.·
 6 ··0x00000268·00181c00·06061c80·0221c406·0010130b·.........!......
 7 ··0x00000278·00080060·00440010·8929281a·0098900b·...`.D...)(.....
 8 ··0x00000288·10315200·14ec10aa·143e0005·00200011·.1R......>...·..
 9 ··0x00000298·84200000·00024700·00601813·a97881c1·.·....G..`...x..
 10 ··0x000002a8·00912208·00080100·0000100b·44000111·..".........D...
11 ··0x000002b8·44000000·45000000·00000000·47000000·D...E.......G...11 ··0x000002b8·44000000·00000000·46000000·48000000·D.......F...H...
12 ··0x000002c8·00000000·00000000·00000000·00000000·................12 ··0x000002c8·00000000·00000000·49000000·4a000000·........I...J...
13 ··0x000002d8·4a000000·4b000000·4c000000·50000000·J...K...L...P...13 ··0x000002d8·4e000000·00000000·51000000·52000000·N.......Q...R...
14 ··0x000002e8·54000000·00000000·56000000·00000000·T.......V.......14 ··0x000002e8·54000000·00000000·57000000·5b000000·T.......W...[...
 15 ··0x000002f8·5c000000·61000000·00000000·62000000·\...a.......b...
15 ··0x000002f8·00000000·00000000·00000000·59000000·............Y...16 ··0x00000308·00000000·00000000·63000000·65000000·........c...e...
16 ··0x00000308·5b000000·5c000000·5d000000·5e000000·[...\...]...^...17 ··0x00000318·66000000·68000000·00000000·6a000000·f...h.......j...
17 ··0x00000318·60000000·61000000·62000000·00000000·`...a...b....... 
18 ··0x00000328·63000000·65000000·66000000·68000000·c...e...f...h...18 ··0x00000328·6d000000·00000000·6e000000·6f000000·m.......n...o...
19 ··0x00000338·00000000·6a000000·6b000000·00000000·....j...k....... 
20 ··0x00000348·00000000·00000000·00000000·00000000·................19 ··0x00000338·00000000·00000000·70000000·00000000·........p.......
21 ··0x00000358·6c000000·6e000000·71000000·75000000·l...n...q...u... 
22 ··0x00000368·77000000·78000000·79000000·7b000000·w...x...y...{... 
23 ··0x00000378·00000000·7c000000·7d000000·7e000000·....|...}...~...20 ··0x00000348·00000000·71000000·72000000·73000000·....q...r...s...
 21 ··0x00000358·00000000·00000000·76000000·78000000·........v...x...
 22 ··0x00000368·00000000·79000000·7b000000·7d000000·....y...{...}...
 23 ··0x00000378·00000000·7f000000·80000000·00000000·................
24 ··0x00000388·7f000000·80000000·81000000·84000000·................24 ··0x00000388·00000000·81000000·82000000·84000000·................
25 ··0x00000398·85000000·86000000·87000000·89000000·................25 ··0x00000398·85000000·86000000·87000000·88000000·................
26 ··0x000003a8·8b000000·8c000000·00000000·00000000·................26 ··0x000003a8·8b000000·8e000000·00000000·00000000·................
 27 ··0x000003b8·00000000·00000000·8f000000·00000000·................
27 ··0x000003b8·8e000000·90000000·93000000·00000000·................28 ··0x000003c8·00000000·90000000·92000000·00000000·................
28 ··0x000003c8·00000000·94000000·00000000·95000000·................ 
29 ··0x000003d8·96000000·00000000·97000000·98000000·................29 ··0x000003d8·93000000·00000000·97000000·99000000·................
30 ··0x000003e8·99000000·9b000000·9c000000·9d000000·................30 ··0x000003e8·00000000·9b000000·9c000000·9e000000·................
 31 ··0x000003f8·a0000000·a3000000·a8000000·00000000·................
31 ··0x000003f8·9f000000·00000000·a0000000·a1000000·................32 ··0x00000408·a9000000·aa000000·00000000·ab000000·................
32 ··0x00000408·a3000000·a5000000·a6000000·00000000·................33 ··0x00000418·ac000000·ad000000·af000000·00000000·................
33 ··0x00000418·a7000000·a8000000·ab000000·ac000000·................ 
34 ··0x00000428·af000000·00000000·00000000·b1000000·................34 ··0x00000428·b1000000·b3000000·00000000·b4000000·................
35 ··0x00000438·00000000·c5b19ef5·ee3745c1·7527a631·.........7E.u'.1 
36 ··0x00000448·9a1586db·4885ee88·110ff411·2501a915·....H.......%... 
37 ··0x00000458·b111a0d7·bc38d82e·203579d6·8afea881·.....8..·5y..... 
38 ··0x00000468·2772258a·fac2b289·b4931264·34b11a59·'r%........d4..Y 
39 ··0x00000478·5fcb93c7·bea954a3·27e3a1fe·d0121bf1·_.....T.'....... 
40 ··0x00000488·50120012·4934063b·bac86e48·b97b540e·P...I4.;..nH.{T. 
41 ··0x00000498·d9a154aa·bbe586e4·45f610ad·c413113d·..T.....E......= 
42 ··0x000004a8·192f42f9·cd44beaf·a39867e4·39df6879·./B..D....g.9.hy 
43 ··0x000004b8·7caafdaa·6190ad95·17e2ba83·2aaac404·|...a.......*... 
44 ··0x000004c8·eda3df35·58f605c0·598010f0·750ad4fa·...5X...Y...u... 
45 ··0x000004d8·0f2dfb28·62d97fd3·05bbf06a·cc4f5386·.-.(b......j.OS. 
46 ··0x000004e8·147f4b0d·7fb89868·a644f041·aec756a0·..K....h.D.A..V. 
47 ··0x000004f8·085b3864·5f614774·788648a7·bdc75bba·.[8d_aGtx.H...[. 
48 ··0x00000508·9588c556·937e1abb·be7a1a4f·c7ab0b4d·...V.~...z.O...M 
49 ··0x00000518·afe9aa0f·71674db9·2d64681a·85122fb8·....qgM.-dh.../. 
50 ··0x00000528·07f43981·15decd2e·88e4233a·94716683·..9.......#:.qf. 
51 ··0x00000538·a172c68f·1753714c·112a6b46·a18427be·.r...SqL.*kF..'. 
52 ··0x00000548·ca541a33·59538856·9c88601d·9f638713·.T.3YS.V..`..c.. 
53 ··0x00000558·cbc596a7·eef364c6·af313398·a8e77f3a·......d..13....: 
54 ··0x00000568·0fbb47a2·c6cf434f·044fd336·2f0991aa·..G...CO.O.6/... 
55 ··0x00000578·b7e2204c·211f734a·b7687808·3bf548a8·..·L!.sJ.hx.;.H. 
56 ··0x00000588·2d27fe83·d7d96f5b·52fedaf4·ebc48d99·-'....o[R....... 
57 ··0x00000598·9b981a7e·e95c5b3d·2683b64a·694c9102·...~.\[=&..JiL.. 
58 ··0x000005a8·b5918caa·cf20e254·2860e265·778e24ac·.....·.T(`.ew.$. 
59 ··0x000005b8·e05f8b39·05b4a7db·e17f1920·1b84464b·._.9.......·..FK 
60 ··0x000005c8·1f0212c3·56718f6d·3eaaef43·77caff4c·....Vq.m>..Cw..L 
61 ··0x000005d8·e5931cc1·e2f33210·783b7cc1·81c204b9·......2.x;|..... 
62 ··0x000005e8·60012a0a·ad4f3aaf·1c120f18·5af18c64·`.*..O:.....Z..d 
63 ··0x000005f8·e8c3b200·18c4b36c·fb1e5bc2··········.......l..[.35 ··0x00000438·b5000000·0abaa9dd·41deb662·6e563295·........A..bnV2.
 36 ··0x00000448·53e2fbcf·ab523020·c1051739·783665d6·S....R0·...9x6e.
 37 ··0x00000458·3c76fced·7c299f89·f730817b·6ee35753·<v..|)...0.{n.WS
 38 ··0x00000468·820c11fe·d71ca5ae·97b6895a·aa520bbf·...........Z.R..
 39 ··0x00000478·89472266·9218b907·0845de42·af32091d·.G"f.....E.B.2..
 40 ··0x00000488·d49b9a5d·44a01c8b·d8d84611·9589357c·...]D.....F...5|
 41 ··0x00000498·5b0ede21·f059107b·48228f17·ae469507·[..!.Y.{H"...F..
 42 ··0x000004a8·7010762a·db49c385·5b20d510·2771a27f·p.v*.I..[·..'q..
 43 ··0x000004b8·9a3ff83a·330bfe66·7bb27449·1eaa3566·.?.:3..f{.tI..5f
 44 ··0x000004c8·cb6a8ae6·a2eeb3cc·c95ca73d·624f4e7d·.j.......\.=bON}
 45 ··0x000004d8·b42d5db1·d9848d60·b34deb97·7381ec47·.-]....`.M..s..G
 46 ··0x000004e8·09d8b0f4·a9703737·cf78309f·55b3e41a·.....p77.x0.U...
 47 ··0x000004f8·6280e44e·aee690be·6d3b2e84·9c04c90d·b..N....m;......
 48 ··0x00000508·f99b1caf·ffe02da1·36a7514b·6b6774eb·......-.6.QKkgt.
 49 ··0x00000518·58ae1a62·633181c0·d867ca9c·6f2e7d41·X..bc1...g..o.}A
 50 ··0x00000528·719ff9b5·654cec32·23d177d9·f8b6aa78·q...eL.2#.w....x
 51 ··0x00000538·bfa5ccd2·61fbdf6a·8d57921c·6f651e5e·....a..j.W..oe.^
 52 ··0x00000548·2734523b·8a492686·2a212f2f·dbe859b8·'4R;.I&.*!//..Y.
 53 ··0x00000558·aac9c0e4·c226f97a·43b586c5·83485a20·.....&.zC....HZ·
 54 ··0x00000568·43c0af4b·e26fb231·f9d1c951·f1089e78·C..K.o.1...Q...x
 55 ··0x00000578·cc12d981·4666d9a0·b0a0d57e·5d00a717·....Ff.....~]...
 56 ··0x00000588·84ee09e7·5f71238c·aac38733·d7b13e37·...._q#....3..>7
 57 ··0x00000598·0dc31a20·589756a5·d3405d49·fc363324·...·X.V..@]I.63$
 58 ··0x000005a8·5d661ed5·c8e56c94·20c5763d·311fbaef·]f....l.·.v=1...
 59 ··0x000005b8·76733ddb·26ccac6c·ca62aee1·bc925f11·vs=.&..l.b...._.
 60 ··0x000005c8·4dff3b05·47d2dc2d·89d274a6·8d851c73·M.;.G..-..t....s
 61 ··0x000005d8·8df698e7·bfd28a68·6885fc3f·153d95c0·.......hh..?.=..
 62 ··0x000005e8·cced706b·fdc3390f·d8c10bf9·39c004b6·..pk..9.....9...
 63 ··0x000005f8·13643d93·eb2043c4·a3b8e7f9··········.d=..·C.....
  
⊟
76.8 KB
readelf --wide --decompress --hex-dump=.dynstr {}
    
Offset 3, 23 lines modifiedOffset 3, 23 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
9 ··0x00001778·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi9 ··0x00001778·67617269·74686d73·7a6d317a·69307a69·garithmszm1zi0zi
10 ··0x00001788·337a6931·7a6d3550·4d366868·6b4c314c·3zi1zm5PM6hhkL1L 
11 ··0x00001798·4c464b79·44543644·6e63714d·5f4d6174·LFKyDT6DncqM_Mat10 ··0x00001788·337a6931·7a6d3675·55464355·6848304d·3zi1zm6uUFCUhH0M
 11 ··0x00001798·48447263·46665771·784b456e·5f4d6174·HDrcFfWqxKEn_Mat
12 ··0x000017a8·687a694e·756d6265·72546865·6f72797a·hziNumberTheoryz12 ··0x000017a8·687a694e·756d6265·72546865·6f72797a·hziNumberTheoryz
13 ··0x000017b8·694c6f67·61726974·686d735f·7a647472·iLogarithms_zdtr13 ··0x000017b8·694c6f67·61726974·686d735f·7a647472·iLogarithms_zdtr
14 ··0x000017c8·4d6f6475·6c65325f·62797465·7300696e·Module2_bytes.in14 ··0x000017c8·4d6f6475·6c65325f·62797465·7300696e·Module2_bytes.in
15 ··0x000017d8·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm15 ··0x000017d8·74656765·727a6d6c·6f676172·6974686d·tegerzmlogarithm
16 ··0x000017e8·737a6d31·7a69307a·69337a69·317a6d35·szm1zi0zi3zi1zm516 ··0x000017e8·737a6d31·7a69307a·69337a69·317a6d36·szm1zi0zi3zi1zm6
17 ··0x000017f8·504d3668·686b4c31·4c4c464b·79445436·PM6hhkL1LLFKyDT617 ··0x000017f8·75554643·55684830·4d484472·63466657·uUFCUhH0MHDrcFfW
18 ··0x00001808·446e6371·4d5f4d61·74687a69·4e756d62·DncqM_MathziNumb18 ··0x00001808·71784b45·6e5f4d61·74687a69·4e756d62·qxKEn_MathziNumb
19 ··0x00001818·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari19 ··0x00001818·65725468·656f7279·7a694c6f·67617269·erTheoryziLogari
20 ··0x00001828·74686d73·5f7a6474·724d6f64·756c6534·thms_zdtrModule420 ··0x00001828·74686d73·5f7a6474·724d6f64·756c6534·thms_zdtrModule4
21 ··0x00001838·5f627974·65730073·74675f75·6e706163·_bytes.stg_unpac21 ··0x00001838·5f627974·65730073·74675f75·6e706163·_bytes.stg_unpac
22 ··0x00001848·6b5f6373·7472696e·675f696e·666f0073·k_cstring_info.s22 ··0x00001848·6b5f6373·7472696e·675f696e·666f0073·k_cstring_info.s
23 ··0x00001858·74675f53·52545f32·5f696e66·6f006261·tg_SRT_2_info.ba23 ··0x00001858·74675f53·52545f32·5f696e66·6f006261·tg_SRT_2_info.ba
24 ··0x00001868·73655f47·48437a69·4572725f·6572726f·se_GHCziErr_erro24 ··0x00001868·73655f47·48437a69·4572725f·6572726f·se_GHCziErr_erro
25 ··0x00001878·72576974·686f7574·53746163·6b547261·rWithoutStackTra25 ··0x00001878·72576974·686f7574·53746163·6b547261·rWithoutStackTra
Offset 38, 106 lines modifiedOffset 38, 106 lines modified
38 ··0x00001948·5f474843·7a694e75·6d7a694e·61747572·_GHCziNumziNatur38 ··0x00001948·5f474843·7a694e75·6d7a694e·61747572·_GHCziNumziNatur
39 ··0x00001958·616c5f6e·61747572·616c4d75·6c5f636c·al_naturalMul_cl39 ··0x00001958·616c5f6e·61747572·616c4d75·6c5f636c·al_naturalMul_cl
40 ··0x00001968·6f737572·65006768·637a6d62·69676e75·osure.ghczmbignu40 ··0x00001968·6f737572·65006768·637a6d62·69676e75·osure.ghczmbignu
41 ··0x00001978·6d5f4748·437a694e·756d7a69·4e617475·m_GHCziNumziNatu41 ··0x00001978·6d5f4748·437a694e·756d7a69·4e617475·m_GHCziNumziNatu
42 ··0x00001988·72616c5f·6e617475·72616c4d·756c5f69·ral_naturalMul_i42 ··0x00001988·72616c5f·6e617475·72616c4d·756c5f69·ral_naturalMul_i
43 ··0x00001998·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog43 ··0x00001998·6e666f00·696e7465·6765727a·6d6c6f67·nfo.integerzmlog
44 ··0x000019a8·61726974·686d737a·6d317a69·307a6933·arithmszm1zi0zi344 ··0x000019a8·61726974·686d737a·6d317a69·307a6933·arithmszm1zi0zi3
45 ··0x000019b8·7a69317a·6d35504d·3668686b·4c314c4c·zi1zm5PM6hhkL1LL 
46 ··0x000019c8·464b7944·5436446e·63714d5f·4d617468·FKyDT6DncqM_Math45 ··0x000019b8·7a69317a·6d367555·46435568·48304d48·zi1zm6uUFCUhH0MH
 46 ··0x000019c8·44726346·66577178·4b456e5f·4d617468·DrcFfWqxKEn_Math
47 ··0x000019d8·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi47 ··0x000019d8·7a694e75·6d626572·5468656f·72797a69·ziNumberTheoryzi
48 ··0x000019e8·4c6f6761·72697468·6d735f7a·64777a64·Logarithms_zdwzd48 ··0x000019e8·4c6f6761·72697468·6d735f7a·64777a64·Logarithms_zdwzd
49 ··0x000019f8·73706f77·496d706c·4163635f·696e666f·spowImplAcc_info49 ··0x000019f8·73706f77·496d706c·4163635f·696e666f·spowImplAcc_info
50 ··0x00001a08·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari50 ··0x00001a08·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
51 ··0x00001a18·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi151 ··0x00001a18·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
52 ··0x00001a28·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
53 ··0x00001a38·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN52 ··0x00001a28·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 53 ··0x00001a38·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
54 ··0x00001a48·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog54 ··0x00001a48·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog
55 ··0x00001a58·61726974·686d735f·7a64777a·6473706f·arithms_zdwzdspo55 ··0x00001a58·61726974·686d735f·7a64777a·6473706f·arithms_zdwzdspo
56 ··0x00001a68·77496d70·6c416363·5f636c6f·73757265·wImplAcc_closure56 ··0x00001a68·77496d70·6c416363·5f636c6f·73757265·wImplAcc_closure
57 ··0x00001a78·00737467·5f67635f·756e6278·5f723100·.stg_gc_unbx_r1.57 ··0x00001a78·00737467·5f67635f·756e6278·5f723100·.stg_gc_unbx_r1.
58 ··0x00001a88·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit58 ··0x00001a88·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit
59 ··0x00001a98·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z59 ··0x00001a98·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z
60 ··0x00001aa8·6d35504d·3668686b·4c314c4c·464b7944·m5PM6hhkL1LLFKyD60 ··0x00001aa8·6d367555·46435568·48304d48·44726346·m6uUFCUhH0MHDrcF
61 ··0x00001ab8·5436446e·63714d5f·4d617468·7a694e75·T6DncqM_MathziNu61 ··0x00001ab8·66577178·4b456e5f·4d617468·7a694e75·fWqxKEn_MathziNu
62 ··0x00001ac8·6d626572·5468656f·72797a69·4c6f6761·mberTheoryziLoga62 ··0x00001ac8·6d626572·5468656f·72797a69·4c6f6761·mberTheoryziLoga
63 ··0x00001ad8·72697468·6d735f7a·64777a64·73706f77·rithms_zdwzdspow63 ··0x00001ad8·72697468·6d735f7a·64777a64·73706f77·rithms_zdwzdspow
64 ··0x00001ae8·496d706c·5f696e66·6f00696e·74656765·Impl_info.intege64 ··0x00001ae8·496d706c·5f696e66·6f00696e·74656765·Impl_info.intege
65 ··0x00001af8·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm165 ··0x00001af8·727a6d6c·6f676172·6974686d·737a6d31·rzmlogarithmszm1
66 ··0x00001b08·7a69307a·69337a69·317a6d35·504d3668·zi0zi3zi1zm5PM6h66 ··0x00001b08·7a69307a·69337a69·317a6d36·75554643·zi0zi3zi1zm6uUFC
67 ··0x00001b18·686b4c31·4c4c464b·79445436·446e6371·hkL1LLFKyDT6Dncq67 ··0x00001b18·55684830·4d484472·63466657·71784b45·UhH0MHDrcFfWqxKE
68 ··0x00001b28·4d5f4d61·74687a69·4e756d62·65725468·M_MathziNumberTh68 ··0x00001b28·6e5f4d61·74687a69·4e756d62·65725468·n_MathziNumberTh
69 ··0x00001b38·656f7279·7a694c6f·67617269·74686d73·eoryziLogarithms69 ··0x00001b38·656f7279·7a694c6f·67617269·74686d73·eoryziLogarithms
70 ··0x00001b48·5f7a6477·7a647370·6f77496d·706c5f63·_zdwzdspowImpl_c70 ··0x00001b48·5f7a6477·7a647370·6f77496d·706c5f63·_zdwzdspowImpl_c
71 ··0x00001b58·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm71 ··0x00001b58·6c6f7375·72650069·6e746567·65727a6d·losure.integerzm
72 ··0x00001b68·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi072 ··0x00001b68·6c6f6761·72697468·6d737a6d·317a6930·logarithmszm1zi0
73 ··0x00001b78·7a69337a·69317a6d·35504d36·68686b4c·zi3zi1zm5PM6hhkL73 ··0x00001b78·7a69337a·69317a6d·36755546·43556848·zi3zi1zm6uUFCUhH
74 ··0x00001b88·314c4c46·4b794454·36446e63·714d5f4d·1LLFKyDT6DncqM_M74 ··0x00001b88·304d4844·72634666·5771784b·456e5f4d·0MHDrcFfWqxKEn_M
75 ··0x00001b98·6174687a·694e756d·62657254·68656f72·athziNumberTheor75 ··0x00001b98·6174687a·694e756d·62657254·68656f72·athziNumberTheor
76 ··0x00001ba8·797a694c·6f676172·6974686d·735f696e·yziLogarithms_in76 ··0x00001ba8·797a694c·6f676172·6974686d·735f696e·yziLogarithms_in
77 ··0x00001bb8·74656765·724c6f67·327a715f·696e666f·tegerLog2zq_info77 ··0x00001bb8·74656765·724c6f67·327a715f·696e666f·tegerLog2zq_info
78 ··0x00001bc8·00626173·655f4748·437a6949·6e746567·.base_GHCziInteg78 ··0x00001bc8·00626173·655f4748·437a6949·6e746567·.base_GHCziInteg
79 ··0x00001bd8·65727a69·4c6f6761·72697468·6d735f69·erziLogarithms_i79 ··0x00001bd8·65727a69·4c6f6761·72697468·6d735f69·erziLogarithms_i
80 ··0x00001be8·6e746567·65724c6f·67327a68·5f696e66·ntegerLog2zh_inf80 ··0x00001be8·6e746567·65724c6f·67327a68·5f696e66·ntegerLog2zh_inf
81 ··0x00001bf8·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar81 ··0x00001bf8·6f00696e·74656765·727a6d6c·6f676172·o.integerzmlogar
82 ··0x00001c08·6974686d·737a6d31·7a69307a·69337a69·ithmszm1zi0zi3zi82 ··0x00001c08·6974686d·737a6d31·7a69307a·69337a69·ithmszm1zi0zi3zi
83 ··0x00001c18·317a6d35·504d3668·686b4c31·4c4c464b·1zm5PM6hhkL1LLFK 
84 ··0x00001c28·79445436·446e6371·4d5f4d61·74687a69·yDT6DncqM_Mathzi83 ··0x00001c18·317a6d36·75554643·55684830·4d484472·1zm6uUFCUhH0MHDr
 84 ··0x00001c28·63466657·71784b45·6e5f4d61·74687a69·cFfWqxKEn_Mathzi
85 ··0x00001c38·4e756d62·65725468·656f7279·7a694c6f·NumberTheoryziLo85 ··0x00001c38·4e756d62·65725468·656f7279·7a694c6f·NumberTheoryziLo
86 ··0x00001c48·67617269·74686d73·5f696e74·65676572·garithms_integer86 ··0x00001c48·67617269·74686d73·5f696e74·65676572·garithms_integer
87 ··0x00001c58·4c6f6732·7a715f63·6c6f7375·72650067·Log2zq_closure.g87 ··0x00001c58·4c6f6732·7a715f63·6c6f7375·72650067·Log2zq_closure.g
88 ··0x00001c68·68637a6d·7072696d·5f474843·7a695479·hczmprim_GHCziTy88 ··0x00001c68·68637a6d·7072696d·5f474843·7a695479·hczmprim_GHCziTy
89 ··0x00001c78·7065735f·497a685f·636f6e5f·696e666f·pes_Izh_con_info89 ··0x00001c78·7065735f·497a685f·636f6e5f·696e666f·pes_Izh_con_info
90 ··0x00001c88·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari90 ··0x00001c88·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
91 ··0x00001c98·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi191 ··0x00001c98·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
92 ··0x00001ca8·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
93 ··0x00001cb8·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN92 ··0x00001ca8·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 93 ··0x00001cb8·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
94 ··0x00001cc8·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog94 ··0x00001cc8·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog
95 ··0x00001cd8·61726974·686d735f·696e744c·6f67327a·arithms_intLog2z95 ··0x00001cd8·61726974·686d735f·696e744c·6f67327a·arithms_intLog2z
96 ··0x00001ce8·715f696e·666f0073·74675f67·635f756e·q_info.stg_gc_un96 ··0x00001ce8·715f696e·666f0073·74675f67·635f756e·q_info.stg_gc_un
97 ··0x00001cf8·70745f72·3100696e·74656765·727a6d6c·pt_r1.integerzml97 ··0x00001cf8·70745f72·3100696e·74656765·727a6d6c·pt_r1.integerzml
98 ··0x00001d08·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z98 ··0x00001d08·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
99 ··0x00001d18·69337a69·317a6d35·504d3668·686b4c31·i3zi1zm5PM6hhkL1 
100 ··0x00001d28·4c4c464b·79445436·446e6371·4d5f4d61·LLFKyDT6DncqM_Ma99 ··0x00001d18·69337a69·317a6d36·75554643·55684830·i3zi1zm6uUFCUhH0
 100 ··0x00001d28·4d484472·63466657·71784b45·6e5f4d61·MHDrcFfWqxKEn_Ma
101 ··0x00001d38·74687a69·4e756d62·65725468·656f7279·thziNumberTheory101 ··0x00001d38·74687a69·4e756d62·65725468·656f7279·thziNumberTheory
102 ··0x00001d48·7a694c6f·67617269·74686d73·5f696e74·ziLogarithms_int102 ··0x00001d48·7a694c6f·67617269·74686d73·5f696e74·ziLogarithms_int
103 ··0x00001d58·4c6f6732·7a715f63·6c6f7375·72650069·Log2zq_closure.i103 ··0x00001d58·4c6f6732·7a715f63·6c6f7375·72650069·Log2zq_closure.i
104 ··0x00001d68·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith104 ··0x00001d68·6e746567·65727a6d·6c6f6761·72697468·ntegerzmlogarith
105 ··0x00001d78·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm105 ··0x00001d78·6d737a6d·317a6930·7a69337a·69317a6d·mszm1zi0zi3zi1zm
106 ··0x00001d88·35504d36·68686b4c·314c4c46·4b794454·5PM6hhkL1LLFKyDT106 ··0x00001d88·36755546·43556848·304d4844·72634666·6uUFCUhH0MHDrcFf
107 ··0x00001d98·36446e63·714d5f4d·6174687a·694e756d·6DncqM_MathziNum107 ··0x00001d98·5771784b·456e5f4d·6174687a·694e756d·WqxKEn_MathziNum
108 ··0x00001da8·62657254·68656f72·797a694c·6f676172·berTheoryziLogar108 ··0x00001da8·62657254·68656f72·797a694c·6f676172·berTheoryziLogar
109 ··0x00001db8·6974686d·735f776f·72644c6f·67327a71·ithms_wordLog2zq109 ··0x00001db8·6974686d·735f776f·72644c6f·67327a71·ithms_wordLog2zq
110 ··0x00001dc8·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml110 ··0x00001dc8·5f696e66·6f00696e·74656765·727a6d6c·_info.integerzml
111 ··0x00001dd8·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z111 ··0x00001dd8·6f676172·6974686d·737a6d31·7a69307a·ogarithmszm1zi0z
112 ··0x00001de8·69337a69·317a6d35·504d3668·686b4c31·i3zi1zm5PM6hhkL1 
113 ··0x00001df8·4c4c464b·79445436·446e6371·4d5f4d61·LLFKyDT6DncqM_Ma112 ··0x00001de8·69337a69·317a6d36·75554643·55684830·i3zi1zm6uUFCUhH0
 113 ··0x00001df8·4d484472·63466657·71784b45·6e5f4d61·MHDrcFfWqxKEn_Ma
114 ··0x00001e08·74687a69·4e756d62·65725468·656f7279·thziNumberTheory114 ··0x00001e08·74687a69·4e756d62·65725468·656f7279·thziNumberTheory
115 ··0x00001e18·7a694c6f·67617269·74686d73·5f776f72·ziLogarithms_wor115 ··0x00001e18·7a694c6f·67617269·74686d73·5f776f72·ziLogarithms_wor
116 ··0x00001e28·644c6f67·327a715f·636c6f73·75726500·dLog2zq_closure.116 ··0x00001e28·644c6f67·327a715f·636c6f73·75726500·dLog2zq_closure.
117 ··0x00001e38·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit117 ··0x00001e38·696e7465·6765727a·6d6c6f67·61726974·integerzmlogarit
118 ··0x00001e48·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z118 ··0x00001e48·686d737a·6d317a69·307a6933·7a69317a·hmszm1zi0zi3zi1z
119 ··0x00001e58·6d35504d·3668686b·4c314c4c·464b7944·m5PM6hhkL1LLFKyD119 ··0x00001e58·6d367555·46435568·48304d48·44726346·m6uUFCUhH0MHDrcF
120 ··0x00001e68·5436446e·63714d5f·4d617468·7a694e75·T6DncqM_MathziNu120 ··0x00001e68·66577178·4b456e5f·4d617468·7a694e75·fWqxKEn_MathziNu
121 ··0x00001e78·6d626572·5468656f·72797a69·4c6f6761·mberTheoryziLoga121 ··0x00001e78·6d626572·5468656f·72797a69·4c6f6761·mberTheoryziLoga
122 ··0x00001e88·72697468·6d735f7a·6474724d·6f64756c·rithms_zdtrModul122 ··0x00001e88·72697468·6d735f7a·6474724d·6f64756c·rithms_zdtrModul
123 ··0x00001e98·65335f63·6c6f7375·72650067·68637a6d·e3_closure.ghczm123 ··0x00001e98·65335f63·6c6f7375·72650067·68637a6d·e3_closure.ghczm
124 ··0x00001ea8·7072696d·5f474843·7a695479·7065735f·prim_GHCziTypes_124 ··0x00001ea8·7072696d·5f474843·7a695479·7065735f·prim_GHCziTypes_
125 ··0x00001eb8·54724e61·6d65535f·636f6e5f·696e666f·TrNameS_con_info125 ··0x00001eb8·54724e61·6d65535f·636f6e5f·696e666f·TrNameS_con_info
126 ··0x00001ec8·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari126 ··0x00001ec8·00696e74·65676572·7a6d6c6f·67617269·.integerzmlogari
127 ··0x00001ed8·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1127 ··0x00001ed8·74686d73·7a6d317a·69307a69·337a6931·thmszm1zi0zi3zi1
128 ··0x00001ee8·7a6d3550·4d366868·6b4c314c·4c464b79·zm5PM6hhkL1LLFKy 
129 ··0x00001ef8·44543644·6e63714d·5f4d6174·687a694e·DT6DncqM_MathziN128 ··0x00001ee8·7a6d3675·55464355·6848304d·48447263·zm6uUFCUhH0MHDrc
 129 ··0x00001ef8·46665771·784b456e·5f4d6174·687a694e·FfWqxKEn_MathziN
130 ··0x00001f08·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog130 ··0x00001f08·756d6265·72546865·6f72797a·694c6f67·umberTheoryziLog
131 ··0x00001f18·61726974·686d735f·7a647472·4d6f6475·arithms_zdtrModu131 ··0x00001f18·61726974·686d735f·7a647472·4d6f6475·arithms_zdtrModu
132 ··0x00001f28·6c65315f·636c6f73·75726500·696e7465·le1_closure.inte132 ··0x00001f28·6c65315f·636c6f73·75726500·696e7465·le1_closure.inte
Max diff block lines reached; 68482/78505 bytes (87.23%) of diff not shown.
⊟
527 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·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base-0x1b8>:2 000000000000a050·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base-0x1b8>:
3 »       lea····0x14041(%rip),%rdi········3 »       lea····0x14041(%rip),%rdi········
4 »       lea····0x1403a(%rip),%rax········4 »       lea····0x1403a(%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····0x11e66(%rip),%rax········7 »       mov····0x11e66(%rip),%rax········
8 »       test···%rax,%rax8 »       test···%rax,%rax
9 »       je·····a078·<__cxa_finalize@plt+0x38>9 »       je·····a078·<__cxa_finalize@plt+0x38>
Offset 117, 33 lines modifiedOffset 117, 33 lines modified
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 »       .byte·0120 »       .byte·0
121 »       mov····$0x1e,%al121 »       mov····$0x1e,%al
122 »       add····%eax,(%rax)122 »       add····%eax,(%rax)
  
123 000000000000a208·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base>:123 000000000000a208·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base>:
124 »       lea····-0x20(%rbp),%rax124 »       lea····-0x20(%rbp),%rax
125 »       cmp····%r15,%rax125 »       cmp····%r15,%rax
126 »       jae····a267·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>126 »       jae····a267·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>
127 »       lea····0x11eb8(%rip),%rbx········127 »       lea····0x11eb8(%rip),%rbx········
128 »       jmp····*-0x8(%r13)128 »       jmp····*-0x8(%r13)
129 »       nopl···0x0(%rax)129 »       nopl···0x0(%rax)
130 »       (bad)130 »       (bad)
131 »       add····%al,(%rax)131 »       add····%al,(%rax)
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)
136 »       add····%cl,0x4800011e(%rax)136 »       add····%cl,0x4800011e(%rax)
137 »       mov····0x8(%rbp),%edi137 »       mov····0x8(%rbp),%edi
138 »       mov····0x10(%rbp),%rsi138 »       mov····0x10(%rbp),%rsi
139 »       add····$0x18,%rbp139 »       add····$0x18,%rbp
140 »       mov····%rbx,%r14140 »       mov····%rbx,%r14
141 »       jmp····a267·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>141 »       jmp····a267·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x5f>
142 »       nopl···0x0(%rax)142 »       nopl···0x0(%rax)
143 »       (bad)143 »       (bad)
144 »       add····%al,(%rax)144 »       add····%al,(%rax)
145 »       add····%al,(%rax)145 »       add····%al,(%rax)
146 »       add····%al,(%rax)146 »       add····%al,(%rax)
147 »       add····%bl,(%rsi)147 »       add····%bl,(%rsi)
148 »       add····%al,(%rax)148 »       add····%al,(%rax)
Offset 157, 15 lines modifiedOffset 157, 15 lines modified
157 »       shr····$0x3f,%rax157 »       shr····$0x3f,%rax
158 »       mov····%rsi,%rbx158 »       mov····%rsi,%rbx
159 »       add····%rax,%rbx159 »       add····%rax,%rbx
160 »       and····$0xfffffffffffffffe,%rbx160 »       and····$0xfffffffffffffffe,%rbx
161 »       mov····%rsi,%rax161 »       mov····%rsi,%rax
162 »       sub····%rbx,%rax162 »       sub····%rbx,%rax
163 »       test···%rax,%rax163 »       test···%rax,%rax
164 »       jne····a2db·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xd3>164 »       jne····a2db·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xd3>
165 »       lea····-0x32(%rip),%rax········165 »       lea····-0x32(%rip),%rax········
166 »       mov····%rax,-0x18(%rbp)166 »       mov····%rax,-0x18(%rbp)
167 »       mov····%rsi,%rax167 »       mov····%rsi,%rax
168 »       mov····%r14,%rsi168 »       mov····%r14,%rsi
169 »       mov····%rdi,-0x10(%rbp)169 »       mov····%rdi,-0x10(%rbp)
170 »       mov····%rax,%rbx170 »       mov····%rax,%rbx
171 »       shr····$0x3f,%rbx171 »       shr····$0x3f,%rbx
Offset 178, 24 lines modifiedOffset 178, 24 lines modified
178 »       addl···$0x0,(%rax)178 »       addl···$0x0,(%rax)
179 »       add····%al,(%rax)179 »       add····%al,(%rax)
180 »       add····%al,(%rax)180 »       add····%al,(%rax)
181 »       add····%bl,(%rsi)181 »       add····%bl,(%rsi)
182 »       add····%al,(%rax)182 »       add····%al,(%rax)
183 »       add····%dh,%al183 »       add····%dh,%al
184 »       sbb····$0x8b4c0001,%eax184 »       sbb····$0x8b4c0001,%eax
185 »       jne····a2d4·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xcc>185 »       jne····a2d4·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0xcc>
186 »       mov····0x10(%rbp),%rsi186 »       mov····0x10(%rbp),%rsi
187 »       mov····0x18(%rbp),%rdi187 »       mov····0x18(%rbp),%rdi
188 »       add····$0x20,%rbp188 »       add····$0x20,%rbp
189 »       mov····%rbx,%rax189 »       mov····%rbx,%rax
190 »       add····$0x20,%r12190 »       add····$0x20,%r12
191 »       cmp····0x358(%r13),%r12191 »       cmp····0x358(%r13),%r12
192 »       ja·····a345·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x13d>192 »       ja·····a345·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x13d>
193 »       cmp····$0x1,%rsi193 »       cmp····$0x1,%rsi
194 »       je·····a338·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x130>194 »       je·····a338·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImplAcc_info@@Base+0x130>
195 »       lea····-0x115(%rip),%rax········195 »       lea····-0x115(%rip),%rax········
196 »       mov····%rax,-0x18(%r12)196 »       mov····%rax,-0x18(%r12)
197 »       mov····%r14,-0x8(%r12)197 »       mov····%r14,-0x8(%r12)
198 »       mov····%rdi,(%r12)198 »       mov····%rdi,(%r12)
199 »       lea····-0xda(%rip),%rax········199 »       lea····-0xda(%rip),%rax········
200 »       mov····%rax,-0x18(%rbp)200 »       mov····%rax,-0x18(%rbp)
201 »       mov····%rsi,%rax201 »       mov····%rsi,%rax
Offset 228, 53 lines modifiedOffset 228, 53 lines modified
228 »       ...228 »       ...
229 »       add····%al,(%rax)229 »       add····%al,(%rax)
230 »       add····%cl,(%rsi)230 »       add····%cl,(%rsi)
231 »       add····%al,(%rax)231 »       add····%al,(%rax)
232 »       add····%dl,0x1d(%rax)232 »       add····%dl,0x1d(%rax)
233 »       add····%eax,(%rax)233 »       add····%eax,(%rax)
  
234 000000000000a390·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base>:234 000000000000a390·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base>:
235 »       lea····-0x18(%rbp),%rax235 »       lea····-0x18(%rbp),%rax
236 »       cmp····%r15,%rax236 »       cmp····%r15,%rax
237 »       jae····a3c3·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x33>237 »       jae····a3c3·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x33>
238 »       lea····0x11d60(%rip),%rbx········238 »       lea····0x11d60(%rip),%rbx········
239 »       jmp····*-0x8(%r13)239 »       jmp····*-0x8(%r13)
240 »       nopl···0x0(%rax)240 »       nopl···0x0(%rax)
241 »       add····%al,(%r8)241 »       add····%al,(%r8)
242 »       add····%al,(%rax)242 »       add····%al,(%rax)
243 »       add····%al,(%rax)243 »       add····%al,(%rax)
244 »       add····%bl,(%rsi)244 »       add····%bl,(%rsi)
245 »       add····%al,(%rax)245 »       add····%al,(%rax)
246 »       add····%ch,(%rax)246 »       add····%ch,(%rax)
247 »       sbb····$0x8b480001,%eax247 »       sbb····$0x8b480001,%eax
248 »       jne····a3c4·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x34>248 »       jne····a3c4·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x34>
249 »       add····$0x10,%rbp249 »       add····$0x10,%rbp
250 »       mov····%rbx,%r14250 »       mov····%rbx,%r14
251 »       mov····%rsi,%rax251 »       mov····%rsi,%rax
252 »       shr····$0x3f,%rax252 »       shr····$0x3f,%rax
253 »       mov····%rsi,%rbx253 »       mov····%rsi,%rbx
254 »       add····%rax,%rbx254 »       add····%rax,%rbx
255 »       and····$0xfffffffffffffffe,%rbx255 »       and····$0xfffffffffffffffe,%rbx
256 »       mov····%rsi,%rax256 »       mov····%rsi,%rax
257 »       sub····%rbx,%rax257 »       sub····%rbx,%rax
258 »       test···%rax,%rax258 »       test···%rax,%rax
259 »       jne····a40b·<integerzmlogarithmszm1zi0zi3zi1zm5PM6hhkL1LLFKyDT6DncqM_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x7b>259 »       jne····a40b·<integerzmlogarithmszm1zi0zi3zi1zm6uUFCUhH0MHDrcFfWqxKEn_MathziNumberTheoryziLogarithms_zdwzdspowImpl_info@@Base+0x7b>
260 »       lea····-0x2e(%rip),%rax········260 »       lea····-0x2e(%rip),%rax········
261 »       mov····%rax,-0x10(%rbp)261 »       mov····%rax,-0x10(%rbp)
262 »       mov····%rsi,%rax262 »       mov····%rsi,%rax
263 »       mov····%r14,%rsi263 »       mov····%r14,%rsi
264 »       mov····%rax,%rbx264 »       mov····%rax,%rbx
Max diff block lines reached; 533788/539520 bytes (98.94%) of diff not shown.
⊟
841 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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM16 ··[···301]··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn
17 ··[···333]··Negative·exponent17 ··[···333]··Negative·exponent
18 ··[···345]··Math.NumberTheory.Powers.Integer18 ··[···345]··Math.NumberTheory.Powers.Integer
19 ··[···366]··Math.NumberTheory.Powers.Natural19 ··[···366]··Math.NumberTheory.Powers.Natural
20 ··[···387]··GHC.Integer.Logarithms.Compat20 ··[···387]··GHC.Integer.Logarithms.Compat
  
⊟
2.11 KB
libghc-integer-logarithms-doc_1.0.3.1-4_all.deb
⊟
367 B
file list
    
Offset 1, 3 lines modifiedOffset 1, 3 lines modified
1 -rw-r--r--···0········0········0········4·2024-09-22·06:05:54.000000·debian-binary1 -rw-r--r--···0········0········0········4·2024-09-22·06:05:54.000000·debian-binary
2 -rw-r--r--···0········0········0·····1404·2024-09-22·06:05:54.000000·control.tar.xz2 -rw-r--r--···0········0········0·····1404·2024-09-22·06:05:54.000000·control.tar.xz
3 -rw-r--r--···0········0········0····43560·2024-09-22·06:05:54.000000·data.tar.xz3 -rw-r--r--···0········0········0····43540·2024-09-22·06:05:54.000000·data.tar.xz
⊟
98.0 B
control.tar.xz
⊟
70.0 B
control.tar
⊟
48.0 B
./md5sums
⊟
30.0 B
./md5sums
Files differ
⊟
1.56 KB
data.tar.xz
⊟
1.54 KB
data.tar
⊟
1.52 KB
./usr/lib/ghc-doc/haddock/integer-logarithms-1.0.3.1/integer-logarithms.haddock
    
Offset 336, 17 lines modifiedOffset 336, 17 lines modified
000014f0:·0010·0000·0200·1100·0002·0012·0000·0200··................000014f0:·0010·0000·0200·1100·0002·0012·0000·0200··................
00001500:·1300·0002·0014·0000·0200·1500·0002·0016··................00001500:·1300·0002·0014·0000·0200·1500·0002·0016··................
00001510:·0000·0200·1700·0003·0018·0000·0300·1900··................00001510:·0000·0200·1700·0003·0018·0000·0300·1900··................
00001520:·0004·001a·0000·0400·1b00·1c1d·031e·001c··................00001520:·0004·001a·0000·0400·1b00·1c1d·031e·001c··................
00001530:·1f03·2000·2122·0323·0021·2203·2400·0002··..·.!".#.!".$...00001530:·1f03·2000·2122·0323·0021·2203·2400·0002··..·.!".#.!".$...
00001540:·0025·0000·0200·2600·0002·0027·0006·2800··.%....&....'..(.00001540:·0025·0000·0200·2600·0002·0027·0006·2800··.%....&....'..(.
00001550:·292a·3169·6e74·6567·6572·2d6c·6f67·6172··)*1integer-logar00001550:·292a·3169·6e74·6567·6572·2d6c·6f67·6172··)*1integer-logar
00001560:·6974·686d·732d·312e·302e·332e·312d·3550··ithms-1.0.3.1-5P00001560:·6974·686d·732d·312e·302e·332e·312d·3675··ithms-1.0.3.1-6u
00001570:·4d36·6868·6b4c·314c·4c46·4b79·4454·3644··M6hhkL1LLFKyDT6D00001570:·5546·4355·6848·304d·4844·7263·4666·5771··UFCUhH0MHDrcFfWq
00001580:·6e63·714d·1d47·4843·2e49·6e74·6567·6572··ncqM.GHC.Integer00001580:·784b·456e·1d47·4843·2e49·6e74·6567·6572··xKEn.GHC.Integer
00001590:·2e4c·6f67·6172·6974·686d·732e·436f·6d70··.Logarithms.Comp00001590:·2e4c·6f67·6172·6974·686d·732e·436f·6d70··.Logarithms.Comp
000015a0:·6174·1c4d·6174·682e·4e75·6d62·6572·5468··at.Math.NumberTh000015a0:·6174·1c4d·6174·682e·4e75·6d62·6572·5468··at.Math.NumberTh
000015b0:·656f·7279·2e4c·6f67·6172·6974·686d·7320··eory.Logarithms·000015b0:·656f·7279·2e4c·6f67·6172·6974·686d·7320··eory.Logarithms·
000015c0:·4d61·7468·2e4e·756d·6265·7254·6865·6f72··Math.NumberTheor000015c0:·4d61·7468·2e4e·756d·6265·7254·6865·6f72··Math.NumberTheor
000015d0:·792e·506f·7765·7273·2e49·6e74·6567·6572··y.Powers.Integer000015d0:·792e·506f·7765·7273·2e49·6e74·6567·6572··y.Powers.Integer
000015e0:·204d·6174·682e·4e75·6d62·6572·5468·656f···Math.NumberTheo000015e0:·204d·6174·682e·4e75·6d62·6572·5468·656f···Math.NumberTheo
000015f0:·7279·2e50·6f77·6572·732e·4e61·7475·7261··ry.Powers.Natura000015f0:·7279·2e50·6f77·6572·732e·4e61·7475·7261··ry.Powers.Natura
⊟
49.4 KB
libghc-integer-logarithms-prof_1.0.3.1-4_amd64.deb
⊟
452 B
file list
    
Offset 1, 3 lines modifiedOffset 1, 3 lines modified
1 -rw-r--r--···0········0········0········4·2024-09-22·06:05:54.000000·debian-binary1 -rw-r--r--···0········0········0········4·2024-09-22·06:05:54.000000·debian-binary
2 -rw-r--r--···0········0········0·····1100·2024-09-22·06:05:54.000000·control.tar.xz2 -rw-r--r--···0········0········0·····1096·2024-09-22·06:05:54.000000·control.tar.xz
3 -rw-r--r--···0········0········0····35068·2024-09-22·06:05:54.000000·data.tar.xz3 -rw-r--r--···0········0········0····34060·2024-09-22·06:05:54.000000·data.tar.xz
⊟
2.54 KB
control.tar.xz
⊟
2.52 KB
control.tar
⊟
813 B
./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:·1.0.3.1-43 Version:·1.0.3.1-4
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:·3666 Installed-Size:·366
7 Depends:·libghc-array-prof-0.5.6.0-65c23,·libghc-base-prof-4.18.2.1-8e81e,·libghc-ghc-bignum-prof-1.3-ff2dd,·libghc-ghc-prim-prof-0.10.0-e2193,·libghc-integer-logarithms-dev·(=·1.0.3.1-4)7 Depends:·libghc-array-prof-0.5.6.0-65c23,·libghc-base-prof-4.18.2.1-8e81e,·libghc-ghc-bignum-prof-1.3-ff2dd,·libghc-ghc-prim-prof-0.10.0-e2193,·libghc-integer-logarithms-dev·(=·1.0.3.1-4)
8 Provides:·libghc-integer-logarithms-prof-1.0.3.1-a45868 Provides:·libghc-integer-logarithms-prof-1.0.3.1-62d85
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 ·.
⊟
1.7 KB
./md5sums
⊟
30.0 B
./md5sums
Files differ
⊟
1.66 KB
line order
    
Offset 1, 8 lines modifiedOffset 1, 8 lines modified
1 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.p_hi1 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.p_hi
2 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.p_hi2 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.p_hi
3 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.p_hi3 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.p_hi
4 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.p_hi4 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.p_hi
5 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM_p.a5 usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn_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
⊟
46.3 KB
data.tar.xz
⊟
46.3 KB
data.tar
⊟
6.68 KB
file list
    
Offset 1, 25 lines modifiedOffset 1, 25 lines modified
1 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./1 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./
2 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/2 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/
3 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/3 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/
4 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/4 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/
5 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/5 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/
6 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/6 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/
7 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/7 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/
8 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/8 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/
9 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/9 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/
10 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/10 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/
11 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/11 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/
12 -rw-r--r--···0·root·········(0)·root·········(0)·····1400·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.p_hi12 -rw-r--r--···0·root·········(0)·root·········(0)·····1397·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.p_hi
13 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/13 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/
14 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/14 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/
15 -rw-r--r--···0·root·········(0)·root·········(0)·····8609·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.p_hi15 -rw-r--r--···0·root·········(0)·root·········(0)·····8601·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.p_hi
16 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/16 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/
17 -rw-r--r--···0·root·········(0)·root·········(0)·····2665·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.p_hi17 -rw-r--r--···0·root·········(0)·root·········(0)·····2663·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.p_hi
18 -rw-r--r--···0·root·········(0)·root·········(0)·····3953·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.p_hi18 -rw-r--r--···0·root·········(0)·root·········(0)·····3949·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.p_hi
19 -rw-r--r--···0·root·········(0)·root·········(0)···333308·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/libHSinteger-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM_p.a19 -rw-r--r--···0·root·········(0)·root·········(0)···333308·2024-09-22·06:05:54.000000·./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/libHSinteger-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn_p.a
20 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/20 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/
21 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/21 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/
22 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-prof/22 drwxr-xr-x···0·root·········(0)·root·········(0)········0·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-prof/
23 -rw-r--r--···0·root·········(0)·root·········(0)······478·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.Debian.gz23 -rw-r--r--···0·root·········(0)·root·········(0)······478·2024-09-22·06:05:54.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.Debian.gz
24 -rw-r--r--···0·root·········(0)·root·········(0)······291·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.gz24 -rw-r--r--···0·root·········(0)·root·········(0)······291·2001-09-09·01:46:40.000000·./usr/share/doc/libghc-integer-logarithms-prof/changelog.gz
25 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2021-11-27·12:52:06.000000·./usr/share/doc/libghc-integer-logarithms-prof/copyright25 -rw-r--r--···0·root·········(0)·root·········(0)·····1509·2021-11-27·12:52:06.000000·./usr/share/doc/libghc-integer-logarithms-prof/copyright
⊟
3.19 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/GHC/Integer/Logarithms/Compat.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/GHC/Integer/Logarithms/Compat.p_hi
Files 91% similar despite different names
⊟
2.87 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·GHC.Integer.Logarithms.Compat·90667 interface·GHC.Integer.Logarithms.Compat·9066
8 ··interface·hash:·2aac9a7f8216668dae5bc76fd1ac8fd1 
9 ··ABI·hash:·972a42370ae15bbbf76dc6a65127a3318 ··interface·hash:·633d4031b42a01ab8d4b7d0be4382f68
 9 ··ABI·hash:·10e8cad643d9c351e49f2c4dbab7476e
10 ··export-list·hash:·fadfc4c01ce19336aaeaab94522f278910 ··export-list·hash:·fadfc4c01ce19336aaeaab94522f2789
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·9b07c08578c984e0baa743a77ba8bbdf12 ··flag·hash:·9b07c08578c984e0baa743a77ba8bbdf
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·0aab3dad62a154f692da69fb9637fcf916 ··src_hash:·0aab3dad62a154f692da69fb9637fcf9
Offset 29, 39 lines modifiedOffset 29, 39 lines modified
29 family·instance·modules:·Control.Applicative·Control.Arrow29 family·instance·modules:·Control.Applicative·Control.Arrow
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import··-/··GHC.Integer.Logarithms·93055bde8469ac3ffb3ac6850beef34e33 import··-/··GHC.Integer.Logarithms·93055bde8469ac3ffb3ac6850beef34e
34 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc234 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
35 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e235 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
36 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940736 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
38 2a7694cdffbb23ec6e37c33c0d8598aa38 d2fc15831b83c86974e792adb7171301
39 ··$trModule·::·GHC.Types.Module39 ··$trModule·::·GHC.Types.Module
40 ··[HasNoCafRefs,·TagSig:·<TagProper>,40 ··[HasNoCafRefs,·TagSig:·<TagProper>,
41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],41 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]42 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
43 33acdad6c4a31d209e7ba9fc3a923c8d43 653065a220b26f28a1ba5bfdb0b50e49
44 ··$trModule1·::·GHC.Types.TrName44 ··$trModule1·::·GHC.Types.TrName
45 ··[HasNoCafRefs,·TagSig:·<TagProper>,45 ··[HasNoCafRefs,·TagSig:·<TagProper>,
46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],46 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]47 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
48 eb44217a875062c01b82e01a0ede261f48 60538252a741bb245ffcfde94e5c4d6f
49 ··$trModule2·::·GHC.Prim.Addr#49 ··$trModule2·::·GHC.Prim.Addr#
50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,50 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
51 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]51 ···Unfolding:·Core:·<vanilla>·"GHC.Integer.Logarithms.Compat"#]
52 dd23abdbde7b750dd59a106460c817a652 c5ab910486107f1e021798c8524fdc59
53 ··$trModule3·::·GHC.Types.TrName53 ··$trModule3·::·GHC.Types.TrName
54 ··[HasNoCafRefs,·TagSig:·<TagProper>,54 ··[HasNoCafRefs,·TagSig:·<TagProper>,
55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],55 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]56 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
57 88dacbde99c8203b14c264bf1df4896c57 5a87292cc4720f7d7d4dceba34588fea
58 ··$trModule4·::·GHC.Prim.Addr#58 ··$trModule4·::·GHC.Prim.Addr#
59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,59 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
60 ···Unfolding:·Core:·<vanilla>60 ···Unfolding:·Core:·<vanilla>
61 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#]61 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
62 trusted:·trustworthy62 trusted:·trustworthy
63 require·own·pkg·trusted:·False63 require·own·pkg·trusted:·False
64 docs:64 docs:
65 ··Nothing65 ··Nothing
66 extensible·fields:66 extensible·fields:
  
⊟
23.3 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Logarithms.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Logarithms.p_hi
Files 84% 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·Math.NumberTheory.Logarithms·90667 interface·Math.NumberTheory.Logarithms·9066
8 ··interface·hash:·fd4aec39303f59b1f530744c21032c53 
9 ··ABI·hash:·ad129c307971cd41aa84eebf0bd9d6f7 
10 ··export-list·hash:·14cacfeca3447791b7b4138afcb377108 ··interface·hash:·4219d31b40a9d2ffb0abad5a8b6ed507
 9 ··ABI·hash:·504104f2b69b274c76e64d9304f85129
 10 ··export-list·hash:·b17aa8b67a0923e581f7881c7a6abd76
11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e11 ··orphan·hash:·693e9af84d3dfcc71e640e005bdc5e2e
12 ··flag·hash:·cd91f9521d3d755e521f110d4fc9642912 ··flag·hash:·cd91f9521d3d755e521f110d4fc96429
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·f647a33da2c37b0d64c81d0cad97d2a116 ··src_hash:·f647a33da2c37b0d64c81d0cad97d2a1
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-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM:GHC.Integer.Logarithms.Compat34 direct·module·dependencies:·integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn:GHC.Integer.Logarithms.Compat
35 boot·module·dependencies:35 boot·module·dependencies:
36 direct·package·dependencies:·array-0.5.6.0·base-4.18.2.136 direct·package·dependencies:·array-0.5.6.0·base-4.18.2.1
37 ·····························ghc-bignum-1.337 ·····························ghc-bignum-1.3
38 plugin·package·dependencies:38 plugin·package·dependencies:
39 orphans:·GHC.Base·GHC.Float·GHC.Prim.Ext39 orphans:·GHC.Base·GHC.Float·GHC.Prim.Ext
40 family·instance·modules:·Control.Applicative·Control.Arrow40 family·instance·modules:·Control.Applicative·Control.Arrow
41 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid41 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
Offset 52, 64 lines modifiedOffset 52, 64 lines modified
52 import··-/··GHC.Num·ea8b1f3a62ef54a9fb64ffc32cb719e952 import··-/··GHC.Num·ea8b1f3a62ef54a9fb64ffc32cb719e9
53 import··-/··GHC.Real·e939e7e838e744ae152556c1fbe03de353 import··-/··GHC.Real·e939e7e838e744ae152556c1fbe03de3
54 import··-/··Numeric.Natural·bb29d18091ac8f8f3065e23fb8e7377754 import··-/··Numeric.Natural·bb29d18091ac8f8f3065e23fb8e73777
55 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc255 import··-/··Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
56 import··-/··GHC.Num.Natural·cb4ea4dd42107d7c6ffa4eb3c8a2189056 import··-/··GHC.Num.Natural·cb4ea4dd42107d7c6ffa4eb3c8a21890
57 import··-/··GHC.Classes·448b501d99f99154cdcc210e9f32fa0857 import··-/··GHC.Classes·448b501d99f99154cdcc210e9f32fa08
58 import··-/··GHC.Types·40ada155ed73681c14b0e90149f6df9458 import··-/··GHC.Types·40ada155ed73681c14b0e90149f6df94
59 import··-/··integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM:GHC.Integer.Logarithms.Compat·972a42370ae15bbbf76dc6a65127a33159 import··-/··integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn:GHC.Integer.Logarithms.Compat·10e8cad643d9c351e49f2c4dbab7476e
60 ··exports:·fadfc4c01ce19336aaeaab94522f278960 ··exports:·fadfc4c01ce19336aaeaab94522f2789
61 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e261 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
62 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940762 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
63 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d63 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
64 d1f06b7758bcb925335c64ae507cff5764 a5b0ca7f400cf1202706f322226335a1
65 ··$trModule·::·GHC.Types.Module65 ··$trModule·::·GHC.Types.Module
66 ··[HasNoCafRefs,·TagSig:·<TagProper>,66 ··[HasNoCafRefs,·TagSig:·<TagProper>,
67 ···LambdaFormInfo:·LFCon[GHC.Types.Module],67 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
68 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]68 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
69 bceb6b99afadb0ecd828b43c97bda62e69 73c40e5831151320fc54f2b5be0857d3
70 ··$trModule1·::·GHC.Types.TrName70 ··$trModule1·::·GHC.Types.TrName
71 ··[HasNoCafRefs,·TagSig:·<TagProper>,71 ··[HasNoCafRefs,·TagSig:·<TagProper>,
72 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],72 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
73 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]73 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
74 7d60a781b9860569b61990196067a26c74 20eba49411526a712a269ad7d89d594f
75 ··$trModule2·::·GHC.Prim.Addr#75 ··$trModule2·::·GHC.Prim.Addr#
76 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,76 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
77 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]77 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Logarithms"#]
78 d586af4be1352bc6d3a4ce13c47817d778 d5e11d4ccec0ded1e0e5b564f75244ff
79 ··$trModule3·::·GHC.Types.TrName79 ··$trModule3·::·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·$trModule4]82 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
83 a63210a16007a9ceafe1832c18b106ec83 aafdd960b7a20bba2a73da83ee7f5970
84 ··$trModule4·::·GHC.Prim.Addr#84 ··$trModule4·::·GHC.Prim.Addr#
85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,85 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
86 ···Unfolding:·Core:·<vanilla>86 ···Unfolding:·Core:·<vanilla>
87 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
88 25d2f212416dde54e2e991bdcbc550df87 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 88 18c4dd4ad7c2ae19b4b35560d1892b48
89 ··$w$spowImpl·::89 ··$w$spowImpl·::
90 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural90 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
91 ··StrWork([!])91 ··StrWork([!])
92 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,92 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
93 ···Strictness:·<SL><L>,·Inline:·[final]]93 ···Strictness:·<SL><L>,·Inline:·[final]]
94 483d4ceac24bac4074145ca066640a2594 e521c0b004a4ebec6572237433a8c1b4
95 ··$w$spowImplAcc·::95 ··$w$spowImplAcc·::
96 ····GHC.Num.Natural.Natural96 ····GHC.Num.Natural.Natural
97 ····->·GHC.Prim.Int#97 ····->·GHC.Prim.Int#
98 ····->·GHC.Num.Natural.Natural98 ····->·GHC.Num.Natural.Natural
99 ····->·GHC.Num.Natural.Natural99 ····->·GHC.Num.Natural.Natural
100 ··StrWork([!])100 ··StrWork([!])
101 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,101 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
102 ···Strictness:·<SL><L><ML>,·Inline:·[final]]102 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
103 d0bc8ed815b09da190b8994c4261eb5d103 331ffcc81fa4a11c0bcf6deda3193c57
104 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#104 ··$wintegerLog10'·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
105 ··StrWork([!])105 ··StrWork([!])
106 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,106 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·1,·Arity:·1,
107 ···Strictness:·<SL>,·Inline:·[2]]107 ···Strictness:·<SL>,·Inline:·[2]]
108 b8ac8d2a2176fdb1facfedff083b573b108 e2995ba2ea8152b370b36cf617f57c6e
109 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#109 ··$wintegerLog2·::·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
110 ··StrWork([!])110 ··StrWork([!])
111 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,111 ··[LambdaFormInfo:·LFReEntrant·1,·Arity:·1,·Strictness:·<1L>,
112 ···Inline:·[2],112 ···Inline:·[2],
113 ···Unfolding:·Core:·<vanilla>113 ···Unfolding:·Core:·<vanilla>
114 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->114 ··············\·(n['GHC.Types.Many]·::·GHC.Num.Integer.Integer)·->
115 ··············{__scc·{Math.NumberTheory.Logarithms.integerLog2}·True·False}·case·n·of·wild·{115 ··············{__scc·{Math.NumberTheory.Logarithms.integerLog2}·True·False}·case·n·of·wild·{
Offset 163, 15 lines modifiedOffset 163, 15 lines modified
163 ·······································································································································································w))))·}·of·ww·{·GHC.Types.I#·ipv·->163 ·······································································································································································w))))·}·of·ww·{·GHC.Types.I#·ipv·->
164 ······················································································ipv·}164 ······················································································ipv·}
165 ···················································································0#·->·0#·}165 ···················································································0#·->·0#·}
166 ··············································································GHC.Num.Integer.IN·x1166 ··············································································GHC.Num.Integer.IN·x1
167 ··············································································->·case·integerLog3167 ··············································································->·case·integerLog3
168 ·················································································ret_ty·GHC.Prim.Int#168 ·················································································ret_ty·GHC.Prim.Int#
169 ·················································································of·{}·}]169 ·················································································of·{}·}]
170 4e96cbff3ee4071bee3d8690c51642ac170 453cdce7ea319a03f801fe53fd5e6097
171 ··$wintegerLogBase·::171 ··$wintegerLogBase·::
172 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#172 ····GHC.Num.Integer.Integer·->·GHC.Num.Integer.Integer·->·GHC.Prim.Int#
173 ··StrWork([!,·!])173 ··StrWork([!,·!])
174 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,174 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><SL>,
175 ···Inline:·[2],175 ···Inline:·[2],
176 ···Unfolding:·Core:·<vanilla>176 ···Unfolding:·Core:·<vanilla>
177 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)177 ··············\·(b['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 233, 26 lines modifiedOffset 233, 26 lines modified
233 ··························································································1#233 ··························································································1#
234 ··························································································->·integerLogBase1·}234 ··························································································->·integerLogBase1·}
235 ·····················································································GHC.Num.Integer.IP·x1235 ·····················································································GHC.Num.Integer.IP·x1
236 ·····················································································->·$j236 ·····················································································->·$j
237 ·····················································································GHC.Num.Integer.IN·x1237 ·····················································································GHC.Num.Integer.IN·x1
238 ·····················································································->·integerLogBase1·}·of·ww·{·GHC.Types.I#·ipv·->238 ·····················································································->·integerLogBase1·}·of·ww·{·GHC.Types.I#·ipv·->
239 ··············ipv·}]239 ··············ipv·}]
240 94c37f31c4f483f9724c43352b53fd45240 29a720255e8ea718404bde00f4e86aa4
241 ··$wintegerLogBase'·::241 ··$wintegerLogBase'·::
Max diff block lines reached; 16304/23482 bytes (69.43%) of diff not shown.
⊟
5.46 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Integer.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Integer.p_hi
Files 87% similar despite different names
⊟
5.14 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·Math.NumberTheory.Powers.Integer·90667 interface·Math.NumberTheory.Powers.Integer·9066
8 ··interface·hash:·2f51b58214af0df410df4c2153c9c08e 
9 ··ABI·hash:·7d27b44752cb53b7d188f350068273cc 
10 ··export-list·hash:·529399c2307a532750b909914c5b617c 
11 ··orphan·hash:·f60e0968b54cf9d4dffe12e5b21cbc488 ··interface·hash:·4f40d199ccb71d495e1d232d13cb91ba
 9 ··ABI·hash:·42b0bd98b2d020f6bb4c6e1dd80c4957
 10 ··export-list·hash:·09d2471323c1bd3ebdbb9e95a4aa0c93
 11 ··orphan·hash:·67706b06b92c460a4ee29e2f7127fb4c
12 ··flag·hash:·5be7060afbc2e4dd2717b945f70750c312 ··flag·hash:·5be7060afbc2e4dd2717b945f70750c3
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·dbf8dfbb5fe8e2d105a6dc1fe9a9988916 ··src_hash:·dbf8dfbb5fe8e2d105a6dc1fe9a99889
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
Offset 29, 17 lines modifiedOffset 29, 17 lines modified
29 family·instance·modules:·Control.Applicative·Control.Arrow29 family·instance·modules:·Control.Applicative·Control.Arrow
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de333 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de3
34 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc234 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
35 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e235 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
36 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940736 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d37 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
38 b906a2354a125a6b4b11fc470904cbba38 4b2cc5f0b03793aeffb7f35c46d88444
39 ··$s^·::39 ··$s^·::
40 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer40 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
41 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,41 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
42 ···Inline:·[1]·(sat-args=2),42 ···Inline:·[1]·(sat-args=2),
43 ···Unfolding:·Core:·StableUser·<0,FalseFalse>43 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
44 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)44 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
45 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->45 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 50, 15 lines modifiedOffset 50, 15 lines modified
50 ·····················DEFAULT·->·GHC.Real.$w$spowImpl·eta·wild150 ·····················DEFAULT·->·GHC.Real.$w$spowImpl·eta·wild1
51 ·····················0#·->·GHC.Num.Integer.IS·1#·}51 ·····················0#·->·GHC.Num.Integer.IS·1#·}
52 ················1#52 ················1#
53 ················->·GHC.Err.errorWithoutStackTrace53 ················->·GHC.Err.errorWithoutStackTrace
54 ·····················@GHC.Types.LiftedRep54 ·····················@GHC.Types.LiftedRep
55 ·····················@GHC.Num.Integer.Integer55 ·····················@GHC.Num.Integer.Integer
56 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]56 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
57 8eef8b4c0fddcdff2f817a5b0fdc5a3b57 3a853b2c0e595d0ff37b51979b769f28
58 ··$s^1·::58 ··$s^1·::
59 ····GHC.Num.Integer.Integer59 ····GHC.Num.Integer.Integer
60 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer60 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
61 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,61 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1P(SL)>,
62 ···Inline:·[1]·(sat-args=2),62 ···Inline:·[1]·(sat-args=2),
63 ···Unfolding:·Core:·StableUser·<0,FalseFalse>63 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
64 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)64 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Integer.Integer)
Offset 68, 45 lines modifiedOffset 68, 45 lines modified
68 ················DEFAULT68 ················DEFAULT
69 ················->·GHC.Real.^%^_$spowImpl69 ················->·GHC.Real.^%^_$spowImpl
70 ·····················@GHC.Types.Word70 ·····················@GHC.Types.Word
71 ·····················GHC.Real.$fIntegralWord71 ·····················GHC.Real.$fIntegralWord
72 ·····················eta72 ·····················eta
73 ·····················wild73 ·····················wild
74 ················0##·->·GHC.Num.Integer.IS·1#·}·}]74 ················0##·->·GHC.Num.Integer.IS·1#·}·}]
75 9ac8b472ddd4fae4a02783ca4e1b756775 7180e6a484a607b88f1e7a33d61660f5
76 ··$trModule·::·GHC.Types.Module76 ··$trModule·::·GHC.Types.Module
77 ··[HasNoCafRefs,·TagSig:·<TagProper>,77 ··[HasNoCafRefs,·TagSig:·<TagProper>,
78 ···LambdaFormInfo:·LFCon[GHC.Types.Module],78 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
79 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]79 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
80 e2c6ebddf7bfd086657bf303b874b7fd80 4316673b224f1d6f9911e16b0e467090
81 ··$trModule1·::·GHC.Types.TrName81 ··$trModule1·::·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·$trModule2]84 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
85 3b1c62c982c8839024822543948ac37685 ac972bd38ae5f84fd696353cc54c52af
86 ··$trModule2·::·GHC.Prim.Addr#86 ··$trModule2·::·GHC.Prim.Addr#
87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,87 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
88 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]88 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Integer"#]
89 a538cd4dc2fe5b7711e5a72e559dca2989 77f1a473bc6a48821fbda8eee2cc65fa
90 ··$trModule3·::·GHC.Types.TrName90 ··$trModule3·::·GHC.Types.TrName
91 ··[HasNoCafRefs,·TagSig:·<TagProper>,91 ··[HasNoCafRefs,·TagSig:·<TagProper>,
92 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],92 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
93 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]93 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
94 ca679f9808c003676c0e03070b66303294 2dd453d813fab4f50c4319ac8a54a491
95 ··$trModule4·::·GHC.Prim.Addr#95 ··$trModule4·::·GHC.Prim.Addr#
96 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,96 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
97 ···Unfolding:·Core:·<vanilla>97 ···Unfolding:·Core:·<vanilla>
98 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
99 f9570ccd14c52fb7d910c005c5863e8998 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 99 c957c57681d363828d8029907fec3d4a
100 ··integerPower·::100 ··integerPower·::
101 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer101 ····GHC.Num.Integer.Integer·->·GHC.Types.Int·->·GHC.Num.Integer.Integer
102 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),102 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),
103 ···Unfolding:·Core:·<vanilla>103 ···Unfolding:·Core:·<vanilla>
104 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerPower}·True·True}·$s^]104 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerPower}·True·True}·$s^]
105 0c6cd6b1f4d30837ee8df699b614aaa7105 f149c04b6934a4227d1f8958a2a9a37c
106 ··integerWordPower·::106 ··integerWordPower·::
107 ····GHC.Num.Integer.Integer107 ····GHC.Num.Integer.Integer
108 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer108 ····->·GHC.Types.Word·->·GHC.Num.Integer.Integer
109 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),109 ··[LambdaFormInfo:·LFThunk·(updatable=True·might_be_function=·True),
110 ···Unfolding:·Core:·<vanilla>110 ···Unfolding:·Core:·<vanilla>
111 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerWordPower}·True·True}·$s^1]111 ··············{__scc·{Math.NumberTheory.Powers.Integer.integerWordPower}·True·True}·$s^1]
112 "SPEC/Math.NumberTheory.Powers.Integer·^·@Integer·@Int"·[orphan]·[1]·forall·($dNum['GHC.Types.Many]·::·GHC.Num.Num112 "SPEC/Math.NumberTheory.Powers.Integer·^·@Integer·@Int"·[orphan]·[1]·forall·($dNum['GHC.Types.Many]·::·GHC.Num.Num
⊟
7.65 KB
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM/Math/NumberTheory/Powers/Natural.p_hi vs.
./usr/lib/haskell-packages/ghc/lib/x86_64-linux-ghc-9.6.6/integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn/Math/NumberTheory/Powers/Natural.p_hi
Files 90% similar despite different names
⊟
7.33 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·9066,3 Version:·Wanted·9066,
4 ·········got····90664 ·········got····9066
5 Way:·Wanted·,5 Way:·Wanted·,
6 ·····got····p6 ·····got····p
7 interface·Math.NumberTheory.Powers.Natural·90667 interface·Math.NumberTheory.Powers.Natural·9066
8 ··interface·hash:·b5c597a864644d7768d217bb5acb611b 
9 ··ABI·hash:·b7f4c11fe475aea7d0a0411f038f1cae 
10 ··export-list·hash:·740fea39179f072ef827726c36d12f4d 
11 ··orphan·hash:·6b80cb726282a505f8dcde38477493628 ··interface·hash:·b89a519b77b5908e724457077069dc57
 9 ··ABI·hash:·baf1472e5172beb2d692c5d0d9dcea1f
 10 ··export-list·hash:·f4d7bd8920f7742dc39902a48b3525f3
 11 ··orphan·hash:·5a9f849496865f2e13ca38d9b40fae25
12 ··flag·hash:·5be7060afbc2e4dd2717b945f70750c312 ··flag·hash:·5be7060afbc2e4dd2717b945f70750c3
13 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c51513 ··opt_hash:·0b14341617ab1ab2f5f9a6e15a76c515
14 ··hpc_hash:·93b885adfe0da089cdf634904fd59f7114 ··hpc_hash:·93b885adfe0da089cdf634904fd59f71
15 ··plugin_hash:·ad164012d6b1e14942349d58b113200715 ··plugin_hash:·ad164012d6b1e14942349d58b1132007
16 ··src_hash:·64c7c7cfed267aef94dd113192143c3d16 ··src_hash:·64c7c7cfed267aef94dd113192143c3d
17 ··sig·of:·Nothing17 ··sig·of:·Nothing
18 ··used·TH·splices:·False18 ··used·TH·splices:·False
Offset 30, 17 lines modifiedOffset 30, 17 lines modified
30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid30 ·························Data.Functor.Const·Data.Functor.Identity·Data.Monoid
31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception31 ·························Data.Semigroup.Internal·Data.Type.Ord·GHC.Generics·GHC.IO.Exception
32 ·························GHC.RTS.Flags32 ·························GHC.RTS.Flags
33 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de333 import·safe·GHC.Real·e939e7e838e744ae152556c1fbe03de3
34 import·safe·Numeric.Natural·bb29d18091ac8f8f3065e23fb8e7377734 import·safe·Numeric.Natural·bb29d18091ac8f8f3065e23fb8e73777
35 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc235 import·safe·Prelude·a1ae76d73d35cc0683dc06ee0b1f4dc2
36 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e236 addDependentFile·"/usr/lib/ghc/lib/../lib/x86_64-linux-ghc-9.6.6/rts-1.0.2/include/ghcversion.h"·ed2abc0c378d044c7bbfd76a73a209e2
37 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·0da0dad70a4c035be2a93667d489940737 addDependentFile·"dist-ghc/build/autogen/cabal_macros.h"·f28fe42caf33c2821e573e90e1bcc7e8
38 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d38 addDependentFile·"/usr/include/stdc-predef.h"·e0e98fa6835be825bf17295c7217815d
39 f9fc62024002a2ec278bf9ee308ca17039 fbf91911f6009770c1d5281adb8261cf
40 ··$s^·::40 ··$s^·::
41 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural41 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
42 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,42 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(SL)>,
43 ···Inline:·[1]·(sat-args=2),43 ···Inline:·[1]·(sat-args=2),
44 ···Unfolding:·Core:·StableUser·<0,FalseFalse>44 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
45 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)45 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
46 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->46 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
Offset 50, 108 lines modifiedOffset 50, 108 lines modified
50 ················->·case·x·of·wild1·{50 ················->·case·x·of·wild1·{
51 ·····················DEFAULT·->·$s^_$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}51 ·····················DEFAULT·->·$s^_$spowImpl·eta·wild·0#·->·GHC.Num.Natural.NS·1##·}
52 ················1#52 ················1#
53 ················->·GHC.Err.errorWithoutStackTrace53 ················->·GHC.Err.errorWithoutStackTrace
54 ·····················@GHC.Types.LiftedRep54 ·····················@GHC.Types.LiftedRep
55 ·····················@GHC.Num.Natural.Natural55 ·····················@GHC.Num.Natural.Natural
56 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]56 ·····················(GHC.CString.unpackCString#·"Negative·exponent"#)·}·}]
57 401e7d314c7d14d5c6358f7471df58ca57 434c33b5603ff578922b13463c5dbb25
58 ··$s^1·::58 ··$s^1·::
59 ····GHC.Num.Natural.Natural59 ····GHC.Num.Natural.Natural
60 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural60 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
61 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,61 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<L><1!P(1L)>,
62 ···Inline:·[1]·(sat-args=2),62 ···Inline:·[1]·(sat-args=2),
63 ···Unfolding:·Core:·StableUser·<0,FalseFalse>63 ···Unfolding:·Core:·StableUser·<0,FalseFalse>
64 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)64 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
65 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->65 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
66 ··············case·eta1·of·wild·{·GHC.Types.W#·x·->66 ··············case·eta1·of·wild·{·GHC.Types.W#·x·->
67 ··············case·x·of·wild1·{67 ··············case·x·of·wild1·{
68 ················DEFAULT·->·$s^_$spowImpl1·eta·wild68 ················DEFAULT·->·$s^_$spowImpl1·eta·wild
69 ················0##·->·GHC.Num.Natural.NS·1##·}·}]69 ················0##·->·GHC.Num.Natural.NS·1##·}·}]
70 24d05a808618e75594c49aeccab9c30670 5684c539ceab227d04558cb44b70a2a1
71 ··$s^_$spowImpl·::71 ··$s^_$spowImpl·::
72 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural72 ····GHC.Num.Natural.Natural·->·GHC.Types.Int·->·GHC.Num.Natural.Natural
73 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,73 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
74 ···Inline:·[final],74 ···Inline:·[final],
75 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>75 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
76 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)76 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
77 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->77 ················(eta1['GHC.Types.Many]·::·GHC.Types.Int)·->
78 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]78 ··············case·eta1·of·wild·{·GHC.Types.I#·ww·->·$w$spowImpl·eta·ww·}]
79 f45b75696cc6fc4bca466b6a8efd406079 43c85263d89eb1ddd0212db892b8c1c6
80 ··$s^_$spowImpl1·::80 ··$s^_$spowImpl1·::
81 ····GHC.Num.Natural.Natural81 ····GHC.Num.Natural.Natural
82 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural82 ····->·GHC.Types.Word·->·GHC.Num.Natural.Natural
83 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,83 ··[LambdaFormInfo:·LFReEntrant·2,·Arity:·2,·Strictness:·<SL><1!P(L)>,
84 ···Inline:·[final],84 ···Inline:·[final],
85 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>85 ···Unfolding:·Core:·StableSystem·<2,TrueFalse>
86 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)86 ··············\·(eta['GHC.Types.Many]·::·GHC.Num.Natural.Natural)
87 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->87 ················(eta1['GHC.Types.Many]·::·GHC.Types.Word)·->
88 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]88 ··············case·eta1·of·wild·{·GHC.Types.W#·ww·->·$w$spowImpl1·eta·ww·}]
89 0b5e23a0969b47aad1d252b00ce9b4d889 643243fbf53d4890ead0e0b559b82cb9
90 ··$trModule·::·GHC.Types.Module90 ··$trModule·::·GHC.Types.Module
91 ··[HasNoCafRefs,·TagSig:·<TagProper>,91 ··[HasNoCafRefs,·TagSig:·<TagProper>,
92 ···LambdaFormInfo:·LFCon[GHC.Types.Module],92 ···LambdaFormInfo:·LFCon[GHC.Types.Module],
93 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]93 ···Unfolding:·Core:·<vanilla>·GHC.Types.Module·$trModule3·$trModule1]
94 4a42565e7253348acc7180419a8db8e194 ae76c5c1cc8c777b3ed47807d38b3cf6
95 ··$trModule1·::·GHC.Types.TrName95 ··$trModule1·::·GHC.Types.TrName
96 ··[HasNoCafRefs,·TagSig:·<TagProper>,96 ··[HasNoCafRefs,·TagSig:·<TagProper>,
97 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],97 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
98 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]98 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule2]
99 14d48c104d84fcef8c71ae072c97964c99 37a24cfbc3c928465a130df3c7104077
100 ··$trModule2·::·GHC.Prim.Addr#100 ··$trModule2·::·GHC.Prim.Addr#
101 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,101 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
102 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]102 ···Unfolding:·Core:·<vanilla>·"Math.NumberTheory.Powers.Natural"#]
103 bb042175973d8b2341405d9be37b9a49103 b3a02f7acbd8f9c000c5c19d4ec0aa00
104 ··$trModule3·::·GHC.Types.TrName104 ··$trModule3·::·GHC.Types.TrName
105 ··[HasNoCafRefs,·TagSig:·<TagProper>,105 ··[HasNoCafRefs,·TagSig:·<TagProper>,
106 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],106 ···LambdaFormInfo:·LFCon[GHC.Types.TrNameS],
107 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]107 ···Unfolding:·Core:·<vanilla>·GHC.Types.TrNameS·$trModule4]
108 779a1c0de1ad5cbcbefc44d6e007152e108 18ef45ee6ae5517b59d739db961a2da5
109 ··$trModule4·::·GHC.Prim.Addr#109 ··$trModule4·::·GHC.Prim.Addr#
110 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,110 ··[HasNoCafRefs,·LambdaFormInfo:·LFUnlifted,
111 ···Unfolding:·Core:·<vanilla>111 ···Unfolding:·Core:·<vanilla>
112 ··············"integer-logarithms-1.0.3.1-5PM6hhkL1LLFKyDT6DncqM"#] 
113 3762cb52828f2fd06fcfa3400a6a2690112 ··············"integer-logarithms-1.0.3.1-6uUFCUhH0MHDrcFfWqxKEn"#]
 113 4e777af6a2ddbf2be0ef78184dd9bfd5
114 ··$w$spowImpl·::114 ··$w$spowImpl·::
115 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural115 ····GHC.Num.Natural.Natural·->·GHC.Prim.Int#·->·GHC.Num.Natural.Natural
116 ··StrWork([!])116 ··StrWork([!])
117 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,117 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
118 ···Strictness:·<SL><L>,·Inline:·[final]]118 ···Strictness:·<SL><L>,·Inline:·[final]]
119 584b23b7a55d1363cab5bf53fe575dd9119 8ca07758d0748b9d4e8cead1e15e89d6
120 ··$w$spowImpl1·::120 ··$w$spowImpl1·::
121 ····GHC.Num.Natural.Natural121 ····GHC.Num.Natural.Natural
122 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural122 ····->·GHC.Prim.Word#·->·GHC.Num.Natural.Natural
123 ··StrWork([!])123 ··StrWork([!])
124 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,124 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·2,·Arity:·2,
125 ···Strictness:·<SL><L>,·Inline:·[final]]125 ···Strictness:·<SL><L>,·Inline:·[final]]
126 48b4bdfe31c05c3c1bc0d664f9e8cf52126 018d0fc59c11117174a614e9aadc349b
127 ··$w$spowImplAcc·::127 ··$w$spowImplAcc·::
128 ····GHC.Num.Natural.Natural128 ····GHC.Num.Natural.Natural
129 ····->·GHC.Prim.Int#129 ····->·GHC.Prim.Int#
130 ····->·GHC.Num.Natural.Natural130 ····->·GHC.Num.Natural.Natural
131 ····->·GHC.Num.Natural.Natural131 ····->·GHC.Num.Natural.Natural
132 ··StrWork([!])132 ··StrWork([!])
133 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,133 ··[TagSig:·<TagDunno>,·LambdaFormInfo:·LFReEntrant·3,·Arity:·3,
134 ···Strictness:·<SL><L><ML>,·Inline:·[final]]134 ···Strictness:·<SL><L><ML>,·Inline:·[final]]
135 8f268f19e74c164c958f3c2917f48580135 41f7706f242df1142bb9a55e59b00b9c
Max diff block lines reached; 1068/7466 bytes (14.30%) of diff not shown.
Generated by diffoscope 309