[MLton-devel] RE: calling SML from C in MLton
Mike Thomas
miketh@brisbane.paradigmgeo.com
Fri, 2 May 2003 11:37:12 +1000
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Hi Stephen.
A few stack dumps occurred - see attached log.
I followed up the FuMishra dump in gdb to no avail:
============================================================================
===
$ cat FuhMishra.stackdump
Exception: STATUS_ACCESS_VIOLATION at eip=0040F644
eax=00000001 ebx=FFEA2E44 ecx=FFEB2E44 edx=FFEA2E44 esi=006A2E44
edi=FFEB2E44
ebp=006A0000 esp=0022FCCC
program=c:\lang\source\cygwin\mlton-20030419\regressio
n\FuhMishra
cs=001B ds=0023 es=0023 fs=0038 gs=0000 ss=0023
Stack trace:
Frame Function Args
006A0000 0040F644 (00000003, 6B636162, 20646E65, 756F6874)
End of stack trace
============================================================================
===
(gdb) break *0x040F644
Breakpoint 1 at 0x40f644
(gdb) run
Starting program: /c/lang/source/cygwin/mlton-20030419/regression/FuhMishra
processing outFuhMishra0...running TYPE...running MATCH...
processing outFuhMishra1...running TYPE...running MATCH...
processing outFuhMishra2...running TYPE...running MATCH...
processing outFuhMishra3...running TYPE...running MATCH...
processing outFuhMishra4...running TYPE...running MATCH...
processing outFuhMishra5...running TYPE...running MATCH...
Program exited normally.
(gdb) q
============================================================================
===
I'm pressed for time today so can't follow up on the others now.
Cheers
Mike Thomas.
| -----Original Message-----
| From: Stephen Weeks [mailto:sweeks@sweeks.com]
| Sent: Friday, May 02, 2003 2:56 AM
| To: Mike Thomas
| Cc: MLton@mlton.org
| Subject: RE: [MLton-devel] RE: calling SML from C in MLton
|
|
|
| > $ mllex @MLton gc-messages --
| ...
| > Segmentation fault (core dumped)
|
| I'm still looking into this. But in the meantime, it would be helpful
| to see how our usual regression tests fare on your machine. If you
| could run the bin/regression script from the MLton sources and send us
| the output, that would be helpful. Before running it, you need to
| change the 'mlton=...' line (line 43) to the following so that the
| script runs the installed mlton.
|
| mlton="/usr/bin/mlton"
|
|
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name="reg.txt"
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Content-Disposition: attachment;
filename="reg.txt"
MLton 20030430 (built Wed Apr 30 19:56:23 2003 on CYGWIN)=0A=
flags =3D =0A=
testing 1=0A=
testing 10=0A=
testing 11=0A=
testing 12=0A=
testing 13=0A=
testing 14=0A=
testing 15=0A=
testing 16=0A=
testing 17=0A=
testing 18=0A=
testing 19=0A=
testing 2=0A=
testing 20=0A=
testing 21=0A=
testing 22=0A=
testing 23=0A=
testing 3=0A=
testing 4=0A=
testing 5=0A=
testing 6=0A=
testing 7=0A=
testing 8=0A=
testing 9=0A=
testing FuhMishra=0A=
2,7c2,3=0A=
< processing outFuhMishra0...running TYPE...running MATCH...=0A=
< processing outFuhMishra1...running TYPE...running MATCH...=0A=
< processing outFuhMishra2...running TYPE...running MATCH...=0A=
< processing outFuhMishra3...running TYPE...running MATCH...=0A=
< processing outFuhMishra4...running TYPE...running MATCH...=0A=
< processing outFuhMishra5...running TYPE...running MATCH...=0A=
\ No newline at end of file=0A=
---=0A=
> processing outFuhMishra0...running TYPE...bin/regression: line 94: =
2224 Segmentation fault (core dumped) ./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing abcde=0A=
testing abstype=0A=
testing array=0A=
22,76c22,23=0A=
< test10b OK=0A=
< test10c OK=0A=
< test10d OK=0A=
< test10e OK=0A=
< test10f OK=0A=
< test10g OK=0A=
< test10h OK=0A=
< test10i OK=0A=
< test11a OK=0A=
< test11b OK=0A=
< test11c OK=0A=
< test11d OK=0A=
< test11e OK=0A=
< test11f OK=0A=
< test11g OK=0A=
< test11h OK=0A=
< test11i OK=0A=
< test11j OK=0A=
< test11k OK=0A=
< test12a OK=0A=
< test12b OK=0A=
< test12c OK=0A=
< test12d OK=0A=
< test12e OK=0A=
< test13a OK=0A=
< test13b OK=0A=
< test13c OK=0A=
< test13d OK=0A=
< test13e OK=0A=
< test13f OK=0A=
< test13g OK=0A=
< test13h OK=0A=
< test13i OK=0A=
< test13j OK=0A=
< test13k OK=0A=
< test13l OK=0A=
< test13m OK=0A=
< test13n OK=0A=
< test14a OK=0A=
< test14b OK=0A=
< test15a OK=0A=
< test15b OK=0A=
< test15c OK=0A=
< test15d OK=0A=
< test15e OK=0A=
< test15f OK=0A=
< test15g OK=0A=
< test15h OK=0A=
< test16a OK=0A=
< test16b OK=0A=
< test16c OK=0A=
< test16d OK=0A=
< test16e OK=0A=
< test16f OK=0A=
< test16g OK=0A=
---=0A=
> bin/regression: line 94: 2876 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing array2=0A=
1,25c1,2=0A=
< (0, 0, 1)=0A=
< (0, 1, 2)=0A=
< (0, 2, 3)=0A=
< (0, 3, 4)=0A=
< (1, 0, 5)=0A=
< (1, 1, 6)=0A=
< (1, 2, 7)=0A=
< (1, 3, 8)=0A=
< (2, 0, 9)=0A=
< (2, 1, 10)=0A=
< (2, 2, 11)=0A=
< (2, 3, 12)=0A=
< (0, 0, 13)=0A=
< (1, 0, 14)=0A=
< (2, 0, 15)=0A=
< (0, 1, 16)=0A=
< (1, 1, 17)=0A=
< (2, 1, 18)=0A=
< (0, 2, 19)=0A=
< (1, 2, 20)=0A=
< (2, 2, 21)=0A=
< (0, 3, 22)=0A=
< (1, 3, 23)=0A=
< (2, 3, 24)=0A=
< OKOK=0A=
---=0A=
> bin/regression: line 94: 3036 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing array3=0A=
testing array4=0A=
testing array5=0A=
testing array6=0A=
0a1,2=0A=
> bin/regression: line 94: 2712 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing array7=0A=
testing asterisk=0A=
testing big-array=0A=
testing binio=0A=
1,3c1,2=0A=
< basic test of writing and reading back all characters done=0A=
< test of writing files of all possible characters in strings of lengths =
0-256 finished=0A=
< test finished=0A=
---=0A=
> bin/regression: line 94: 3764 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing bytechar=0A=
1,59c1,2=0A=
< =0A=
< File bytechar.sml: Testing structures Byte and Char...=0A=
< test1 OK=0A=
< test2 OK=0A=
< test3 OK=0A=
< test4 OK=0A=
< test5 OK=0A=
< test6 OK=0A=
< test7 OK=0A=
< test8 OK=0A=
< test9 OK=0A=
< test10a OK=0A=
< test10b OK=0A=
< test10c OK=0A=
< test10d OK=0A=
< test10e OK=0A=
< test10f OK=0A=
< test10g OK=0A=
< test10h OK=0A=
< test10i OK=0A=
< test10j OK=0A=
< test11a OK=0A=
< test11b OK=0A=
< test11c OK=0A=
< test11d OK=0A=
< test11e OK=0A=
< test11f OK=0A=
< test11g OK=0A=
< test11h OK=0A=
< test11i OK=0A=
< test11j OK=0A=
< test18 OK=0A=
< test19 OK=0A=
< test20 OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< checkset OK=0A=
< test31 OK=0A=
< test32 OK=0A=
< test33 OK=0A=
< test34a OK=0A=
< test34b OK=0A=
< test35a OK=0A=
< test35b OK=0A=
< test36 OK=0A=
< test37 OK=0A=
< test38 OK=0A=
< test39 OK=0A=
< test40 OK=0A=
< test41 OK=0A=
< test42 OK=0A=
< test43 OK=0A=
---=0A=
> bin/regression: line 94: 2092 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing callcc=0A=
testing callcc2=0A=
3,4c3,4=0A=
< Code=0A=
< Fun=0A=
---=0A=
> bin/regression: line 94: 2388 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing callcc3=0A=
testing cases=0A=
testing char0=0A=
testing check_arrays=0A=
7,43c7,8=0A=
< Now I will try with a 10000-array. ok=0A=
< Now I will try with a 0-array. ok=0A=
< Now I will try with a 1-array. ok=0A=
< Now I will try with a 158-array. ok=0A=
< Now I will try with a 316-array. ok=0A=
< Now I will try with a 159-array. ok=0A=
< Now I will try with a 3161-array. ok=0A=
< Now I will try with a 15161-array. ok=0A=
< =0A=
< Testing structure Array=0A=
< =0A=
< Now I will try with a 119-array. ok=0A=
< Now I will try with a 13-array. ok=0A=
< Now I will try with a 130-array. ok=0A=
< Now I will try with a 10000-array. ok=0A=
< Now I will try with a 0-array. ok=0A=
< Now I will try with a 1-array. ok=0A=
< Now I will try with a 158-array. ok=0A=
< Now I will try with a 316-array. ok=0A=
< Now I will try with a 159-array. ok=0A=
< Now I will try with a 3161-array. ok=0A=
< Now I will try with a 15161-array. ok=0A=
< =0A=
< Testing structure CharArray=0A=
< =0A=
< Now I will try with a 119-array. ok=0A=
< Now I will try with a 13-array. ok=0A=
< Now I will try with a 130-array. ok=0A=
< Now I will try with a 10000-array. ok=0A=
< Now I will try with a 0-array. ok=0A=
< Now I will try with a 1-array. ok=0A=
< Now I will try with a 758-array. ok=0A=
< Now I will try with a 1516-array. ok=0A=
< Now I will try with a 759-array. ok=0A=
< Now I will try with a 15161-array. ok=0A=
< =0A=
< check done=0A=
---=0A=
> Now I will try with a 10000-array.bin/regression: line 94: 3496 =
Segmentation fault (core dumped) ./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing circular=0A=
testing cmdline=0A=
testing cobol=0A=
testing command-line=0A=
testing constraint=0A=
testing conv=0A=
1c1,2=0A=
< All ok=0A=
---=0A=
> bin/regression: line 94: 3804 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing conv2=0A=
1c1,2=0A=
< All ok=0A=
---=0A=
> bin/regression: line 94: 2896 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing cycle=0A=
testing date=0A=
testing dead=0A=
testing down=0A=
testing echo=0A=
1c1,2=0A=
< server processed 1900 bytes=0A=
---=0A=
> unhandled exception: Function not implemented=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing eq=0A=
testing ex=0A=
testing exhaustive=0A=
testing exn=0A=
testing exn2=0A=
testing exnHistory=0A=
testing exnHistory2=0A=
testing exnHistory3=0A=
testing exponential=0A=
testing fact=0A=
testing fast=0A=
testing fast2=0A=
testing fft=0A=
4c4,5=0A=
< fft'ing... done=0A=
---=0A=
> fft'ing... bin/regression: line 94: 2748 Segmentation fault =
(core dumped) ./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing filesys=0A=
testing flexrecord=0A=
testing format=0A=
testing functor=0A=
testing gc-collect=0A=
1c1,2=0A=
< Hello, world!=0A=
---=0A=
> Hello, bin/regression: line 94: 3664 Segmentation fault (core =
dumped) ./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing general=0A=
36c36,37=0A=
< Io=0A=
\ No newline at end of file=0A=
---=0A=
> Iobin/regression: line 94: 2276 Segmentation fault (core =
dumped) ./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing grow-raise=0A=
testing harmonic=0A=
1,4c1,2=0A=
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< =
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1230596183554702257149107456000=0A=
---=0A=
> bin/regression: line 94: 2988 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing hello-world=0A=
testing id=0A=
testing int-inf.0=0A=
testing int-inf.1=0A=
testing int-inf.2=0A=
10,10001c10,11=0A=
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< All ok=0A=
---=0A=
> bin/regression: line 94: 4056 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing int-inf.3=0A=
testing int-inf.4=0A=
testing int-inf.5=0A=
testing int-inf.bitops=0A=
42,8448c42,43=0A=
< A | B: 1=0A=
< A: 0=0A=
< B: 1=0A=
< A ^ B: 1=0A=
< A: 0=0A=
< B: 1=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 1=0A=
< A | B: 1=0A=
< A: 0=0A=
< B: 1=0A=
< A ^ B: 1=0A=
< A: 0=0A=
< B: ~1=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~1=0A=
< A | B: ~1=0A=
< A: 0=0A=
< B: ~1=0A=
< A ^ B: ~1=0A=
< A: 0=0A=
< B: ~1=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~1=0A=
< A | B: ~1=0A=
< A: 0=0A=
< B: ~1=0A=
< A ^ B: ~1=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: B=0A=
< A | B: B=0A=
< A: 0=0A=
< B: B=0A=
< A ^ B: B=0A=
< A: 0=0A=
< B: B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: B=0A=
< A | B: B=0A=
< A: 0=0A=
< B: B=0A=
< A ^ B: B=0A=
< A: 0=0A=
< B: ~B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~B=0A=
< A | B: ~B=0A=
< A: 0=0A=
< B: ~B=0A=
< A ^ B: ~B=0A=
< A: 0=0A=
< B: ~B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~B=0A=
< A | B: ~B=0A=
< A: 0=0A=
< B: ~B=0A=
< A ^ B: ~B=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: B=0A=
< A | B: B=0A=
< A: 0=0A=
< B: B=0A=
< A ^ B: B=0A=
< A: 0=0A=
< B: B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: B=0A=
< A | B: B=0A=
< A: 0=0A=
< B: B=0A=
< A ^ B: B=0A=
< A: 0=0A=
< B: ~B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~B=0A=
< A | B: ~B=0A=
< A: 0=0A=
< B: ~B=0A=
< A ^ B: ~B=0A=
< A: 0=0A=
< B: ~B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~B=0A=
< A | B: ~B=0A=
< A: 0=0A=
< B: ~B=0A=
< A ^ B: ~B=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 79=0A=
< A | B: 79=0A=
< A: 0=0A=
< B: 79=0A=
< A ^ B: 79=0A=
< A: 0=0A=
< B: 79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 79=0A=
< A | B: 79=0A=
< A: 0=0A=
< B: 79=0A=
< A ^ B: 79=0A=
< A: 0=0A=
< B: ~79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~79=0A=
< A | B: ~79=0A=
< A: 0=0A=
< B: ~79=0A=
< A ^ B: ~79=0A=
< A: 0=0A=
< B: ~79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~79=0A=
< A | B: ~79=0A=
< A: 0=0A=
< B: ~79=0A=
< A ^ B: ~79=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 79=0A=
< A | B: 79=0A=
< A: 0=0A=
< B: 79=0A=
< A ^ B: 79=0A=
< A: 0=0A=
< B: 79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 79=0A=
< A | B: 79=0A=
< A: 0=0A=
< B: 79=0A=
< A ^ B: 79=0A=
< A: 0=0A=
< B: ~79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~79=0A=
< A | B: ~79=0A=
< A: 0=0A=
< B: ~79=0A=
< A ^ B: ~79=0A=
< A: 0=0A=
< B: ~79=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~79=0A=
< A | B: ~79=0A=
< A: 0=0A=
< B: ~79=0A=
< A ^ B: ~79=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 533=0A=
< A | B: 533=0A=
< A: 0=0A=
< B: 533=0A=
< A ^ B: 533=0A=
< A: 0=0A=
< B: 533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 533=0A=
< A | B: 533=0A=
< A: 0=0A=
< B: 533=0A=
< A ^ B: 533=0A=
< A: 0=0A=
< B: ~533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~533=0A=
< A | B: ~533=0A=
< A: 0=0A=
< B: ~533=0A=
< A ^ B: ~533=0A=
< A: 0=0A=
< B: ~533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~533=0A=
< A | B: ~533=0A=
< A: 0=0A=
< B: ~533=0A=
< A ^ B: ~533=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 533=0A=
< A | B: 533=0A=
< A: 0=0A=
< B: 533=0A=
< A ^ B: 533=0A=
< A: 0=0A=
< B: 533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 533=0A=
< A | B: 533=0A=
< A: 0=0A=
< B: 533=0A=
< A ^ B: 533=0A=
< A: 0=0A=
< B: ~533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~533=0A=
< A | B: ~533=0A=
< A: 0=0A=
< B: ~533=0A=
< A ^ B: ~533=0A=
< A: 0=0A=
< B: ~533=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~533=0A=
< A | B: ~533=0A=
< A: 0=0A=
< B: ~533=0A=
< A ^ B: ~533=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 3931=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 3931=0A=
< A | B: 3931=0A=
< A: 0=0A=
< B: 3931=0A=
< A ^ B: 3931=0A=
< A: 0=0A=
< B: 3931=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 3931=0A=
< A | B: 3931=0A=
< A: 0=0A=
< B: 3931=0A=
< A ^ B: 3931=0A=
< A: 0=0A=
< B: ~3931=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~3931=0A=
< A | B: ~3931=0A=
< A: 0=0A=
< B: ~3931=0A=
< A ^ B: ~3931=0A=
< A: 0=0A=
< B: ~3931=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~3931=0A=
< A | B: ~3931=0A=
< A: 0=0A=
< B: ~3931=0A=
< A ^ B: ~3931=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 1=0A=
< B: 1=0A=
< A & B: 1=0A=
< A: 1=0A=
< B: 1=0A=
< A | B: 1=0A=
< A: 1=0A=
< B: 1=0A=
< A ^ B: 0=0A=
< A: ~1=0A=
< B: 1=0A=
< A & B: 1=0A=
< A: ~1=0A=
< B: 1=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: 1=0A=
< A ^ B: ~2=0A=
< A: 1=0A=
< B: ~1=0A=
< A & B: 1=0A=
< A: 1=0A=
< B: ~1=0A=
< A | B: ~1=0A=
< A: 1=0A=
< B: ~1=0A=
< A ^ B: ~2=0A=
< A: ~1=0A=
< B: ~1=0A=
< A & B: ~1=0A=
< A: ~1=0A=
< B: ~1=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: ~1=0A=
< A ^ B: 0=0A=
< A: 1=0A=
< B: 2=0A=
< A & B: 0=0A=
< A: 1=0A=
< B: 2=0A=
< A | B: 3=0A=
< A: 1=0A=
< B: 2=0A=
< A ^ B: 3=0A=
< A: ~1=0A=
< B: 2=0A=
< A & B: 2=0A=
< A: ~1=0A=
< B: 2=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: 2=0A=
< A ^ B: ~3=0A=
< A: 1=0A=
< B: ~2=0A=
< A & B: 0=0A=
< A: 1=0A=
< B: ~2=0A=
< A | B: ~1=0A=
< A: 1=0A=
< B: ~2=0A=
< A ^ B: ~1=0A=
< A: ~1=0A=
< B: ~2=0A=
< A & B: ~2=0A=
< A: ~1=0A=
< B: ~2=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: ~2=0A=
< A ^ B: 1=0A=
< A: 1=0A=
< B: B=0A=
< A & B: 1=0A=
< A: 1=0A=
< B: B=0A=
< A | B: B=0A=
< A: 1=0A=
< B: B=0A=
< A ^ B: A=0A=
< A: ~1=0A=
< B: B=0A=
< A & B: B=0A=
< A: ~1=0A=
< B: B=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: B=0A=
< A ^ B: ~C=0A=
< A: 1=0A=
< B: ~B=0A=
< A & B: 1=0A=
< A: 1=0A=
< B: ~B=0A=
< A | B: ~B=0A=
< A: 1=0A=
< B: ~B=0A=
< A ^ B: ~C=0A=
< A: ~1=0A=
< B: ~B=0A=
< A & B: ~B=0A=
< A: ~1=0A=
< B: ~B=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: ~B=0A=
< A ^ B: A=0A=
< A: 1=0A=
< B: 16=0A=
< A & B: 0=0A=
< A: 1=0A=
< B: 16=0A=
< A | B: 17=0A=
< A: 1=0A=
< B: 16=0A=
< A ^ B: 17=0A=
< A: ~1=0A=
< B: 16=0A=
< A & B: 16=0A=
< A: ~1=0A=
< B: 16=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: 16=0A=
< A ^ B: ~17=0A=
< A: 1=0A=
< B: ~16=0A=
< A & B: 0=0A=
< A: 1=0A=
< B: ~16=0A=
< A | B: ~15=0A=
< A: 1=0A=
< B: ~16=0A=
< A ^ B: ~15=0A=
< A: ~1=0A=
< B: ~16=0A=
< A & B: ~16=0A=
< A: ~1=0A=
< B: ~16=0A=
< A | B: ~1=0A=
< A: ~1=0A=
< B: ~16=0A=
< A ^ B: 15=0A=
< A: 1=0A=
< ! A: ~2=0A=
< A: ~1=0A=
< ! A: 0=0A=
< A: ~1=0A=
< A ~>> 0: ~1=0A=
< A: ~1=0A=
< A ~>> 1: ~1=0A=
< A: ~1=0A=
< A ~>> 2: ~1=0A=
< A: ~1=0A=
< A ~>> F: ~1=0A=
< A: ~1=0A=
< A ~>> 10: ~1=0A=
< A: ~1=0A=
< A ~>> 11: ~1=0A=
< A: ~1=0A=
< A ~>> 12: ~1=0A=
< A: ~1=0A=
< A << 0: ~1=0A=
< A: ~1=0A=
< A << 1: ~2=0A=
< A: ~1=0A=
< A << 2: ~4=0A=
< A: ~1=0A=
< A << F: ~8000=0A=
< A: ~1=0A=
< A << 10: ~10000=0A=
< A: ~1=0A=
< A << 11: ~20000=0A=
< A: ~1=0A=
< A << 12: ~40000=0A=
< A: B=0A=
< B: B=0A=
< A & B: B=0A=
< A: B=0A=
< B: B=0A=
< A | B: B=0A=
< A: B=0A=
< B: B=0A=
< A ^ B: 0=0A=
< A: ~B=0A=
< B: B=0A=
< A & B: 1=0A=
< A: ~B=0A=
< B: B=0A=
< A | B: ~1=0A=
< A: ~B=0A=
< B: B=0A=
< A ^ B: ~2=0A=
< A: B=0A=
< B: ~B=0A=
< A & B: 1=0A=
< A: B=0A=
< B: ~B=0A=
< A | B: ~1=0A=
< A: B=0A=
< B: ~B=0A=
< A ^ B: ~2=0A=
< A: ~B=0A=
< B: ~B=0A=
< A & B: ~B=0A=
< A: ~B=0A=
< B: ~B=0A=
< A | B: ~B=0A=
< A: ~B=0A=
< B: ~B=0A=
< A ^ B: 0=0A=
< A: B=0A=
< B: 16=0A=
< A & B: 2=0A=
< A: B=0A=
< B: 16=0A=
< A | B: 1F=0A=
< A: B=0A=
< B: 16=0A=
< A ^ B: 1D=0A=
< A: ~B=0A=
< B: 16=0A=
< A & B: 14=0A=
< A: ~B=0A=
< B: 16=0A=
< A | B: ~9=0A=
< A: ~B=0A=
< B: 16=0A=
< A ^ B: ~1D=0A=
< A: B=0A=
< B: ~16=0A=
< A & B: A=0A=
< A: B=0A=
< B: ~16=0A=
< A | B: ~15=0A=
< A: B=0A=
< B: ~16=0A=
< A ^ B: ~1F=0A=
< A: ~B=0A=
< B: ~16=0A=
< A & B: ~20=0A=
< A: ~B=0A=
< B: ~16=0A=
< A | B: ~1=0A=
< A: ~B=0A=
< B: ~16=0A=
< A ^ B: 1F=0A=
< A: B=0A=
< B: 79=0A=
< A & B: 9=0A=
< A: B=0A=
< B: 79=0A=
< A | B: 7B=0A=
< A: B=0A=
< B: 79=0A=
< A ^ B: 72=0A=
< A: ~B=0A=
< B: 79=0A=
< A & B: 71=0A=
< A: ~B=0A=
< B: 79=0A=
< A | B: ~3=0A=
< A: ~B=0A=
< B: 79=0A=
< A ^ B: ~74=0A=
< A: B=0A=
< B: ~79=0A=
< A & B: 3=0A=
< A: B=0A=
< B: ~79=0A=
< A | B: ~71=0A=
< A: B=0A=
< B: ~79=0A=
< A ^ B: ~74=0A=
< A: ~B=0A=
< B: ~79=0A=
< A & B: ~7B=0A=
< A: ~B=0A=
< B: ~79=0A=
< A | B: ~9=0A=
< A: ~B=0A=
< B: ~79=0A=
< A ^ B: 72=0A=
< A: B=0A=
< B: F2=0A=
< A & B: 2=0A=
< A: B=0A=
< B: F2=0A=
< A | B: FB=0A=
< A: B=0A=
< B: F2=0A=
< A ^ B: F9=0A=
< A: ~B=0A=
< B: F2=0A=
< A & B: F0=0A=
< A: ~B=0A=
< B: F2=0A=
< A | B: ~9=0A=
< A: ~B=0A=
< B: F2=0A=
< A ^ B: ~F9=0A=
< A: B=0A=
< B: ~F2=0A=
< A & B: A=0A=
< A: B=0A=
< B: ~F2=0A=
< A | B: ~F1=0A=
< A: B=0A=
< B: ~F2=0A=
< A ^ B: ~FB=0A=
< A: ~B=0A=
< B: ~F2=0A=
< A & B: ~FC=0A=
< A: ~B=0A=
< B: ~F2=0A=
< A | B: ~1=0A=
< A: ~B=0A=
< B: ~F2=0A=
< A ^ B: FB=0A=
< A: B=0A=
< ! A: ~C=0A=
< A: ~B=0A=
< ! A: A=0A=
< A: ~B=0A=
< A ~>> 0: ~B=0A=
< A: ~B=0A=
< A ~>> 1: ~6=0A=
< A: ~B=0A=
< A ~>> 2: ~3=0A=
< A: ~B=0A=
< A ~>> F: ~1=0A=
< A: ~B=0A=
< A ~>> 10: ~1=0A=
< A: ~B=0A=
< A ~>> 11: ~1=0A=
< A: ~B=0A=
< A ~>> 12: ~1=0A=
< A: ~B=0A=
< A << 0: ~B=0A=
< A: ~B=0A=
< A << 1: ~16=0A=
< A: ~B=0A=
< A << 2: ~2C=0A=
< A: ~B=0A=
< A << F: ~58000=0A=
< A: ~B=0A=
< A << 10: ~B0000=0A=
< A: ~B=0A=
< A << 11: ~160000=0A=
< A: ~B=0A=
< A << 12: ~2C0000=0A=
< A: 79=0A=
< B: 79=0A=
< A & B: 79=0A=
< A: 79=0A=
< B: 79=0A=
< A | B: 79=0A=
< A: 79=0A=
< B: 79=0A=
< A ^ B: 0=0A=
< A: ~79=0A=
< B: 79=0A=
< A & B: 1=0A=
< A: ~79=0A=
< B: 79=0A=
< A | B: ~1=0A=
< A: ~79=0A=
< B: 79=0A=
< A ^ B: ~2=0A=
< A: 79=0A=
< B: ~79=0A=
< A & B: 1=0A=
< A: 79=0A=
< B: ~79=0A=
< A | B: ~1=0A=
< A: 79=0A=
< B: ~79=0A=
< A ^ B: ~2=0A=
< A: ~79=0A=
< B: ~79=0A=
< A & B: ~79=0A=
< A: ~79=0A=
< B: ~79=0A=
< A | B: ~79=0A=
< A: ~79=0A=
< B: ~79=0A=
< A ^ B: 0=0A=
< A: 79=0A=
< B: F2=0A=
< A & B: 70=0A=
< A: 79=0A=
< B: F2=0A=
< A | B: FB=0A=
< A: 79=0A=
< B: F2=0A=
< A ^ B: 8B=0A=
< A: ~79=0A=
< B: F2=0A=
< A & B: 82=0A=
< A: ~79=0A=
< B: F2=0A=
< A | B: ~9=0A=
< A: ~79=0A=
< B: F2=0A=
< A ^ B: ~8B=0A=
< A: 79=0A=
< B: ~F2=0A=
< A & B: 8=0A=
< A: 79=0A=
< B: ~F2=0A=
< A | B: ~81=0A=
< A: 79=0A=
< B: ~F2=0A=
< A ^ B: ~89=0A=
< A: ~79=0A=
< B: ~F2=0A=
< A & B: ~FA=0A=
< A: ~79=0A=
< B: ~F2=0A=
< A | B: ~71=0A=
< A: ~79=0A=
< B: ~F2=0A=
< A ^ B: 89=0A=
< A: 79=0A=
< B: 533=0A=
< A & B: 31=0A=
< A: 79=0A=
< B: 533=0A=
< A | B: 57B=0A=
< A: 79=0A=
< B: 533=0A=
< A ^ B: 54A=0A=
< A: ~79=0A=
< B: 533=0A=
< A & B: 503=0A=
< A: ~79=0A=
< B: 533=0A=
< A | B: ~49=0A=
< A: ~79=0A=
< B: 533=0A=
< A ^ B: ~54C=0A=
< A: 79=0A=
< B: ~533=0A=
< A & B: 49=0A=
< A: 79=0A=
< B: ~533=0A=
< A | B: ~503=0A=
< A: 79=0A=
< B: ~533=0A=
< A ^ B: ~54C=0A=
< A: ~79=0A=
< B: ~533=0A=
< A & B: ~57B=0A=
< A: ~79=0A=
< B: ~533=0A=
< A | B: ~31=0A=
< A: ~79=0A=
< B: ~533=0A=
< A ^ B: 54A=0A=
< A: 79=0A=
< B: A66=0A=
< A & B: 60=0A=
< A: 79=0A=
< B: A66=0A=
< A | B: A7F=0A=
< A: 79=0A=
< B: A66=0A=
< A ^ B: A1F=0A=
< A: ~79=0A=
< B: A66=0A=
< A & B: A06=0A=
< A: ~79=0A=
< B: A66=0A=
< A | B: ~19=0A=
< A: ~79=0A=
< B: A66=0A=
< A ^ B: ~A1F=0A=
< A: 79=0A=
< B: ~A66=0A=
< A & B: 18=0A=
< A: 79=0A=
< B: ~A66=0A=
< A | B: ~A05=0A=
< A: 79=0A=
< B: ~A66=0A=
< A ^ B: ~A1D=0A=
< A: ~79=0A=
< B: ~A66=0A=
< A & B: ~A7E=0A=
< A: ~79=0A=
< B: ~A66=0A=
< A | B: ~61=0A=
< A: ~79=0A=
< B: ~A66=0A=
< A ^ B: A1D=0A=
< A: 79=0A=
< ! A: ~7A=0A=
< A: ~79=0A=
< ! A: 78=0A=
< A: ~79=0A=
< A ~>> 0: ~79=0A=
< A: ~79=0A=
< A ~>> 1: ~3D=0A=
< A: ~79=0A=
< A ~>> 2: ~1F=0A=
< A: ~79=0A=
< A ~>> F: ~1=0A=
< A: ~79=0A=
< A ~>> 10: ~1=0A=
< A: ~79=0A=
< A ~>> 11: ~1=0A=
< A: ~79=0A=
< A ~>> 12: ~1=0A=
< A: ~79=0A=
< A << 0: ~79=0A=
< A: ~79=0A=
< A << 1: ~F2=0A=
< A: ~79=0A=
< A << 2: ~1E4=0A=
< A: ~79=0A=
< A << F: ~3C8000=0A=
< A: ~79=0A=
< A << 10: ~790000=0A=
< A: ~79=0A=
< A << 11: ~F20000=0A=
< A: ~79=0A=
< A << 12: ~1E40000=0A=
< A: 533=0A=
< B: 533=0A=
< A & B: 533=0A=
< A: 533=0A=
< B: 533=0A=
< A | B: 533=0A=
< A: 533=0A=
< B: 533=0A=
< A ^ B: 0=0A=
< A: ~533=0A=
< B: 533=0A=
< A & B: 1=0A=
< A: ~533=0A=
< B: 533=0A=
< A | B: ~1=0A=
< A: ~533=0A=
< B: 533=0A=
< A ^ B: ~2=0A=
< A: 533=0A=
< B: ~533=0A=
< A & B: 1=0A=
< A: 533=0A=
< B: ~533=0A=
< A | B: ~1=0A=
< A: 533=0A=
< B: ~533=0A=
< A ^ B: ~2=0A=
< A: ~533=0A=
< B: ~533=0A=
< A & B: ~533=0A=
< A: ~533=0A=
< B: ~533=0A=
< A | B: ~533=0A=
< A: ~533=0A=
< B: ~533=0A=
< A ^ B: 0=0A=
< A: 533=0A=
< B: A66=0A=
< A & B: 22=0A=
< A: 533=0A=
< B: A66=0A=
< A | B: F77=0A=
< A: 533=0A=
< B: A66=0A=
< A ^ B: F55=0A=
< A: ~533=0A=
< B: A66=0A=
< A & B: A44=0A=
< A: ~533=0A=
< B: A66=0A=
< A | B: ~511=0A=
< A: ~533=0A=
< B: A66=0A=
< A ^ B: ~F55=0A=
< A: 533=0A=
< B: ~A66=0A=
< A & B: 512=0A=
< A: 533=0A=
< B: ~A66=0A=
< A | B: ~A45=0A=
< A: 533=0A=
< B: ~A66=0A=
< A ^ B: ~F57=0A=
< A: ~533=0A=
< B: ~A66=0A=
< A & B: ~F78=0A=
< A: ~533=0A=
< B: ~A66=0A=
< A | B: ~21=0A=
< A: ~533=0A=
< B: ~A66=0A=
< A ^ B: F57=0A=
< A: 533=0A=
< B: 3931=0A=
< A & B: 131=0A=
< A: 533=0A=
< B: 3931=0A=
< A | B: 3D33=0A=
< A: 533=0A=
< B: 3931=0A=
< A ^ B: 3C02=0A=
< A: ~533=0A=
< B: 3931=0A=
< A & B: 3801=0A=
< A: ~533=0A=
< B: 3931=0A=
< A | B: ~403=0A=
< A: ~533=0A=
< B: 3931=0A=
< A ^ B: ~3C04=0A=
< A: 533=0A=
< B: ~3931=0A=
< A & B: 403=0A=
< A: 533=0A=
< B: ~3931=0A=
< A | B: ~3801=0A=
< A: 533=0A=
< B: ~3931=0A=
< A ^ B: ~3C04=0A=
< A: ~533=0A=
< B: ~3931=0A=
< A & B: ~3D33=0A=
< A: ~533=0A=
< B: ~3931=0A=
< A | B: ~131=0A=
< A: ~533=0A=
< B: ~3931=0A=
< A ^ B: 3C02=0A=
< A: 533=0A=
< B: 7262=0A=
< A & B: 22=0A=
< A: 533=0A=
< B: 7262=0A=
< A | B: 7773=0A=
< A: 533=0A=
< B: 7262=0A=
< A ^ B: 7751=0A=
< A: ~533=0A=
< B: 7262=0A=
< A & B: 7240=0A=
< A: ~533=0A=
< B: 7262=0A=
< A | B: ~511=0A=
< A: ~533=0A=
< B: 7262=0A=
< A ^ B: ~7751=0A=
< A: 533=0A=
< B: ~7262=0A=
< A & B: 512=0A=
< A: 533=0A=
< B: ~7262=0A=
< A | B: ~7241=0A=
< A: 533=0A=
< B: ~7262=0A=
< A ^ B: ~7753=0A=
< A: ~533=0A=
< B: ~7262=0A=
< A & B: ~7774=0A=
< A: ~533=0A=
< B: ~7262=0A=
< A | B: ~21=0A=
< A: ~533=0A=
< B: ~7262=0A=
< A ^ B: 7753=0A=
< A: 533=0A=
< ! A: ~534=0A=
< A: ~533=0A=
< ! A: 532=0A=
< A: ~533=0A=
< A ~>> 0: ~533=0A=
< A: ~533=0A=
< A ~>> 1: ~29A=0A=
< A: ~533=0A=
< A ~>> 2: ~14D=0A=
< A: ~533=0A=
< A ~>> F: ~1=0A=
< A: ~533=0A=
< A ~>> 10: ~1=0A=
< A: ~533=0A=
< A ~>> 11: ~1=0A=
< A: ~533=0A=
< A ~>> 12: ~1=0A=
< A: ~533=0A=
< A << 0: ~533=0A=
< A: ~533=0A=
< A << 1: ~A66=0A=
< A: ~533=0A=
< A << 2: ~14CC=0A=
< A: ~533=0A=
< A << F: ~2998000=0A=
< A: ~533=0A=
< A << 10: ~5330000=0A=
< A: ~533=0A=
< A << 11: ~A660000=0A=
< A: ~533=0A=
< A << 12: ~14CC0000=0A=
< A: 2=0A=
< B: 2=0A=
< A & B: 2=0A=
< A: 2=0A=
< B: 2=0A=
< A | B: 2=0A=
< A: 2=0A=
< B: 2=0A=
< A ^ B: 0=0A=
< A: ~2=0A=
< B: 2=0A=
< A & B: 2=0A=
< A: ~2=0A=
< B: 2=0A=
< A | B: ~2=0A=
< A: ~2=0A=
< B: 2=0A=
< A ^ B: ~4=0A=
< A: 2=0A=
< B: ~2=0A=
< A & B: 2=0A=
< A: 2=0A=
< B: ~2=0A=
< A | B: ~2=0A=
< A: 2=0A=
< B: ~2=0A=
< A ^ B: ~4=0A=
< A: ~2=0A=
< B: ~2=0A=
< A & B: ~2=0A=
< A: ~2=0A=
< B: ~2=0A=
< A | B: ~2=0A=
< A: ~2=0A=
< B: ~2=0A=
< A ^ B: 0=0A=
< A: 2=0A=
< B: 3=0A=
< A & B: 2=0A=
< A: 2=0A=
< B: 3=0A=
< A | B: 3=0A=
< A: 2=0A=
< B: 3=0A=
< A ^ B: 1=0A=
< A: ~2=0A=
< B: 3=0A=
< A & B: 2=0A=
< A: ~2=0A=
< B: 3=0A=
< A | B: ~1=0A=
< A: ~2=0A=
< B: 3=0A=
< A ^ B: ~3=0A=
< A: 2=0A=
< B: ~3=0A=
< A & B: 0=0A=
< A: 2=0A=
< B: ~3=0A=
< A | B: ~1=0A=
< A: 2=0A=
< B: ~3=0A=
< A ^ B: ~1=0A=
< A: ~2=0A=
< B: ~3=0A=
< A & B: ~4=0A=
< A: ~2=0A=
< B: ~3=0A=
< A | B: ~1=0A=
< A: ~2=0A=
< B: ~3=0A=
< A ^ B: 3=0A=
< A: 2=0A=
< B: 16=0A=
< A & B: 2=0A=
< A: 2=0A=
< B: 16=0A=
< A | B: 16=0A=
< A: 2=0A=
< B: 16=0A=
< A ^ B: 14=0A=
< A: ~2=0A=
< B: 16=0A=
< A & B: 16=0A=
< A: ~2=0A=
< B: 16=0A=
< A | B: ~2=0A=
< A: ~2=0A=
< B: 16=0A=
< A ^ B: ~18=0A=
< A: 2=0A=
< B: ~16=0A=
< A & B: 2=0A=
< A: 2=0A=
< B: ~16=0A=
< A | B: ~16=0A=
< A: 2=0A=
< B: ~16=0A=
< A ^ B: ~18=0A=
< A: ~2=0A=
< B: ~16=0A=
< A & B: ~16=0A=
< A: ~2=0A=
< B: ~16=0A=
< A | B: ~2=0A=
< A: ~2=0A=
< B: ~16=0A=
< A ^ B: 14=0A=
< A: 2=0A=
< B: 21=0A=
< A & B: 0=0A=
< A: 2=0A=
< B: 21=0A=
< A | B: 23=0A=
< A: 2=0A=
< B: 21=0A=
< A ^ B: 23=0A=
< A: ~2=0A=
< B: 21=0A=
< A & B: 20=0A=
< A: ~2=0A=
< B: 21=0A=
< A | B: ~1=0A=
< A: ~2=0A=
< B: 21=0A=
< A ^ B: ~21=0A=
< A: 2=0A=
< B: ~21=0A=
< A & B: 2=0A=
< A: 2=0A=
< B: ~21=0A=
< A | B: ~21=0A=
< A: 2=0A=
< B: ~21=0A=
< A ^ B: ~23=0A=
< A: ~2=0A=
< B: ~21=0A=
< A & B: ~22=0A=
< A: ~2=0A=
< B: ~21=0A=
< A | B: ~1=0A=
< A: ~2=0A=
< B: ~21=0A=
< A ^ B: 21=0A=
< A: 2=0A=
< ! A: ~3=0A=
< A: ~2=0A=
< ! A: 1=0A=
< A: ~2=0A=
< A ~>> 0: ~2=0A=
< A: ~2=0A=
< A ~>> 1: ~1=0A=
< A: ~2=0A=
< A ~>> 2: ~1=0A=
< A: ~2=0A=
< A ~>> F: ~1=0A=
< A: ~2=0A=
< A ~>> 10: ~1=0A=
< A: ~2=0A=
< A ~>> 11: ~1=0A=
< A: ~2=0A=
< A ~>> 12: ~1=0A=
< A: ~2=0A=
< A << 0: ~2=0A=
< A: ~2=0A=
< A << 1: ~4=0A=
< A: ~2=0A=
< A << 2: ~8=0A=
< A: ~2=0A=
< A << F: ~10000=0A=
< A: ~2=0A=
< A << 10: ~20000=0A=
< A: ~2=0A=
< A << 11: ~40000=0A=
< A: ~2=0A=
< A << 12: ~80000=0A=
< A: 16=0A=
< B: 16=0A=
< A & B: 16=0A=
< A: 16=0A=
< B: 16=0A=
< A | B: 16=0A=
< A: 16=0A=
< B: 16=0A=
< A ^ B: 0=0A=
< A: ~16=0A=
< B: 16=0A=
< A & B: 2=0A=
< A: ~16=0A=
< B: 16=0A=
< A | B: ~2=0A=
< A: ~16=0A=
< B: 16=0A=
< A ^ B: ~4=0A=
< A: 16=0A=
< B: ~16=0A=
< A & B: 2=0A=
< A: 16=0A=
< B: ~16=0A=
< A | B: ~2=0A=
< A: 16=0A=
< B: ~16=0A=
< A ^ B: ~4=0A=
< A: ~16=0A=
< B: ~16=0A=
< A & B: ~16=0A=
< A: ~16=0A=
< B: ~16=0A=
< A | B: ~16=0A=
< A: ~16=0A=
< B: ~16=0A=
< A ^ B: 0=0A=
< A: 16=0A=
< B: 21=0A=
< A & B: 0=0A=
< A: 16=0A=
< B: 21=0A=
< A | B: 37=0A=
< A: 16=0A=
< B: 21=0A=
< A ^ B: 37=0A=
< A: ~16=0A=
< B: 21=0A=
< A & B: 20=0A=
< A: ~16=0A=
< B: 21=0A=
< A | B: ~15=0A=
< A: ~16=0A=
< B: 21=0A=
< A ^ B: ~35=0A=
< A: 16=0A=
< B: ~21=0A=
< A & B: 16=0A=
< A: 16=0A=
< B: ~21=0A=
< A | B: ~21=0A=
< A: 16=0A=
< B: ~21=0A=
< A ^ B: ~37=0A=
< A: ~16=0A=
< B: ~21=0A=
< A & B: ~36=0A=
< A: ~16=0A=
< B: ~21=0A=
< A | B: ~1=0A=
< A: ~16=0A=
< B: ~21=0A=
< A ^ B: 35=0A=
< A: 16=0A=
< B: F2=0A=
< A & B: 12=0A=
< A: 16=0A=
< B: F2=0A=
< A | B: F6=0A=
< A: 16=0A=
< B: F2=0A=
< A ^ B: E4=0A=
< A: ~16=0A=
< B: F2=0A=
< A & B: E2=0A=
< A: ~16=0A=
< B: F2=0A=
< A | B: ~6=0A=
< A: ~16=0A=
< B: F2=0A=
< A ^ B: ~E8=0A=
< A: 16=0A=
< B: ~F2=0A=
< A & B: 6=0A=
< A: 16=0A=
< B: ~F2=0A=
< A | B: ~E2=0A=
< A: 16=0A=
< B: ~F2=0A=
< A ^ B: ~E8=0A=
< A: ~16=0A=
< B: ~F2=0A=
< A & B: ~F6=0A=
< A: ~16=0A=
< B: ~F2=0A=
< A | B: ~12=0A=
< A: ~16=0A=
< B: ~F2=0A=
< A ^ B: E4=0A=
< A: 16=0A=
< B: 16B=0A=
< A & B: 2=0A=
< A: 16=0A=
< B: 16B=0A=
< A | B: 17F=0A=
< A: 16=0A=
< B: 16B=0A=
< A ^ B: 17D=0A=
< A: ~16=0A=
< B: 16B=0A=
< A & B: 16A=0A=
< A: ~16=0A=
< B: 16B=0A=
< A | B: ~15=0A=
< A: ~16=0A=
< B: 16B=0A=
< A ^ B: ~17F=0A=
< A: 16=0A=
< B: ~16B=0A=
< A & B: 14=0A=
< A: 16=0A=
< B: ~16B=0A=
< A | B: ~169=0A=
< A: 16=0A=
< B: ~16B=0A=
< A ^ B: ~17D=0A=
< A: ~16=0A=
< B: ~16B=0A=
< A & B: ~180=0A=
< A: ~16=0A=
< B: ~16B=0A=
< A | B: ~1=0A=
< A: ~16=0A=
< B: ~16B=0A=
< A ^ B: 17F=0A=
< A: 16=0A=
< ! A: ~17=0A=
< A: ~16=0A=
< ! A: 15=0A=
< A: ~16=0A=
< A ~>> 0: ~16=0A=
< A: ~16=0A=
< A ~>> 1: ~B=0A=
< A: ~16=0A=
< A ~>> 2: ~6=0A=
< A: ~16=0A=
< A ~>> F: ~1=0A=
< A: ~16=0A=
< A ~>> 10: ~1=0A=
< A: ~16=0A=
< A ~>> 11: ~1=0A=
< A: ~16=0A=
< A ~>> 12: ~1=0A=
< A: ~16=0A=
< A << 0: ~16=0A=
< A: ~16=0A=
< A << 1: ~2C=0A=
< A: ~16=0A=
< A << 2: ~58=0A=
< A: ~16=0A=
< A << F: ~B0000=0A=
< A: ~16=0A=
< A << 10: ~160000=0A=
< A: ~16=0A=
< A << 11: ~2C0000=0A=
< A: ~16=0A=
< A << 12: ~580000=0A=
< A: F2=0A=
< B: F2=0A=
< A & B: F2=0A=
< A: F2=0A=
< B: F2=0A=
< A | B: F2=0A=
< A: F2=0A=
< B: F2=0A=
< A ^ B: 0=0A=
< A: ~F2=0A=
< B: F2=0A=
< A & B: 2=0A=
< A: ~F2=0A=
< B: F2=0A=
< A | B: ~2=0A=
< A: ~F2=0A=
< B: F2=0A=
< A ^ B: ~4=0A=
< A: F2=0A=
< B: ~F2=0A=
< A & B: 2=0A=
< A: F2=0A=
< B: ~F2=0A=
< A | B: ~2=0A=
< A: F2=0A=
< B: ~F2=0A=
< A ^ B: ~4=0A=
< A: ~F2=0A=
< B: ~F2=0A=
< A & B: ~F2=0A=
< A: ~F2=0A=
< B: ~F2=0A=
< A | B: ~F2=0A=
< A: ~F2=0A=
< B: ~F2=0A=
< A ^ B: 0=0A=
< A: F2=0A=
< B: 16B=0A=
< A & B: 62=0A=
< A: F2=0A=
< B: 16B=0A=
< A | B: 1FB=0A=
< A: F2=0A=
< B: 16B=0A=
< A ^ B: 199=0A=
< A: ~F2=0A=
< B: 16B=0A=
< A & B: 10A=0A=
< A: ~F2=0A=
< B: 16B=0A=
< A | B: ~91=0A=
< A: ~F2=0A=
< B: 16B=0A=
< A ^ B: ~19B=0A=
< A: F2=0A=
< B: ~16B=0A=
< A & B: 90=0A=
< A: F2=0A=
< B: ~16B=0A=
< A | B: ~109=0A=
< A: F2=0A=
< B: ~16B=0A=
< A ^ B: ~199=0A=
< A: ~F2=0A=
< B: ~16B=0A=
< A & B: ~1FC=0A=
< A: ~F2=0A=
< B: ~16B=0A=
< A | B: ~61=0A=
< A: ~F2=0A=
< B: ~16B=0A=
< A ^ B: 19B=0A=
< A: F2=0A=
< B: A66=0A=
< A & B: 62=0A=
< A: F2=0A=
< B: A66=0A=
< A | B: AF6=0A=
< A: F2=0A=
< B: A66=0A=
< A ^ B: A94=0A=
< A: ~F2=0A=
< B: A66=0A=
< A & B: A06=0A=
< A: ~F2=0A=
< B: A66=0A=
< A | B: ~92=0A=
< A: ~F2=0A=
< B: A66=0A=
< A ^ B: ~A98=0A=
< A: F2=0A=
< B: ~A66=0A=
< A & B: 92=0A=
< A: F2=0A=
< B: ~A66=0A=
< A | B: ~A06=0A=
< A: F2=0A=
< B: ~A66=0A=
< A ^ B: ~A98=0A=
< A: ~F2=0A=
< B: ~A66=0A=
< A & B: ~AF6=0A=
< A: ~F2=0A=
< B: ~A66=0A=
< A | B: ~62=0A=
< A: ~F2=0A=
< B: ~A66=0A=
< A ^ B: A94=0A=
< A: F2=0A=
< B: F99=0A=
< A & B: 90=0A=
< A: F2=0A=
< B: F99=0A=
< A | B: FFB=0A=
< A: F2=0A=
< B: F99=0A=
< A ^ B: F6B=0A=
< A: ~F2=0A=
< B: F99=0A=
< A & B: F08=0A=
< A: ~F2=0A=
< B: F99=0A=
< A | B: ~61=0A=
< A: ~F2=0A=
< B: F99=0A=
< A ^ B: ~F69=0A=
< A: F2=0A=
< B: ~F99=0A=
< A & B: 62=0A=
< A: F2=0A=
< B: ~F99=0A=
< A | B: ~F09=0A=
< A: F2=0A=
< B: ~F99=0A=
< A ^ B: ~F6B=0A=
< A: ~F2=0A=
< B: ~F99=0A=
< A & B: ~FFA=0A=
< A: ~F2=0A=
< B: ~F99=0A=
< A | B: ~91=0A=
< A: ~F2=0A=
< B: ~F99=0A=
< A ^ B: F69=0A=
< A: F2=0A=
< ! A: ~F3=0A=
< A: ~F2=0A=
< ! A: F1=0A=
< A: ~F2=0A=
< A ~>> 0: ~F2=0A=
< A: ~F2=0A=
< A ~>> 1: ~79=0A=
< A: ~F2=0A=
< A ~>> 2: ~3D=0A=
< A: ~F2=0A=
< A ~>> F: ~1=0A=
< A: ~F2=0A=
< A ~>> 10: ~1=0A=
< A: ~F2=0A=
< A ~>> 11: ~1=0A=
< A: ~F2=0A=
< A ~>> 12: ~1=0A=
< A: ~F2=0A=
< A << 0: ~F2=0A=
< A: ~F2=0A=
< A << 1: ~1E4=0A=
< A: ~F2=0A=
< A << 2: ~3C8=0A=
< A: ~F2=0A=
< A << F: ~790000=0A=
< A: ~F2=0A=
< A << 10: ~F20000=0A=
< A: ~F2=0A=
< A << 11: ~1E40000=0A=
< A: ~F2=0A=
< A << 12: ~3C80000=0A=
< A: A66=0A=
< B: A66=0A=
< A & B: A66=0A=
< A: A66=0A=
< B: A66=0A=
< A | B: A66=0A=
< A: A66=0A=
< B: A66=0A=
< A ^ B: 0=0A=
< A: ~A66=0A=
< B: A66=0A=
< A & B: 2=0A=
< A: ~A66=0A=
< B: A66=0A=
< A | B: ~2=0A=
< A: ~A66=0A=
< B: A66=0A=
< A ^ B: ~4=0A=
< A: A66=0A=
< B: ~A66=0A=
< A & B: 2=0A=
< A: A66=0A=
< B: ~A66=0A=
< A | B: ~2=0A=
< A: A66=0A=
< B: ~A66=0A=
< A ^ B: ~4=0A=
< A: ~A66=0A=
< B: ~A66=0A=
< A & B: ~A66=0A=
< A: ~A66=0A=
< B: ~A66=0A=
< A | B: ~A66=0A=
< A: ~A66=0A=
< B: ~A66=0A=
< A ^ B: 0=0A=
< A: A66=0A=
< B: F99=0A=
< A & B: A00=0A=
< A: A66=0A=
< B: F99=0A=
< A | B: FFF=0A=
< A: A66=0A=
< B: F99=0A=
< A ^ B: 5FF=0A=
< A: ~A66=0A=
< B: F99=0A=
< A & B: 598=0A=
< A: ~A66=0A=
< B: F99=0A=
< A | B: ~65=0A=
< A: ~A66=0A=
< B: F99=0A=
< A ^ B: ~5FD=0A=
< A: A66=0A=
< B: ~F99=0A=
< A & B: 66=0A=
< A: A66=0A=
< B: ~F99=0A=
< A | B: ~599=0A=
< A: A66=0A=
< B: ~F99=0A=
< A ^ B: ~5FF=0A=
< A: ~A66=0A=
< B: ~F99=0A=
< A & B: ~FFE=0A=
< A: ~A66=0A=
< B: ~F99=0A=
< A | B: ~A01=0A=
< A: ~A66=0A=
< B: ~F99=0A=
< A ^ B: 5FD=0A=
< A: A66=0A=
< B: 7262=0A=
< A & B: 262=0A=
< A: A66=0A=
< B: 7262=0A=
< A | B: 7A66=0A=
< A: A66=0A=
< B: 7262=0A=
< A ^ B: 7804=0A=
< A: ~A66=0A=
< B: 7262=0A=
< A & B: 7002=0A=
< A: ~A66=0A=
< B: 7262=0A=
< A | B: ~806=0A=
< A: ~A66=0A=
< B: 7262=0A=
< A ^ B: ~7808=0A=
< A: A66=0A=
< B: ~7262=0A=
< A & B: 806=0A=
< A: A66=0A=
< B: ~7262=0A=
< A | B: ~7002=0A=
< A: A66=0A=
< B: ~7262=0A=
< A ^ B: ~7808=0A=
< A: ~A66=0A=
< B: ~7262=0A=
< A & B: ~7A66=0A=
< A: ~A66=0A=
< B: ~7262=0A=
< A | B: ~262=0A=
< A: ~A66=0A=
< B: ~7262=0A=
< A ^ B: 7804=0A=
< A: A66=0A=
< B: AB93=0A=
< A & B: A02=0A=
< A: A66=0A=
< B: AB93=0A=
< A | B: ABF7=0A=
< A: A66=0A=
< B: AB93=0A=
< A ^ B: A1F5=0A=
< A: ~A66=0A=
< B: AB93=0A=
< A & B: A192=0A=
< A: ~A66=0A=
< B: AB93=0A=
< A | B: ~65=0A=
< A: ~A66=0A=
< B: AB93=0A=
< A ^ B: ~A1F7=0A=
< A: A66=0A=
< B: ~AB93=0A=
< A & B: 64=0A=
< A: A66=0A=
< B: ~AB93=0A=
< A | B: ~A191=0A=
< A: A66=0A=
< B: ~AB93=0A=
< A ^ B: ~A1F5=0A=
< A: ~A66=0A=
< B: ~AB93=0A=
< A & B: ~ABF8=0A=
< A: ~A66=0A=
< B: ~AB93=0A=
< A | B: ~A01=0A=
< A: ~A66=0A=
< B: ~AB93=0A=
< A ^ B: A1F7=0A=
< A: A66=0A=
< ! A: ~A67=0A=
< A: ~A66=0A=
< ! A: A65=0A=
< A: ~A66=0A=
< A ~>> 0: ~A66=0A=
< A: ~A66=0A=
< A ~>> 1: ~533=0A=
< A: ~A66=0A=
< A ~>> 2: ~29A=0A=
< A: ~A66=0A=
< A ~>> F: ~1=0A=
< A: ~A66=0A=
< A ~>> 10: ~1=0A=
< A: ~A66=0A=
< A ~>> 11: ~1=0A=
< A: ~A66=0A=
< A ~>> 12: ~1=0A=
< A: ~A66=0A=
< A << 0: ~A66=0A=
< A: ~A66=0A=
< A << 1: ~14CC=0A=
< A: ~A66=0A=
< A << 2: ~2998=0A=
< A: ~A66=0A=
< A << F: ~5330000=0A=
< A: ~A66=0A=
< A << 10: ~A660000=0A=
< A: ~A66=0A=
< A << 11: ~14CC0000=0A=
< A: ~A66=0A=
< A << 12: ~29980000=0A=
< A: 3=0A=
< B: 3=0A=
< A & B: 3=0A=
< A: 3=0A=
< B: 3=0A=
< A | B: 3=0A=
< A: 3=0A=
< B: 3=0A=
< A ^ B: 0=0A=
< A: ~3=0A=
< B: 3=0A=
< A & B: 1=0A=
< A: ~3=0A=
< B: 3=0A=
< A | B: ~1=0A=
< A: ~3=0A=
< B: 3=0A=
< A ^ B: ~2=0A=
< A: 3=0A=
< B: ~3=0A=
< A & B: 1=0A=
< A: 3=0A=
< B: ~3=0A=
< A | B: ~1=0A=
< A: 3=0A=
< B: ~3=0A=
< A ^ B: ~2=0A=
< A: ~3=0A=
< B: ~3=0A=
< A & B: ~3=0A=
< A: ~3=0A=
< B: ~3=0A=
< A | B: ~3=0A=
< A: ~3=0A=
< B: ~3=0A=
< A ^ B: 0=0A=
< A: 3=0A=
< B: 4=0A=
< A & B: 0=0A=
< A: 3=0A=
< B: 4=0A=
< A | B: 7=0A=
< A: 3=0A=
< B: 4=0A=
< A ^ B: 7=0A=
< A: ~3=0A=
< B: 4=0A=
< A & B: 4=0A=
< A: ~3=0A=
< B: 4=0A=
< A | B: ~3=0A=
< A: ~3=0A=
< B: 4=0A=
< A ^ B: ~7=0A=
< A: 3=0A=
< B: ~4=0A=
< A & B: 0=0A=
< A: 3=0A=
< B: ~4=0A=
< A | B: ~1=0A=
< A: 3=0A=
< B: ~4=0A=
< A ^ B: ~1=0A=
< A: ~3=0A=
< B: ~4=0A=
< A & B: ~4=0A=
< A: ~3=0A=
< B: ~4=0A=
< A | B: ~3=0A=
< A: ~3=0A=
< B: ~4=0A=
< A ^ B: 1=0A=
< A: 3=0A=
< B: 21=0A=
< A & B: 1=0A=
< A: 3=0A=
< B: 21=0A=
< A | B: 23=0A=
< A: 3=0A=
< B: 21=0A=
< A ^ B: 22=0A=
< A: ~3=0A=
< B: 21=0A=
< A & B: 21=0A=
< A: ~3=0A=
< B: 21=0A=
< A | B: ~3=0A=
< A: ~3=0A=
< B: 21=0A=
< A ^ B: ~24=0A=
< A: 3=0A=
< B: ~21=0A=
< A & B: 3=0A=
< A: 3=0A=
< B: ~21=0A=
< A | B: ~21=0A=
< A: 3=0A=
< B: ~21=0A=
< A ^ B: ~24=0A=
< A: ~3=0A=
< B: ~21=0A=
< A & B: ~23=0A=
< A: ~3=0A=
< B: ~21=0A=
< A | B: ~1=0A=
< A: ~3=0A=
< B: ~21=0A=
< A ^ B: 22=0A=
< A: 3=0A=
< B: 2C=0A=
< A & B: 0=0A=
< A: 3=0A=
< B: 2C=0A=
< A | B: 2F=0A=
< A: 3=0A=
< B: 2C=0A=
< A ^ B: 2F=0A=
< A: ~3=0A=
< B: 2C=0A=
< A & B: 2C=0A=
< A: ~3=0A=
< B: 2C=0A=
< A | B: ~3=0A=
< A: ~3=0A=
< B: 2C=0A=
< A ^ B: ~2F=0A=
< A: 3=0A=
< B: ~2C=0A=
< A & B: 0=0A=
< A: 3=0A=
< B: ~2C=0A=
< A | B: ~29=0A=
< A: 3=0A=
< B: ~2C=0A=
< A ^ B: ~29=0A=
< A: ~3=0A=
< B: ~2C=0A=
< A & B: ~2C=0A=
< A: ~3=0A=
< B: ~2C=0A=
< A | B: ~3=0A=
< A: ~3=0A=
< B: ~2C=0A=
< A ^ B: 29=0A=
< A: 3=0A=
< ! A: ~4=0A=
< A: ~3=0A=
< ! A: 2=0A=
< A: ~3=0A=
< A ~>> 0: ~3=0A=
< A: ~3=0A=
< A ~>> 1: ~2=0A=
< A: ~3=0A=
< A ~>> 2: ~1=0A=
< A: ~3=0A=
< A ~>> F: ~1=0A=
< A: ~3=0A=
< A ~>> 10: ~1=0A=
< A: ~3=0A=
< A ~>> 11: ~1=0A=
< A: ~3=0A=
< A ~>> 12: ~1=0A=
< A: ~3=0A=
< A << 0: ~3=0A=
< A: ~3=0A=
< A << 1: ~6=0A=
< A: ~3=0A=
< A << 2: ~C=0A=
< A: ~3=0A=
< A << F: ~18000=0A=
< A: ~3=0A=
< A << 10: ~30000=0A=
< A: ~3=0A=
< A << 11: ~60000=0A=
< A: ~3=0A=
< A << 12: ~C0000=0A=
< A: 21=0A=
< B: 21=0A=
< A & B: 21=0A=
< A: 21=0A=
< B: 21=0A=
< A | B: 21=0A=
< A: 21=0A=
< B: 21=0A=
< A ^ B: 0=0A=
< A: ~21=0A=
< B: 21=0A=
< A & B: 1=0A=
< A: ~21=0A=
< B: 21=0A=
< A | B: ~1=0A=
< A: ~21=0A=
< B: 21=0A=
< A ^ B: ~2=0A=
< A: 21=0A=
< B: ~21=0A=
< A & B: 1=0A=
< A: 21=0A=
< B: ~21=0A=
< A | B: ~1=0A=
< A: 21=0A=
< B: ~21=0A=
< A ^ B: ~2=0A=
< A: ~21=0A=
< B: ~21=0A=
< A & B: ~21=0A=
< A: ~21=0A=
< B: ~21=0A=
< A | B: ~21=0A=
< A: ~21=0A=
< B: ~21=0A=
< A ^ B: 0=0A=
< A: 21=0A=
< B: 2C=0A=
< A & B: 20=0A=
< A: 21=0A=
< B: 2C=0A=
< A | B: 2D=0A=
< A: 21=0A=
< B: 2C=0A=
< A ^ B: D=0A=
< A: ~21=0A=
< B: 2C=0A=
< A & B: C=0A=
< A: ~21=0A=
< B: 2C=0A=
< A | B: ~1=0A=
< A: ~21=0A=
< B: 2C=0A=
< A ^ B: ~D=0A=
< A: 21=0A=
< B: ~2C=0A=
< A & B: 0=0A=
< A: 21=0A=
< B: ~2C=0A=
< A | B: ~B=0A=
< A: 21=0A=
< B: ~2C=0A=
< A ^ B: ~B=0A=
< A: ~21=0A=
< B: ~2C=0A=
< A & B: ~2C=0A=
< A: ~21=0A=
< B: ~2C=0A=
< A | B: ~21=0A=
< A: ~21=0A=
< B: ~2C=0A=
< A ^ B: B=0A=
< A: 21=0A=
< B: 16B=0A=
< A & B: 21=0A=
< A: 21=0A=
< B: 16B=0A=
< A | B: 16B=0A=
< A: 21=0A=
< B: 16B=0A=
< A ^ B: 14A=0A=
< A: ~21=0A=
< B: 16B=0A=
< A & B: 14B=0A=
< A: ~21=0A=
< B: 16B=0A=
< A | B: ~1=0A=
< A: ~21=0A=
< B: 16B=0A=
< A ^ B: ~14C=0A=
< A: 21=0A=
< B: ~16B=0A=
< A & B: 1=0A=
< A: 21=0A=
< B: ~16B=0A=
< A | B: ~14B=0A=
< A: 21=0A=
< B: ~16B=0A=
< A ^ B: ~14C=0A=
< A: ~21=0A=
< B: ~16B=0A=
< A & B: ~16B=0A=
< A: ~21=0A=
< B: ~16B=0A=
< A | B: ~21=0A=
< A: ~21=0A=
< B: ~16B=0A=
< A ^ B: 14A=0A=
< A: 21=0A=
< B: 1E4=0A=
< A & B: 20=0A=
< A: 21=0A=
< B: 1E4=0A=
< A | B: 1E5=0A=
< A: 21=0A=
< B: 1E4=0A=
< A ^ B: 1C5=0A=
< A: ~21=0A=
< B: 1E4=0A=
< A & B: 1C4=0A=
< A: ~21=0A=
< B: 1E4=0A=
< A | B: ~1=0A=
< A: ~21=0A=
< B: 1E4=0A=
< A ^ B: ~1C5=0A=
< A: 21=0A=
< B: ~1E4=0A=
< A & B: 0=0A=
< A: 21=0A=
< B: ~1E4=0A=
< A | B: ~1C3=0A=
< A: 21=0A=
< B: ~1E4=0A=
< A ^ B: ~1C3=0A=
< A: ~21=0A=
< B: ~1E4=0A=
< A & B: ~1E4=0A=
< A: ~21=0A=
< B: ~1E4=0A=
< A | B: ~21=0A=
< A: ~21=0A=
< B: ~1E4=0A=
< A ^ B: 1C3=0A=
< A: 21=0A=
< ! A: ~22=0A=
< A: ~21=0A=
< ! A: 20=0A=
< A: ~21=0A=
< A ~>> 0: ~21=0A=
< A: ~21=0A=
< A ~>> 1: ~11=0A=
< A: ~21=0A=
< A ~>> 2: ~9=0A=
< A: ~21=0A=
< A ~>> F: ~1=0A=
< A: ~21=0A=
< A ~>> 10: ~1=0A=
< A: ~21=0A=
< A ~>> 11: ~1=0A=
< A: ~21=0A=
< A ~>> 12: ~1=0A=
< A: ~21=0A=
< A << 0: ~21=0A=
< A: ~21=0A=
< A << 1: ~42=0A=
< A: ~21=0A=
< A << 2: ~84=0A=
< A: ~21=0A=
< A << F: ~108000=0A=
< A: ~21=0A=
< A << 10: ~210000=0A=
< A: ~21=0A=
< A << 11: ~420000=0A=
< A: ~21=0A=
< A << 12: ~840000=0A=
< A: 16B=0A=
< B: 16B=0A=
< A & B: 16B=0A=
< A: 16B=0A=
< B: 16B=0A=
< A | B: 16B=0A=
< A: 16B=0A=
< B: 16B=0A=
< A ^ B: 0=0A=
< A: ~16B=0A=
< B: 16B=0A=
< A & B: 1=0A=
< A: ~16B=0A=
< B: 16B=0A=
< A | B: ~1=0A=
< A: ~16B=0A=
< B: 16B=0A=
< A ^ B: ~2=0A=
< A: 16B=0A=
< B: ~16B=0A=
< A & B: 1=0A=
< A: 16B=0A=
< B: ~16B=0A=
< A | B: ~1=0A=
< A: 16B=0A=
< B: ~16B=0A=
< A ^ B: ~2=0A=
< A: ~16B=0A=
< B: ~16B=0A=
< A & B: ~16B=0A=
< A: ~16B=0A=
< B: ~16B=0A=
< A | B: ~16B=0A=
< A: ~16B=0A=
< B: ~16B=0A=
< A ^ B: 0=0A=
< A: 16B=0A=
< B: 1E4=0A=
< A & B: 160=0A=
< A: 16B=0A=
< B: 1E4=0A=
< A | B: 1EF=0A=
< A: 16B=0A=
< B: 1E4=0A=
< A ^ B: 8F=0A=
< A: ~16B=0A=
< B: 1E4=0A=
< A & B: 84=0A=
< A: ~16B=0A=
< B: 1E4=0A=
< A | B: ~B=0A=
< A: ~16B=0A=
< B: 1E4=0A=
< A ^ B: ~8F=0A=
< A: 16B=0A=
< B: ~1E4=0A=
< A & B: 8=0A=
< A: 16B=0A=
< B: ~1E4=0A=
< A | B: ~81=0A=
< A: 16B=0A=
< B: ~1E4=0A=
< A ^ B: ~89=0A=
< A: ~16B=0A=
< B: ~1E4=0A=
< A & B: ~1EC=0A=
< A: ~16B=0A=
< B: ~1E4=0A=
< A | B: ~163=0A=
< A: ~16B=0A=
< B: ~1E4=0A=
< A ^ B: 89=0A=
< A: 16B=0A=
< B: F99=0A=
< A & B: 109=0A=
< A: 16B=0A=
< B: F99=0A=
< A | B: FFB=0A=
< A: 16B=0A=
< B: F99=0A=
< A ^ B: EF2=0A=
< A: ~16B=0A=
< B: F99=0A=
< A & B: E91=0A=
< A: ~16B=0A=
< B: F99=0A=
< A | B: ~63=0A=
< A: ~16B=0A=
< B: F99=0A=
< A ^ B: ~EF4=0A=
< A: 16B=0A=
< B: ~F99=0A=
< A & B: 63=0A=
< A: 16B=0A=
< B: ~F99=0A=
< A | B: ~E91=0A=
< A: 16B=0A=
< B: ~F99=0A=
< A ^ B: ~EF4=0A=
< A: ~16B=0A=
< B: ~F99=0A=
< A & B: ~FFB=0A=
< A: ~16B=0A=
< B: ~F99=0A=
< A | B: ~109=0A=
< A: ~16B=0A=
< B: ~F99=0A=
< A ^ B: EF2=0A=
< A: 16B=0A=
< B: 14CC=0A=
< A & B: 48=0A=
< A: 16B=0A=
< B: 14CC=0A=
< A | B: 15EF=0A=
< A: 16B=0A=
< B: 14CC=0A=
< A ^ B: 15A7=0A=
< A: ~16B=0A=
< B: 14CC=0A=
< A & B: 1484=0A=
< A: ~16B=0A=
< B: 14CC=0A=
< A | B: ~123=0A=
< A: ~16B=0A=
< B: 14CC=0A=
< A ^ B: ~15A7=0A=
< A: 16B=0A=
< B: ~14CC=0A=
< A & B: 120=0A=
< A: 16B=0A=
< B: ~14CC=0A=
< A | B: ~1481=0A=
< A: 16B=0A=
< B: ~14CC=0A=
< A ^ B: ~15A1=0A=
< A: ~16B=0A=
< B: ~14CC=0A=
< A & B: ~15EC=0A=
< A: ~16B=0A=
< B: ~14CC=0A=
< A | B: ~4B=0A=
< A: ~16B=0A=
< B: ~14CC=0A=
< A ^ B: 15A1=0A=
< A: 16B=0A=
< ! A: ~16C=0A=
< A: ~16B=0A=
< ! A: 16A=0A=
< A: ~16B=0A=
< A ~>> 0: ~16B=0A=
< A: ~16B=0A=
< A ~>> 1: ~B6=0A=
< A: ~16B=0A=
< A ~>> 2: ~5B=0A=
< A: ~16B=0A=
< A ~>> F: ~1=0A=
< A: ~16B=0A=
< A ~>> 10: ~1=0A=
< A: ~16B=0A=
< A ~>> 11: ~1=0A=
< A: ~16B=0A=
< A ~>> 12: ~1=0A=
< A: ~16B=0A=
< A << 0: ~16B=0A=
< A: ~16B=0A=
< A << 1: ~2D6=0A=
< A: ~16B=0A=
< A << 2: ~5AC=0A=
< A: ~16B=0A=
< A << F: ~B58000=0A=
< A: ~16B=0A=
< A << 10: ~16B0000=0A=
< A: ~16B=0A=
< A << 11: ~2D60000=0A=
< A: ~16B=0A=
< A << 12: ~5AC0000=0A=
< A: F99=0A=
< B: F99=0A=
< A & B: F99=0A=
< A: F99=0A=
< B: F99=0A=
< A | B: F99=0A=
< A: F99=0A=
< B: F99=0A=
< A ^ B: 0=0A=
< A: ~F99=0A=
< B: F99=0A=
< A & B: 1=0A=
< A: ~F99=0A=
< B: F99=0A=
< A | B: ~1=0A=
< A: ~F99=0A=
< B: F99=0A=
< A ^ B: ~2=0A=
< A: F99=0A=
< B: ~F99=0A=
< A & B: 1=0A=
< A: F99=0A=
< B: ~F99=0A=
< A | B: ~1=0A=
< A: F99=0A=
< B: ~F99=0A=
< A ^ B: ~2=0A=
< A: ~F99=0A=
< B: ~F99=0A=
< A & B: ~F99=0A=
< A: ~F99=0A=
< B: ~F99=0A=
< A | B: ~F99=0A=
< A: ~F99=0A=
< B: ~F99=0A=
< A ^ B: 0=0A=
< A: F99=0A=
< B: 14CC=0A=
< A & B: 488=0A=
< A: F99=0A=
< B: 14CC=0A=
< A | B: 1FDD=0A=
< A: F99=0A=
< B: 14CC=0A=
< A ^ B: 1B55=0A=
< A: ~F99=0A=
< B: 14CC=0A=
< A & B: 1044=0A=
< A: ~F99=0A=
< B: 14CC=0A=
< A | B: ~B11=0A=
< A: ~F99=0A=
< B: 14CC=0A=
< A ^ B: ~1B55=0A=
< A: F99=0A=
< B: ~14CC=0A=
< A & B: B10=0A=
< A: F99=0A=
< B: ~14CC=0A=
< A | B: ~1043=0A=
< A: F99=0A=
< B: ~14CC=0A=
< A ^ B: ~1B53=0A=
< A: ~F99=0A=
< B: ~14CC=0A=
< A & B: ~1FDC=0A=
< A: ~F99=0A=
< B: ~14CC=0A=
< A | B: ~489=0A=
< A: ~F99=0A=
< B: ~14CC=0A=
< A ^ B: 1B53=0A=
< A: F99=0A=
< B: AB93=0A=
< A & B: B91=0A=
< A: F99=0A=
< B: AB93=0A=
< A | B: AF9B=0A=
< A: F99=0A=
< B: AB93=0A=
< A ^ B: A40A=0A=
< A: ~F99=0A=
< B: AB93=0A=
< A & B: A003=0A=
< A: ~F99=0A=
< B: AB93=0A=
< A | B: ~409=0A=
< A: ~F99=0A=
< B: AB93=0A=
< A ^ B: ~A40C=0A=
< A: F99=0A=
< B: ~AB93=0A=
< A & B: 409=0A=
< A: F99=0A=
< B: ~AB93=0A=
< A | B: ~A003=0A=
< A: F99=0A=
< B: ~AB93=0A=
< A ^ B: ~A40C=0A=
< A: ~F99=0A=
< B: ~AB93=0A=
< A & B: ~AF9B=0A=
< A: ~F99=0A=
< B: ~AB93=0A=
< A | B: ~B91=0A=
< A: ~F99=0A=
< B: ~AB93=0A=
< A ^ B: A40A=0A=
< A: F99=0A=
< B: E4C4=0A=
< A & B: 480=0A=
< A: F99=0A=
< B: E4C4=0A=
< A | B: EFDD=0A=
< A: F99=0A=
< B: E4C4=0A=
< A ^ B: EB5D=0A=
< A: ~F99=0A=
< B: E4C4=0A=
< A & B: E044=0A=
< A: ~F99=0A=
< B: E4C4=0A=
< A | B: ~B19=0A=
< A: ~F99=0A=
< B: E4C4=0A=
< A ^ B: ~EB5D=0A=
< A: F99=0A=
< B: ~E4C4=0A=
< A & B: B18=0A=
< A: F99=0A=
< B: ~E4C4=0A=
< A | B: ~E043=0A=
< A: F99=0A=
< B: ~E4C4=0A=
< A ^ B: ~EB5B=0A=
< A: ~F99=0A=
< B: ~E4C4=0A=
< A & B: ~EFDC=0A=
< A: ~F99=0A=
< B: ~E4C4=0A=
< A | B: ~481=0A=
< A: ~F99=0A=
< B: ~E4C4=0A=
< A ^ B: EB5B=0A=
< A: F99=0A=
< ! A: ~F9A=0A=
< A: ~F99=0A=
< ! A: F98=0A=
< A: ~F99=0A=
< A ~>> 0: ~F99=0A=
< A: ~F99=0A=
< A ~>> 1: ~7CD=0A=
< A: ~F99=0A=
< A ~>> 2: ~3E7=0A=
< A: ~F99=0A=
< A ~>> F: ~1=0A=
< A: ~F99=0A=
< A ~>> 10: ~1=0A=
< A: ~F99=0A=
< A ~>> 11: ~1=0A=
< A: ~F99=0A=
< A ~>> 12: ~1=0A=
< A: ~F99=0A=
< A << 0: ~F99=0A=
< A: ~F99=0A=
< A << 1: ~1F32=0A=
< A: ~F99=0A=
< A << 2: ~3E64=0A=
< A: ~F99=0A=
< A << F: ~7CC8000=0A=
< A: ~F99=0A=
< A << 10: ~F990000=0A=
< A: ~F99=0A=
< A << 11: ~1F320000=0A=
< A: ~F99=0A=
< A << 12: ~3E640000=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: CC6DB61=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: CC6DB61=0A=
< A | B: CC6DB61=0A=
< A: 0=0A=
< B: CC6DB61=0A=
< A ^ B: CC6DB61=0A=
< A: 0=0A=
< B: CC6DB61=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: CC6DB61=0A=
< A | B: CC6DB61=0A=
< A: 0=0A=
< B: CC6DB61=0A=
< A ^ B: CC6DB61=0A=
< A: 0=0A=
< B: ~CC6DB61=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~CC6DB61=0A=
< A | B: ~CC6DB61=0A=
< A: 0=0A=
< B: ~CC6DB61=0A=
< A ^ B: ~CC6DB61=0A=
< A: 0=0A=
< B: ~CC6DB61=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~CC6DB61=0A=
< A | B: ~CC6DB61=0A=
< A: 0=0A=
< B: ~CC6DB61=0A=
< A ^ B: ~CC6DB61=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A | B: 8C8B6D2B=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A ^ B: 8C8B6D2B=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A | B: 8C8B6D2B=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A ^ B: 8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: ~8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: ~8C8B6D2B=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A | B: 8C8B6D2B=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A ^ B: 8C8B6D2B=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A | B: 8C8B6D2B=0A=
< A: 0=0A=
< B: 8C8B6D2B=0A=
< A ^ B: 8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: ~8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~8C8B6D2B=0A=
< A: 0=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: ~8C8B6D2B=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A | B: 609FDB0D9=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A ^ B: 609FDB0D9=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A | B: 609FDB0D9=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A ^ B: 609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A | B: ~609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A ^ B: ~609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A | B: ~609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A ^ B: ~609FDB0D9=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A | B: 609FDB0D9=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A ^ B: 609FDB0D9=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A | B: 609FDB0D9=0A=
< A: 0=0A=
< B: 609FDB0D9=0A=
< A ^ B: 609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A | B: ~609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A ^ B: ~609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A | B: ~609FDB0D9=0A=
< A: 0=0A=
< B: ~609FDB0D9=0A=
< A ^ B: ~609FDB0D9=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 426DE69953=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 426DE69953=0A=
< A | B: 426DE69953=0A=
< A: 0=0A=
< B: 426DE69953=0A=
< A ^ B: 426DE69953=0A=
< A: 0=0A=
< B: 426DE69953=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 426DE69953=0A=
< A | B: 426DE69953=0A=
< A: 0=0A=
< B: 426DE69953=0A=
< A ^ B: 426DE69953=0A=
< A: 0=0A=
< B: ~426DE69953=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~426DE69953=0A=
< A | B: ~426DE69953=0A=
< A: 0=0A=
< B: ~426DE69953=0A=
< A ^ B: ~426DE69953=0A=
< A: 0=0A=
< B: ~426DE69953=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~426DE69953=0A=
< A | B: ~426DE69953=0A=
< A: 0=0A=
< B: ~426DE69953=0A=
< A ^ B: ~426DE69953=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: CC6DB61=0A=
< B: CC6DB61=0A=
< A & B: CC6DB61=0A=
< A: CC6DB61=0A=
< B: CC6DB61=0A=
< A | B: CC6DB61=0A=
< A: CC6DB61=0A=
< B: CC6DB61=0A=
< A ^ B: 0=0A=
< A: ~CC6DB61=0A=
< B: CC6DB61=0A=
< A & B: 1=0A=
< A: ~CC6DB61=0A=
< B: CC6DB61=0A=
< A | B: ~1=0A=
< A: ~CC6DB61=0A=
< B: CC6DB61=0A=
< A ^ B: ~2=0A=
< A: CC6DB61=0A=
< B: ~CC6DB61=0A=
< A & B: 1=0A=
< A: CC6DB61=0A=
< B: ~CC6DB61=0A=
< A | B: ~1=0A=
< A: CC6DB61=0A=
< B: ~CC6DB61=0A=
< A ^ B: ~2=0A=
< A: ~CC6DB61=0A=
< B: ~CC6DB61=0A=
< A & B: ~CC6DB61=0A=
< A: ~CC6DB61=0A=
< B: ~CC6DB61=0A=
< A | B: ~CC6DB61=0A=
< A: ~CC6DB61=0A=
< B: ~CC6DB61=0A=
< A ^ B: 0=0A=
< A: CC6DB61=0A=
< B: 198DB6C2=0A=
< A & B: 8849240=0A=
< A: CC6DB61=0A=
< B: 198DB6C2=0A=
< A | B: 1DCFFFE3=0A=
< A: CC6DB61=0A=
< B: 198DB6C2=0A=
< A ^ B: 154B6DA3=0A=
< A: ~CC6DB61=0A=
< B: 198DB6C2=0A=
< A & B: 11092482=0A=
< A: ~CC6DB61=0A=
< B: 198DB6C2=0A=
< A | B: ~4424921=0A=
< A: ~CC6DB61=0A=
< B: 198DB6C2=0A=
< A ^ B: ~154B6DA3=0A=
< A: CC6DB61=0A=
< B: ~198DB6C2=0A=
< A & B: 4424920=0A=
< A: CC6DB61=0A=
< B: ~198DB6C2=0A=
< A | B: ~11092481=0A=
< A: CC6DB61=0A=
< B: ~198DB6C2=0A=
< A ^ B: ~154B6DA1=0A=
< A: ~CC6DB61=0A=
< B: ~198DB6C2=0A=
< A & B: ~1DCFFFE2=0A=
< A: ~CC6DB61=0A=
< B: ~198DB6C2=0A=
< A | B: ~8849241=0A=
< A: ~CC6DB61=0A=
< B: ~198DB6C2=0A=
< A ^ B: 154B6DA1=0A=
< A: CC6DB61=0A=
< B: 8C8B6D2B=0A=
< A & B: C824921=0A=
< A: CC6DB61=0A=
< B: 8C8B6D2B=0A=
< A | B: 8CCFFF6B=0A=
< A: CC6DB61=0A=
< B: 8C8B6D2B=0A=
< A ^ B: 804DB64A=0A=
< A: ~CC6DB61=0A=
< B: 8C8B6D2B=0A=
< A & B: 8009240B=0A=
< A: ~CC6DB61=0A=
< B: 8C8B6D2B=0A=
< A | B: ~449241=0A=
< A: ~CC6DB61=0A=
< B: 8C8B6D2B=0A=
< A ^ B: ~804DB64C=0A=
< A: CC6DB61=0A=
< B: ~8C8B6D2B=0A=
< A & B: 449241=0A=
< A: CC6DB61=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~8009240B=0A=
< A: CC6DB61=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: ~804DB64C=0A=
< A: ~CC6DB61=0A=
< B: ~8C8B6D2B=0A=
< A & B: ~8CCFFF6B=0A=
< A: ~CC6DB61=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~C824921=0A=
< A: ~CC6DB61=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: 804DB64A=0A=
< A: CC6DB61=0A=
< B: 11916DA56=0A=
< A & B: 806DA40=0A=
< A: CC6DB61=0A=
< B: 11916DA56=0A=
< A | B: 11DD6DB77=0A=
< A: CC6DB61=0A=
< B: 11916DA56=0A=
< A ^ B: 115D00137=0A=
< A: ~CC6DB61=0A=
< B: 11916DA56=0A=
< A & B: 111100016=0A=
< A: ~CC6DB61=0A=
< B: 11916DA56=0A=
< A | B: ~4C00121=0A=
< A: ~CC6DB61=0A=
< B: 11916DA56=0A=
< A ^ B: ~115D00137=0A=
< A: CC6DB61=0A=
< B: ~11916DA56=0A=
< A & B: 4C00120=0A=
< A: CC6DB61=0A=
< B: ~11916DA56=0A=
< A | B: ~111100015=0A=
< A: CC6DB61=0A=
< B: ~11916DA56=0A=
< A ^ B: ~115D00135=0A=
< A: ~CC6DB61=0A=
< B: ~11916DA56=0A=
< A & B: ~11DD6DB76=0A=
< A: ~CC6DB61=0A=
< B: ~11916DA56=0A=
< A | B: ~806DA41=0A=
< A: ~CC6DB61=0A=
< B: ~11916DA56=0A=
< A ^ B: 115D00135=0A=
< A: CC6DB61=0A=
< ! A: ~CC6DB62=0A=
< A: ~CC6DB61=0A=
< ! A: CC6DB60=0A=
< A: ~CC6DB61=0A=
< A ~>> 0: ~CC6DB61=0A=
< A: ~CC6DB61=0A=
< A ~>> 1: ~6636DB1=0A=
< A: ~CC6DB61=0A=
< A ~>> 2: ~331B6D9=0A=
< A: ~CC6DB61=0A=
< A ~>> F: ~198E=0A=
< A: ~CC6DB61=0A=
< A ~>> 10: ~CC7=0A=
< A: ~CC6DB61=0A=
< A ~>> 11: ~664=0A=
< A: ~CC6DB61=0A=
< A ~>> 12: ~332=0A=
< A: ~CC6DB61=0A=
< A << 0: ~CC6DB61=0A=
< A: ~CC6DB61=0A=
< A << 1: ~198DB6C2=0A=
< A: ~CC6DB61=0A=
< A << 2: ~331B6D84=0A=
< A: ~CC6DB61=0A=
< A << F: ~6636DB08000=0A=
< A: ~CC6DB61=0A=
< A << 10: ~CC6DB610000=0A=
< A: ~CC6DB61=0A=
< A << 11: ~198DB6C20000=0A=
< A: ~CC6DB61=0A=
< A << 12: ~331B6D840000=0A=
< A: 8C8B6D2B=0A=
< B: 8C8B6D2B=0A=
< A & B: 8C8B6D2B=0A=
< A: 8C8B6D2B=0A=
< B: 8C8B6D2B=0A=
< A | B: 8C8B6D2B=0A=
< A: 8C8B6D2B=0A=
< B: 8C8B6D2B=0A=
< A ^ B: 0=0A=
< A: ~8C8B6D2B=0A=
< B: 8C8B6D2B=0A=
< A & B: 1=0A=
< A: ~8C8B6D2B=0A=
< B: 8C8B6D2B=0A=
< A | B: ~1=0A=
< A: ~8C8B6D2B=0A=
< B: 8C8B6D2B=0A=
< A ^ B: ~2=0A=
< A: 8C8B6D2B=0A=
< B: ~8C8B6D2B=0A=
< A & B: 1=0A=
< A: 8C8B6D2B=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~1=0A=
< A: 8C8B6D2B=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: ~2=0A=
< A: ~8C8B6D2B=0A=
< B: ~8C8B6D2B=0A=
< A & B: ~8C8B6D2B=0A=
< A: ~8C8B6D2B=0A=
< B: ~8C8B6D2B=0A=
< A | B: ~8C8B6D2B=0A=
< A: ~8C8B6D2B=0A=
< B: ~8C8B6D2B=0A=
< A ^ B: 0=0A=
< A: 8C8B6D2B=0A=
< B: 11916DA56=0A=
< A & B: 8024802=0A=
< A: 8C8B6D2B=0A=
< B: 11916DA56=0A=
< A | B: 19D9FFF7F=0A=
< A: 8C8B6D2B=0A=
< B: 11916DA56=0A=
< A ^ B: 1959DB77D=0A=
< A: ~8C8B6D2B=0A=
< B: 11916DA56=0A=
< A & B: 111149254=0A=
< A: ~8C8B6D2B=0A=
< B: 11916DA56=0A=
< A | B: ~84892529=0A=
< A: ~8C8B6D2B=0A=
< B: 11916DA56=0A=
< A ^ B: ~1959DB77D=0A=
< A: 8C8B6D2B=0A=
< B: ~11916DA56=0A=
< A & B: 8489252A=0A=
< A: 8C8B6D2B=0A=
< B: ~11916DA56=0A=
< A | B: ~111149255=0A=
< A: 8C8B6D2B=0A=
< B: ~11916DA56=0A=
< A ^ B: ~1959DB77F=0A=
< A: ~8C8B6D2B=0A=
< B: ~11916DA56=0A=
< A & B: ~19D9FFF80=0A=
< A: ~8C8B6D2B=0A=
< B: ~11916DA56=0A=
< A | B: ~8024801=0A=
< A: ~8C8B6D2B=0A=
< B: ~11916DA56=0A=
< A ^ B: 1959DB77F=0A=
< A: 8C8B6D2B=0A=
< B: 609FDB0D9=0A=
< A & B: 8892009=0A=
< A: 8C8B6D2B=0A=
< B: 609FDB0D9=0A=
< A | B: 68DFFFDFB=0A=
< A: 8C8B6D2B=0A=
< B: 609FDB0D9=0A=
< A ^ B: 68576DDF2=0A=
< A: ~8C8B6D2B=0A=
< B: 609FDB0D9=0A=
< A & B: 6017490D1=0A=
< A: ~8C8B6D2B=0A=
< B: 609FDB0D9=0A=
< A | B: ~84024D23=0A=
< A: ~8C8B6D2B=0A=
< B: 609FDB0D9=0A=
< A ^ B: ~68576DDF4=0A=
< A: 8C8B6D2B=0A=
< B: ~609FDB0D9=0A=
< A & B: 84024D23=0A=
< A: 8C8B6D2B=0A=
< B: ~609FDB0D9=0A=
< A | B: ~6017490D1=0A=
< A: 8C8B6D2B=0A=
< B: ~609FDB0D9=0A=
< A ^ B: ~68576DDF4=0A=
< A: ~8C8B6D2B=0A=
< B: ~609FDB0D9=0A=
< A & B: ~68DFFFDFB=0A=
< A: ~8C8B6D2B=0A=
< B: ~609FDB0D9=0A=
< A | B: ~8892009=0A=
< A: ~8C8B6D2B=0A=
< B: ~609FDB0D9=0A=
< A ^ B: 68576DDF2=0A=
< A: 8C8B6D2B=0A=
< B: C13FB61B2=0A=
< A & B: 8B6122=0A=
< A: 8C8B6D2B=0A=
< B: C13FB61B2=0A=
< A | B: C9FFB6DBB=0A=
< A: 8C8B6D2B=0A=
< B: C13FB61B2=0A=
< A ^ B: C9F700C99=0A=
< A: ~8C8B6D2B=0A=
< B: C13FB61B2=0A=
< A & B: C13700090=0A=
< A: ~8C8B6D2B=0A=
< B: C13FB61B2=0A=
< A | B: ~8C000C09=0A=
< A: ~8C8B6D2B=0A=
< B: C13FB61B2=0A=
< A ^ B: ~C9F700C99=0A=
< A: 8C8B6D2B=0A=
< B: ~C13FB61B2=0A=
< A & B: 8C000C0A=0A=
< A: 8C8B6D2B=0A=
< B: ~C13FB61B2=0A=
< A | B: ~C13700091=0A=
< A: 8C8B6D2B=0A=
< B: ~C13FB61B2=0A=
< A ^ B: ~C9F700C9B=0A=
< A: ~8C8B6D2B=0A=
< B: ~C13FB61B2=0A=
< A & B: ~C9FFB6DBC=0A=
< A: ~8C8B6D2B=0A=
< B: ~C13FB61B2=0A=
< A | B: ~8B6121=0A=
< A: ~8C8B6D2B=0A=
< B: ~C13FB61B2=0A=
< A ^ B: C9F700C9B=0A=
< A: 8C8B6D2B=0A=
< ! A: ~8C8B6D2C=0A=
< A: ~8C8B6D2B=0A=
< ! A: 8C8B6D2A=0A=
< A: ~8C8B6D2B=0A=
< A ~>> 0: ~8C8B6D2B=0A=
< A: ~8C8B6D2B=0A=
< A ~>> 1: ~4645B696=0A=
< A: ~8C8B6D2B=0A=
< A ~>> 2: ~2322DB4B=0A=
< A: ~8C8B6D2B=0A=
< A ~>> F: ~11917=0A=
< A: ~8C8B6D2B=0A=
< A ~>> 10: ~8C8C=0A=
< A: ~8C8B6D2B=0A=
< A ~>> 11: ~4646=0A=
< A: ~8C8B6D2B=0A=
< A ~>> 12: ~2323=0A=
< A: ~8C8B6D2B=0A=
< A << 0: ~8C8B6D2B=0A=
< A: ~8C8B6D2B=0A=
< A << 1: ~11916DA56=0A=
< A: ~8C8B6D2B=0A=
< A << 2: ~2322DB4AC=0A=
< A: ~8C8B6D2B=0A=
< A << F: ~4645B6958000=0A=
< A: ~8C8B6D2B=0A=
< A << 10: ~8C8B6D2B0000=0A=
< A: ~8C8B6D2B=0A=
< A << 11: ~11916DA560000=0A=
< A: ~8C8B6D2B=0A=
< A << 12: ~2322DB4AC0000=0A=
< A: 609FDB0D9=0A=
< B: 609FDB0D9=0A=
< A & B: 609FDB0D9=0A=
< A: 609FDB0D9=0A=
< B: 609FDB0D9=0A=
< A | B: 609FDB0D9=0A=
< A: 609FDB0D9=0A=
< B: 609FDB0D9=0A=
< A ^ B: 0=0A=
< A: ~609FDB0D9=0A=
< B: 609FDB0D9=0A=
< A & B: 1=0A=
< A: ~609FDB0D9=0A=
< B: 609FDB0D9=0A=
< A | B: ~1=0A=
< A: ~609FDB0D9=0A=
< B: 609FDB0D9=0A=
< A ^ B: ~2=0A=
< A: 609FDB0D9=0A=
< B: ~609FDB0D9=0A=
< A & B: 1=0A=
< A: 609FDB0D9=0A=
< B: ~609FDB0D9=0A=
< A | B: ~1=0A=
< A: 609FDB0D9=0A=
< B: ~609FDB0D9=0A=
< A ^ B: ~2=0A=
< A: ~609FDB0D9=0A=
< B: ~609FDB0D9=0A=
< A & B: ~609FDB0D9=0A=
< A: ~609FDB0D9=0A=
< B: ~609FDB0D9=0A=
< A | B: ~609FDB0D9=0A=
< A: ~609FDB0D9=0A=
< B: ~609FDB0D9=0A=
< A ^ B: 0=0A=
< A: 609FDB0D9=0A=
< B: C13FB61B2=0A=
< A & B: 401F92090=0A=
< A: 609FDB0D9=0A=
< B: C13FB61B2=0A=
< A | B: E1BFFF1FB=0A=
< A: 609FDB0D9=0A=
< B: C13FB61B2=0A=
< A ^ B: A1A06D16B=0A=
< A: ~609FDB0D9=0A=
< B: C13FB61B2=0A=
< A & B: 812024122=0A=
< A: ~609FDB0D9=0A=
< B: C13FB61B2=0A=
< A | B: ~208049049=0A=
< A: ~609FDB0D9=0A=
< B: C13FB61B2=0A=
< A ^ B: ~A1A06D16B=0A=
< A: 609FDB0D9=0A=
< B: ~C13FB61B2=0A=
< A & B: 208049048=0A=
< A: 609FDB0D9=0A=
< B: ~C13FB61B2=0A=
< A | B: ~812024121=0A=
< A: 609FDB0D9=0A=
< B: ~C13FB61B2=0A=
< A ^ B: ~A1A06D169=0A=
< A: ~609FDB0D9=0A=
< B: ~C13FB61B2=0A=
< A & B: ~E1BFFF1FA=0A=
< A: ~609FDB0D9=0A=
< B: ~C13FB61B2=0A=
< A | B: ~401F92091=0A=
< A: ~609FDB0D9=0A=
< B: ~C13FB61B2=0A=
< A ^ B: A1A06D169=0A=
< A: 609FDB0D9=0A=
< B: 426DE69953=0A=
< A & B: 209E49051=0A=
< A: 609FDB0D9=0A=
< B: 426DE69953=0A=
< A | B: 466DFFB9DB=0A=
< A: 609FDB0D9=0A=
< B: 426DE69953=0A=
< A ^ B: 44641B298A=0A=
< A: ~609FDB0D9=0A=
< B: 426DE69953=0A=
< A & B: 4064020903=0A=
< A: ~609FDB0D9=0A=
< B: 426DE69953=0A=
< A | B: ~400192089=0A=
< A: ~609FDB0D9=0A=
< B: 426DE69953=0A=
< A ^ B: ~44641B298C=0A=
< A: 609FDB0D9=0A=
< B: ~426DE69953=0A=
< A & B: 400192089=0A=
< A: 609FDB0D9=0A=
< B: ~426DE69953=0A=
< A | B: ~4064020903=0A=
< A: 609FDB0D9=0A=
< B: ~426DE69953=0A=
< A ^ B: ~44641B298C=0A=
< A: ~609FDB0D9=0A=
< B: ~426DE69953=0A=
< A & B: ~466DFFB9DB=0A=
< A: ~609FDB0D9=0A=
< B: ~426DE69953=0A=
< A | B: ~209E49051=0A=
< A: ~609FDB0D9=0A=
< B: ~426DE69953=0A=
< A ^ B: 44641B298A=0A=
< A: 609FDB0D9=0A=
< B: 84DBCD32A6=0A=
< A & B: 409CD3080=0A=
< A: 609FDB0D9=0A=
< B: 84DBCD32A6=0A=
< A | B: 86DBFDB2FF=0A=
< A: 609FDB0D9=0A=
< B: 84DBCD32A6=0A=
< A ^ B: 82D230827F=0A=
< A: ~609FDB0D9=0A=
< B: 84DBCD32A6=0A=
< A & B: 80D2000226=0A=
< A: ~609FDB0D9=0A=
< B: 84DBCD32A6=0A=
< A | B: ~200308059=0A=
< A: ~609FDB0D9=0A=
< B: 84DBCD32A6=0A=
< A ^ B: ~82D230827F=0A=
< A: 609FDB0D9=0A=
< B: ~84DBCD32A6=0A=
< A & B: 200308058=0A=
< A: 609FDB0D9=0A=
< B: ~84DBCD32A6=0A=
< A | B: ~80D2000225=0A=
< A: 609FDB0D9=0A=
< B: ~84DBCD32A6=0A=
< A ^ B: ~82D230827D=0A=
< A: ~609FDB0D9=0A=
< B: ~84DBCD32A6=0A=
< A & B: ~86DBFDB2FE=0A=
< A: ~609FDB0D9=0A=
< B: ~84DBCD32A6=0A=
< A | B: ~409CD3081=0A=
< A: ~609FDB0D9=0A=
< B: ~84DBCD32A6=0A=
< A ^ B: 82D230827D=0A=
< A: 609FDB0D9=0A=
< ! A: ~609FDB0DA=0A=
< A: ~609FDB0D9=0A=
< ! A: 609FDB0D8=0A=
< A: ~609FDB0D9=0A=
< A ~>> 0: ~609FDB0D9=0A=
< A: ~609FDB0D9=0A=
< A ~>> 1: ~304FED86D=0A=
< A: ~609FDB0D9=0A=
< A ~>> 2: ~1827F6C37=0A=
< A: ~609FDB0D9=0A=
< A ~>> F: ~C13FC=0A=
< A: ~609FDB0D9=0A=
< A ~>> 10: ~609FE=0A=
< A: ~609FDB0D9=0A=
< A ~>> 11: ~304FF=0A=
< A: ~609FDB0D9=0A=
< A ~>> 12: ~18280=0A=
< A: ~609FDB0D9=0A=
< A << 0: ~609FDB0D9=0A=
< A: ~609FDB0D9=0A=
< A << 1: ~C13FB61B2=0A=
< A: ~609FDB0D9=0A=
< A << 2: ~1827F6C364=0A=
< A: ~609FDB0D9=0A=
< A << F: ~304FED86C8000=0A=
< A: ~609FDB0D9=0A=
< A << 10: ~609FDB0D90000=0A=
< A: ~609FDB0D9=0A=
< A << 11: ~C13FB61B20000=0A=
< A: ~609FDB0D9=0A=
< A << 12: ~1827F6C3640000=0A=
< A: 198DB6C2=0A=
< B: 198DB6C2=0A=
< A & B: 198DB6C2=0A=
< A: 198DB6C2=0A=
< B: 198DB6C2=0A=
< A | B: 198DB6C2=0A=
< A: 198DB6C2=0A=
< B: 198DB6C2=0A=
< A ^ B: 0=0A=
< A: ~198DB6C2=0A=
< B: 198DB6C2=0A=
< A & B: 2=0A=
< A: ~198DB6C2=0A=
< B: 198DB6C2=0A=
< A | B: ~2=0A=
< A: ~198DB6C2=0A=
< B: 198DB6C2=0A=
< A ^ B: ~4=0A=
< A: 198DB6C2=0A=
< B: ~198DB6C2=0A=
< A & B: 2=0A=
< A: 198DB6C2=0A=
< B: ~198DB6C2=0A=
< A | B: ~2=0A=
< A: 198DB6C2=0A=
< B: ~198DB6C2=0A=
< A ^ B: ~4=0A=
< A: ~198DB6C2=0A=
< B: ~198DB6C2=0A=
< A & B: ~198DB6C2=0A=
< A: ~198DB6C2=0A=
< B: ~198DB6C2=0A=
< A | B: ~198DB6C2=0A=
< A: ~198DB6C2=0A=
< B: ~198DB6C2=0A=
< A ^ B: 0=0A=
< A: 198DB6C2=0A=
< B: 26549223=0A=
< A & B: 49202=0A=
< A: 198DB6C2=0A=
< B: 26549223=0A=
< A | B: 3FDDB6E3=0A=
< A: 198DB6C2=0A=
< B: 26549223=0A=
< A ^ B: 3FD924E1=0A=
< A: ~198DB6C2=0A=
< B: 26549223=0A=
< A & B: 26500022=0A=
< A: ~198DB6C2=0A=
< B: 26549223=0A=
< A | B: ~198924C1=0A=
< A: ~198DB6C2=0A=
< B: 26549223=0A=
< A ^ B: ~3FD924E3=0A=
< A: 198DB6C2=0A=
< B: ~26549223=0A=
< A & B: 198924C0=0A=
< A: 198DB6C2=0A=
< B: ~26549223=0A=
< A | B: ~26500021=0A=
< A: 198DB6C2=0A=
< B: ~26549223=0A=
< A ^ B: ~3FD924E1=0A=
< A: ~198DB6C2=0A=
< B: ~26549223=0A=
< A & B: ~3FDDB6E4=0A=
< A: ~198DB6C2=0A=
< B: ~26549223=0A=
< A | B: ~49201=0A=
< A: ~198DB6C2=0A=
< B: ~26549223=0A=
< A ^ B: 3FD924E3=0A=
< A: 198DB6C2=0A=
< B: 11916DA56=0A=
< A & B: 19049242=0A=
< A: 198DB6C2=0A=
< B: 11916DA56=0A=
< A | B: 1199FFED6=0A=
< A: 198DB6C2=0A=
< B: 11916DA56=0A=
< A ^ B: 1009B6C94=0A=
< A: ~198DB6C2=0A=
< B: 11916DA56=0A=
< A & B: 100124816=0A=
< A: ~198DB6C2=0A=
< B: 11916DA56=0A=
< A | B: ~892482=0A=
< A: ~198DB6C2=0A=
< B: 11916DA56=0A=
< A ^ B: ~1009B6C98=0A=
< A: 198DB6C2=0A=
< B: ~11916DA56=0A=
< A & B: 892482=0A=
< A: 198DB6C2=0A=
< B: ~11916DA56=0A=
< A | B: ~100124816=0A=
< A: 198DB6C2=0A=
< B: ~11916DA56=0A=
< A ^ B: ~1009B6C98=0A=
< A: ~198DB6C2=0A=
< B: ~11916DA56=0A=
< A & B: ~1199FFED6=0A=
< A: ~198DB6C2=0A=
< B: ~11916DA56=0A=
< A | B: ~19049242=0A=
< A: ~198DB6C2=0A=
< B: ~11916DA56=0A=
< A ^ B: 1009B6C94=0A=
< A: 198DB6C2=0A=
< B: 1A5A24781=0A=
< A & B: 1800680=0A=
< A: 198DB6C2=0A=
< B: 1A5A24781=0A=
< A | B: 1BDAFF7C3=0A=
< A: 198DB6C2=0A=
< B: 1A5A24781=0A=
< A ^ B: 1BC2FF143=0A=
< A: ~198DB6C2=0A=
< B: 1A5A24781=0A=
< A & B: 1A4224100=0A=
< A: ~198DB6C2=0A=
< B: 1A5A24781=0A=
< A | B: ~180DB041=0A=
< A: ~198DB6C2=0A=
< B: 1A5A24781=0A=
< A ^ B: ~1BC2FF141=0A=
< A: 198DB6C2=0A=
< B: ~1A5A24781=0A=
< A & B: 180DB042=0A=
< A: 198DB6C2=0A=
< B: ~1A5A24781=0A=
< A | B: ~1A4224101=0A=
< A: 198DB6C2=0A=
< B: ~1A5A24781=0A=
< A ^ B: ~1BC2FF143=0A=
< A: ~198DB6C2=0A=
< B: ~1A5A24781=0A=
< A & B: ~1BDAFF7C2=0A=
< A: ~198DB6C2=0A=
< B: ~1A5A24781=0A=
< A | B: ~1800681=0A=
< A: ~198DB6C2=0A=
< B: ~1A5A24781=0A=
< A ^ B: 1BC2FF141=0A=
< A: 198DB6C2=0A=
< ! A: ~198DB6C3=0A=
< A: ~198DB6C2=0A=
< ! A: 198DB6C1=0A=
< A: ~198DB6C2=0A=
< A ~>> 0: ~198DB6C2=0A=
< A: ~198DB6C2=0A=
< A ~>> 1: ~CC6DB61=0A=
< A: ~198DB6C2=0A=
< A ~>> 2: ~6636DB1=0A=
< A: ~198DB6C2=0A=
< A ~>> F: ~331C=0A=
< A: ~198DB6C2=0A=
< A ~>> 10: ~198E=0A=
< A: ~198DB6C2=0A=
< A ~>> 11: ~CC7=0A=
< A: ~198DB6C2=0A=
< A ~>> 12: ~664=0A=
< A: ~198DB6C2=0A=
< A << 0: ~198DB6C2=0A=
< A: ~198DB6C2=0A=
< A << 1: ~331B6D84=0A=
< A: ~198DB6C2=0A=
< A << 2: ~6636DB08=0A=
< A: ~198DB6C2=0A=
< A << F: ~CC6DB610000=0A=
< A: ~198DB6C2=0A=
< A << 10: ~198DB6C20000=0A=
< A: ~198DB6C2=0A=
< A << 11: ~331B6D840000=0A=
< A: ~198DB6C2=0A=
< A << 12: ~6636DB080000=0A=
< A: 11916DA56=0A=
< B: 11916DA56=0A=
< A & B: 11916DA56=0A=
< A: 11916DA56=0A=
< B: 11916DA56=0A=
< A | B: 11916DA56=0A=
< A: 11916DA56=0A=
< B: 11916DA56=0A=
< A ^ B: 0=0A=
< A: ~11916DA56=0A=
< B: 11916DA56=0A=
< A & B: 2=0A=
< A: ~11916DA56=0A=
< B: 11916DA56=0A=
< A | B: ~2=0A=
< A: ~11916DA56=0A=
< B: 11916DA56=0A=
< A ^ B: ~4=0A=
< A: 11916DA56=0A=
< B: ~11916DA56=0A=
< A & B: 2=0A=
< A: 11916DA56=0A=
< B: ~11916DA56=0A=
< A | B: ~2=0A=
< A: 11916DA56=0A=
< B: ~11916DA56=0A=
< A ^ B: ~4=0A=
< A: ~11916DA56=0A=
< B: ~11916DA56=0A=
< A & B: ~11916DA56=0A=
< A: ~11916DA56=0A=
< B: ~11916DA56=0A=
< A | B: ~11916DA56=0A=
< A: ~11916DA56=0A=
< B: ~11916DA56=0A=
< A ^ B: 0=0A=
< A: 11916DA56=0A=
< B: 1A5A24781=0A=
< A & B: 101024200=0A=
< A: 11916DA56=0A=
< B: 1A5A24781=0A=
< A | B: 1BDB6DFD7=0A=
< A: 11916DA56=0A=
< B: 1A5A24781=0A=
< A ^ B: BCB49DD7=0A=
< A: ~11916DA56=0A=
< B: 1A5A24781=0A=
< A & B: A4A00580=0A=
< A: ~11916DA56=0A=
< B: 1A5A24781=0A=
< A | B: ~18149855=0A=
< A: ~11916DA56=0A=
< B: 1A5A24781=0A=
< A ^ B: ~BCB49DD5=0A=
< A: 11916DA56=0A=
< B: ~1A5A24781=0A=
< A & B: 18149856=0A=
< A: 11916DA56=0A=
< B: ~1A5A24781=0A=
< A | B: ~A4A00581=0A=
< A: 11916DA56=0A=
< B: ~1A5A24781=0A=
< A ^ B: ~BCB49DD7=0A=
< A: ~11916DA56=0A=
< B: ~1A5A24781=0A=
< A & B: ~1BDB6DFD6=0A=
< A: ~11916DA56=0A=
< B: ~1A5A24781=0A=
< A | B: ~101024201=0A=
< A: ~11916DA56=0A=
< B: ~1A5A24781=0A=
< A ^ B: BCB49DD5=0A=
< A: 11916DA56=0A=
< B: C13FB61B2=0A=
< A & B: 11124012=0A=
< A: 11916DA56=0A=
< B: C13FB61B2=0A=
< A | B: D1BFFFBF6=0A=
< A: 11916DA56=0A=
< B: C13FB61B2=0A=
< A ^ B: D0AEDBBE4=0A=
< A: ~11916DA56=0A=
< B: C13FB61B2=0A=
< A & B: C02E921A2=0A=
< A: ~11916DA56=0A=
< B: C13FB61B2=0A=
< A | B: ~108049A46=0A=
< A: ~11916DA56=0A=
< B: C13FB61B2=0A=
< A ^ B: ~D0AEDBBE8=0A=
< A: 11916DA56=0A=
< B: ~C13FB61B2=0A=
< A & B: 108049A46=0A=
< A: 11916DA56=0A=
< B: ~C13FB61B2=0A=
< A | B: ~C02E921A2=0A=
< A: 11916DA56=0A=
< B: ~C13FB61B2=0A=
< A ^ B: ~D0AEDBBE8=0A=
< A: ~11916DA56=0A=
< B: ~C13FB61B2=0A=
< A & B: ~D1BFFFBF6=0A=
< A: ~11916DA56=0A=
< B: ~C13FB61B2=0A=
< A | B: ~11124012=0A=
< A: ~11916DA56=0A=
< B: ~C13FB61B2=0A=
< A ^ B: D0AEDBBE4=0A=
< A: 11916DA56=0A=
< B: 121DF9128B=0A=
< A & B: 19101202=0A=
< A: 11916DA56=0A=
< B: 121DF9128B=0A=
< A | B: 131DFFDADF=0A=
< A: 11916DA56=0A=
< B: 121DF9128B=0A=
< A ^ B: 1304EFC8DD=0A=
< A: ~11916DA56=0A=
< B: 121DF9128B=0A=
< A & B: 1204E9008A=0A=
< A: ~11916DA56=0A=
< B: 121DF9128B=0A=
< A | B: ~10006C855=0A=
< A: ~11916DA56=0A=
< B: 121DF9128B=0A=
< A ^ B: ~1304EFC8DF=0A=
< A: 11916DA56=0A=
< B: ~121DF9128B=0A=
< A & B: 10006C854=0A=
< A: 11916DA56=0A=
< B: ~121DF9128B=0A=
< A | B: ~1204E90089=0A=
< A: 11916DA56=0A=
< B: ~121DF9128B=0A=
< A ^ B: ~1304EFC8DD=0A=
< A: ~11916DA56=0A=
< B: ~121DF9128B=0A=
< A & B: ~131DFFDAE0=0A=
< A: ~11916DA56=0A=
< B: ~121DF9128B=0A=
< A | B: ~19101201=0A=
< A: ~11916DA56=0A=
< B: ~121DF9128B=0A=
< A ^ B: 1304EFC8DF=0A=
< A: 11916DA56=0A=
< ! A: ~11916DA57=0A=
< A: ~11916DA56=0A=
< ! A: 11916DA55=0A=
< A: ~11916DA56=0A=
< A ~>> 0: ~11916DA56=0A=
< A: ~11916DA56=0A=
< A ~>> 1: ~8C8B6D2B=0A=
< A: ~11916DA56=0A=
< A ~>> 2: ~4645B696=0A=
< A: ~11916DA56=0A=
< A ~>> F: ~2322E=0A=
< A: ~11916DA56=0A=
< A ~>> 10: ~11917=0A=
< A: ~11916DA56=0A=
< A ~>> 11: ~8C8C=0A=
< A: ~11916DA56=0A=
< A ~>> 12: ~4646=0A=
< A: ~11916DA56=0A=
< A << 0: ~11916DA56=0A=
< A: ~11916DA56=0A=
< A << 1: ~2322DB4AC=0A=
< A: ~11916DA56=0A=
< A << 2: ~4645B6958=0A=
< A: ~11916DA56=0A=
< A << F: ~8C8B6D2B0000=0A=
< A: ~11916DA56=0A=
< A << 10: ~11916DA560000=0A=
< A: ~11916DA56=0A=
< A << 11: ~2322DB4AC0000=0A=
< A: ~11916DA56=0A=
< A << 12: ~4645B69580000=0A=
< A: C13FB61B2=0A=
< B: C13FB61B2=0A=
< A & B: C13FB61B2=0A=
< A: C13FB61B2=0A=
< B: C13FB61B2=0A=
< A | B: C13FB61B2=0A=
< A: C13FB61B2=0A=
< B: C13FB61B2=0A=
< A ^ B: 0=0A=
< A: ~C13FB61B2=0A=
< B: C13FB61B2=0A=
< A & B: 2=0A=
< A: ~C13FB61B2=0A=
< B: C13FB61B2=0A=
< A | B: ~2=0A=
< A: ~C13FB61B2=0A=
< B: C13FB61B2=0A=
< A ^ B: ~4=0A=
< A: C13FB61B2=0A=
< B: ~C13FB61B2=0A=
< A & B: 2=0A=
< A: C13FB61B2=0A=
< B: ~C13FB61B2=0A=
< A | B: ~2=0A=
< A: C13FB61B2=0A=
< B: ~C13FB61B2=0A=
< A ^ B: ~4=0A=
< A: ~C13FB61B2=0A=
< B: ~C13FB61B2=0A=
< A & B: ~C13FB61B2=0A=
< A: ~C13FB61B2=0A=
< B: ~C13FB61B2=0A=
< A | B: ~C13FB61B2=0A=
< A: ~C13FB61B2=0A=
< B: ~C13FB61B2=0A=
< A ^ B: 0=0A=
< A: C13FB61B2=0A=
< B: 121DF9128B=0A=
< A & B: 11F90082=0A=
< A: C13FB61B2=0A=
< B: 121DF9128B=0A=
< A | B: 1E1FFB73BB=0A=
< A: C13FB61B2=0A=
< B: 121DF9128B=0A=
< A ^ B: 1E0E027339=0A=
< A: ~C13FB61B2=0A=
< B: 121DF9128B=0A=
< A & B: 120C00120A=0A=
< A: ~C13FB61B2=0A=
< B: 121DF9128B=0A=
< A | B: ~C02026131=0A=
< A: ~C13FB61B2=0A=
< B: 121DF9128B=0A=
< A ^ B: ~1E0E02733B=0A=
< A: C13FB61B2=0A=
< B: ~121DF9128B=0A=
< A & B: C02026130=0A=
< A: C13FB61B2=0A=
< B: ~121DF9128B=0A=
< A | B: ~120C001209=0A=
< A: C13FB61B2=0A=
< B: ~121DF9128B=0A=
< A ^ B: ~1E0E027339=0A=
< A: ~C13FB61B2=0A=
< B: ~121DF9128B=0A=
< A & B: ~1E1FFB73BC=0A=
< A: ~C13FB61B2=0A=
< B: ~121DF9128B=0A=
< A | B: ~11F90081=0A=
< A: ~C13FB61B2=0A=
< B: ~121DF9128B=0A=
< A ^ B: 1E0E02733B=0A=
< A: C13FB61B2=0A=
< B: 84DBCD32A6=0A=
< A & B: 413C920A2=0A=
< A: C13FB61B2=0A=
< B: 84DBCD32A6=0A=
< A | B: 8CDBFF73B6=0A=
< A: C13FB61B2=0A=
< B: 84DBCD32A6=0A=
< A ^ B: 88C8365314=0A=
< A: ~C13FB61B2=0A=
< B: 84DBCD32A6=0A=
< A & B: 80C8041206=0A=
< A: ~C13FB61B2=0A=
< B: 84DBCD32A6=0A=
< A | B: ~800324112=0A=
< A: ~C13FB61B2=0A=
< B: 84DBCD32A6=0A=
< A ^ B: ~88C8365318=0A=
< A: C13FB61B2=0A=
< B: ~84DBCD32A6=0A=
< A & B: 800324112=0A=
< A: C13FB61B2=0A=
< B: ~84DBCD32A6=0A=
< A | B: ~80C8041206=0A=
< A: C13FB61B2=0A=
< B: ~84DBCD32A6=0A=
< A ^ B: ~88C8365318=0A=
< A: ~C13FB61B2=0A=
< B: ~84DBCD32A6=0A=
< A & B: ~8CDBFF73B6=0A=
< A: ~C13FB61B2=0A=
< B: ~84DBCD32A6=0A=
< A | B: ~413C920A2=0A=
< A: ~C13FB61B2=0A=
< B: ~84DBCD32A6=0A=
< A ^ B: 88C8365314=0A=
< A: C13FB61B2=0A=
< B: C749B3CBF9=0A=
< A & B: 401B341B0=0A=
< A: C13FB61B2=0A=
< B: C749B3CBF9=0A=
< A | B: CF5BFBEBFB=0A=
< A: C13FB61B2=0A=
< B: C749B3CBF9=0A=
< A ^ B: CB5A48AA4B=0A=
< A: ~C13FB61B2=0A=
< B: C749B3CBF9=0A=
< A & B: C348008A48=0A=
< A: ~C13FB61B2=0A=
< B: C749B3CBF9=0A=
< A | B: ~812482001=0A=
< A: ~C13FB61B2=0A=
< B: C749B3CBF9=0A=
< A ^ B: ~CB5A48AA49=0A=
< A: C13FB61B2=0A=
< B: ~C749B3CBF9=0A=
< A & B: 812482002=0A=
< A: C13FB61B2=0A=
< B: ~C749B3CBF9=0A=
< A | B: ~C348008A49=0A=
< A: C13FB61B2=0A=
< B: ~C749B3CBF9=0A=
< A ^ B: ~CB5A48AA4B=0A=
< A: ~C13FB61B2=0A=
< B: ~C749B3CBF9=0A=
< A & B: ~CF5BFBEBFA=0A=
< A: ~C13FB61B2=0A=
< B: ~C749B3CBF9=0A=
< A | B: ~401B341B1=0A=
< A: ~C13FB61B2=0A=
< B: ~C749B3CBF9=0A=
< A ^ B: CB5A48AA49=0A=
< A: C13FB61B2=0A=
< ! A: ~C13FB61B3=0A=
< A: ~C13FB61B2=0A=
< ! A: C13FB61B1=0A=
< A: ~C13FB61B2=0A=
< A ~>> 0: ~C13FB61B2=0A=
< A: ~C13FB61B2=0A=
< A ~>> 1: ~609FDB0D9=0A=
< A: ~C13FB61B2=0A=
< A ~>> 2: ~304FED86D=0A=
< A: ~C13FB61B2=0A=
< A ~>> F: ~1827F7=0A=
< A: ~C13FB61B2=0A=
< A ~>> 10: ~C13FC=0A=
< A: ~C13FB61B2=0A=
< A ~>> 11: ~609FE=0A=
< A: ~C13FB61B2=0A=
< A ~>> 12: ~304FF=0A=
< A: ~C13FB61B2=0A=
< A << 0: ~C13FB61B2=0A=
< A: ~C13FB61B2=0A=
< A << 1: ~1827F6C364=0A=
< A: ~C13FB61B2=0A=
< A << 2: ~304FED86C8=0A=
< A: ~C13FB61B2=0A=
< A << F: ~609FDB0D90000=0A=
< A: ~C13FB61B2=0A=
< A << 10: ~C13FB61B20000=0A=
< A: ~C13FB61B2=0A=
< A << 11: ~1827F6C3640000=0A=
< A: ~C13FB61B2=0A=
< A << 12: ~304FED86C80000=0A=
< A: 26549223=0A=
< B: 26549223=0A=
< A & B: 26549223=0A=
< A: 26549223=0A=
< B: 26549223=0A=
< A | B: 26549223=0A=
< A: 26549223=0A=
< B: 26549223=0A=
< A ^ B: 0=0A=
< A: ~26549223=0A=
< B: 26549223=0A=
< A & B: 1=0A=
< A: ~26549223=0A=
< B: 26549223=0A=
< A | B: ~1=0A=
< A: ~26549223=0A=
< B: 26549223=0A=
< A ^ B: ~2=0A=
< A: 26549223=0A=
< B: ~26549223=0A=
< A & B: 1=0A=
< A: 26549223=0A=
< B: ~26549223=0A=
< A | B: ~1=0A=
< A: 26549223=0A=
< B: ~26549223=0A=
< A ^ B: ~2=0A=
< A: ~26549223=0A=
< B: ~26549223=0A=
< A & B: ~26549223=0A=
< A: ~26549223=0A=
< B: ~26549223=0A=
< A | B: ~26549223=0A=
< A: ~26549223=0A=
< B: ~26549223=0A=
< A ^ B: 0=0A=
< A: 26549223=0A=
< B: 331B6D84=0A=
< A & B: 22100000=0A=
< A: 26549223=0A=
< B: 331B6D84=0A=
< A | B: 375FFFA7=0A=
< A: 26549223=0A=
< B: 331B6D84=0A=
< A ^ B: 154FFFA7=0A=
< A: ~26549223=0A=
< B: 331B6D84=0A=
< A & B: 110B6D84=0A=
< A: ~26549223=0A=
< B: 331B6D84=0A=
< A | B: ~4449223=0A=
< A: ~26549223=0A=
< B: 331B6D84=0A=
< A ^ B: ~154FFFA7=0A=
< A: 26549223=0A=
< B: ~331B6D84=0A=
< A & B: 4449220=0A=
< A: 26549223=0A=
< B: ~331B6D84=0A=
< A | B: ~110B6D81=0A=
< A: 26549223=0A=
< B: ~331B6D84=0A=
< A ^ B: ~154FFFA1=0A=
< A: ~26549223=0A=
< B: ~331B6D84=0A=
< A & B: ~375FFFA4=0A=
< A: ~26549223=0A=
< B: ~331B6D84=0A=
< A | B: ~22100003=0A=
< A: ~26549223=0A=
< B: ~331B6D84=0A=
< A ^ B: 154FFFA1=0A=
< A: 26549223=0A=
< B: 1A5A24781=0A=
< A & B: 24000201=0A=
< A: 26549223=0A=
< B: 1A5A24781=0A=
< A | B: 1A7F6D7A3=0A=
< A: 26549223=0A=
< B: 1A5A24781=0A=
< A ^ B: 183F6D5A2=0A=
< A: ~26549223=0A=
< B: 1A5A24781=0A=
< A & B: 181A24581=0A=
< A: ~26549223=0A=
< B: 1A5A24781=0A=
< A | B: ~2549023=0A=
< A: ~26549223=0A=
< B: 1A5A24781=0A=
< A ^ B: ~183F6D5A4=0A=
< A: 26549223=0A=
< B: ~1A5A24781=0A=
< A & B: 2549023=0A=
< A: 26549223=0A=
< B: ~1A5A24781=0A=
< A | B: ~181A24581=0A=
< A: 26549223=0A=
< B: ~1A5A24781=0A=
< A ^ B: ~183F6D5A4=0A=
< A: ~26549223=0A=
< B: ~1A5A24781=0A=
< A & B: ~1A7F6D7A3=0A=
< A: ~26549223=0A=
< B: ~1A5A24781=0A=
< A | B: ~24000201=0A=
< A: ~26549223=0A=
< B: ~1A5A24781=0A=
< A ^ B: 183F6D5A2=0A=
< A: 26549223=0A=
< B: 2322DB4AC=0A=
< A & B: 22049020=0A=
< A: 26549223=0A=
< B: 2322DB4AC=0A=
< A | B: 2367DB6AF=0A=
< A: 26549223=0A=
< B: 2322DB4AC=0A=
< A ^ B: 21479268F=0A=
< A: ~26549223=0A=
< B: 2322DB4AC=0A=
< A & B: 21029248C=0A=
< A: ~26549223=0A=
< B: 2322DB4AC=0A=
< A | B: ~4500203=0A=
< A: ~26549223=0A=
< B: 2322DB4AC=0A=
< A ^ B: ~21479268F=0A=
< A: 26549223=0A=
< B: ~2322DB4AC=0A=
< A & B: 4500200=0A=
< A: 26549223=0A=
< B: ~2322DB4AC=0A=
< A | B: ~210292489=0A=
< A: 26549223=0A=
< B: ~2322DB4AC=0A=
< A ^ B: ~214792689=0A=
< A: ~26549223=0A=
< B: ~2322DB4AC=0A=
< A & B: ~2367DB6AC=0A=
< A: ~26549223=0A=
< B: ~2322DB4AC=0A=
< A | B: ~22049023=0A=
< A: ~26549223=0A=
< B: ~2322DB4AC=0A=
< A ^ B: 214792689=0A=
< A: 26549223=0A=
< ! A: ~26549224=0A=
< A: ~26549223=0A=
< ! A: 26549222=0A=
< A: ~26549223=0A=
< A ~>> 0: ~26549223=0A=
< A: ~26549223=0A=
< A ~>> 1: ~132A4912=0A=
< A: ~26549223=0A=
< A ~>> 2: ~9952489=0A=
< A: ~26549223=0A=
< A ~>> F: ~4CAA=0A=
< A: ~26549223=0A=
< A ~>> 10: ~2655=0A=
< A: ~26549223=0A=
< A ~>> 11: ~132B=0A=
< A: ~26549223=0A=
< A ~>> 12: ~996=0A=
< A: ~26549223=0A=
< A << 0: ~26549223=0A=
< A: ~26549223=0A=
< A << 1: ~4CA92446=0A=
< A: ~26549223=0A=
< A << 2: ~9952488C=0A=
< A: ~26549223=0A=
< A << F: ~132A49118000=0A=
< A: ~26549223=0A=
< A << 10: ~265492230000=0A=
< A: ~26549223=0A=
< A << 11: ~4CA924460000=0A=
< A: ~26549223=0A=
< A << 12: ~9952488C0000=0A=
< A: 1A5A24781=0A=
< B: 1A5A24781=0A=
< A & B: 1A5A24781=0A=
< A: 1A5A24781=0A=
< B: 1A5A24781=0A=
< A | B: 1A5A24781=0A=
< A: 1A5A24781=0A=
< B: 1A5A24781=0A=
< A ^ B: 0=0A=
< A: ~1A5A24781=0A=
< B: 1A5A24781=0A=
< A & B: 1=0A=
< A: ~1A5A24781=0A=
< B: 1A5A24781=0A=
< A | B: ~1=0A=
< A: ~1A5A24781=0A=
< B: 1A5A24781=0A=
< A ^ B: ~2=0A=
< A: 1A5A24781=0A=
< B: ~1A5A24781=0A=
< A & B: 1=0A=
< A: 1A5A24781=0A=
< B: ~1A5A24781=0A=
< A | B: ~1=0A=
< A: 1A5A24781=0A=
< B: ~1A5A24781=0A=
< A ^ B: ~2=0A=
< A: ~1A5A24781=0A=
< B: ~1A5A24781=0A=
< A & B: ~1A5A24781=0A=
< A: ~1A5A24781=0A=
< B: ~1A5A24781=0A=
< A | B: ~1A5A24781=0A=
< A: ~1A5A24781=0A=
< B: ~1A5A24781=0A=
< A ^ B: 0=0A=
< A: 1A5A24781=0A=
< B: 2322DB4AC=0A=
< A & B: 20200480=0A=
< A: 1A5A24781=0A=
< B: 2322DB4AC=0A=
< A | B: 3B7AFF7AD=0A=
< A: 1A5A24781=0A=
< B: 2322DB4AC=0A=
< A ^ B: 3978FF32D=0A=
< A: ~1A5A24781=0A=
< B: 2322DB4AC=0A=
< A & B: 2120DB02C=0A=
< A: ~1A5A24781=0A=
< B: 2322DB4AC=0A=
< A | B: ~185824301=0A=
< A: ~1A5A24781=0A=
< B: 2322DB4AC=0A=
< A ^ B: ~3978FF32D=0A=
< A: 1A5A24781=0A=
< B: ~2322DB4AC=0A=
< A & B: 185824300=0A=
< A: 1A5A24781=0A=
< B: ~2322DB4AC=0A=
< A | B: ~2120DB02B=0A=
< A: 1A5A24781=0A=
< B: ~2322DB4AC=0A=
< A ^ B: ~3978FF32B=0A=
< A: ~1A5A24781=0A=
< B: ~2322DB4AC=0A=
< A & B: ~3B7AFF7AC=0A=
< A: ~1A5A24781=0A=
< B: ~2322DB4AC=0A=
< A | B: ~20200481=0A=
< A: ~1A5A24781=0A=
< B: ~2322DB4AC=0A=
< A ^ B: 3978FF32B=0A=
< A: 1A5A24781=0A=
< B: 121DF9128B=0A=
< A & B: 5A00281=0A=
< A: 1A5A24781=0A=
< B: 121DF9128B=0A=
< A | B: 13BDFB578B=0A=
< A: 1A5A24781=0A=
< B: 121DF9128B=0A=
< A ^ B: 13B85B550A=0A=
< A: ~1A5A24781=0A=
< B: 121DF9128B=0A=
< A & B: 121859100B=0A=
< A: ~1A5A24781=0A=
< B: 121DF9128B=0A=
< A | B: ~1A0024501=0A=
< A: ~1A5A24781=0A=
< B: 121DF9128B=0A=
< A ^ B: ~13B85B550C=0A=
< A: 1A5A24781=0A=
< B: ~121DF9128B=0A=
< A & B: 1A0024501=0A=
< A: 1A5A24781=0A=
< B: ~121DF9128B=0A=
< A | B: ~121859100B=0A=
< A: 1A5A24781=0A=
< B: ~121DF9128B=0A=
< A ^ B: ~13B85B550C=0A=
< A: ~1A5A24781=0A=
< B: ~121DF9128B=0A=
< A & B: ~13BDFB578B=0A=
< A: ~1A5A24781=0A=
< B: ~121DF9128B=0A=
< A | B: ~5A00281=0A=
< A: ~1A5A24781=0A=
< B: ~121DF9128B=0A=
< A ^ B: 13B85B550A=0A=
< A: 1A5A24781=0A=
< B: 1827F6C364=0A=
< A & B: 25A24300=0A=
< A: 1A5A24781=0A=
< B: 1827F6C364=0A=
< A | B: 19A7F6C7E5=0A=
< A: 1A5A24781=0A=
< B: 1827F6C364=0A=
< A ^ B: 19825484E5=0A=
< A: ~1A5A24781=0A=
< B: 1827F6C364=0A=
< A & B: 1802548064=0A=
< A: ~1A5A24781=0A=
< B: 1827F6C364=0A=
< A | B: ~180000481=0A=
< A: ~1A5A24781=0A=
< B: 1827F6C364=0A=
< A ^ B: ~19825484E5=0A=
< A: 1A5A24781=0A=
< B: ~1827F6C364=0A=
< A & B: 180000480=0A=
< A: 1A5A24781=0A=
< B: ~1827F6C364=0A=
< A | B: ~1802548063=0A=
< A: 1A5A24781=0A=
< B: ~1827F6C364=0A=
< A ^ B: ~19825484E3=0A=
< A: ~1A5A24781=0A=
< B: ~1827F6C364=0A=
< A & B: ~19A7F6C7E4=0A=
< A: ~1A5A24781=0A=
< B: ~1827F6C364=0A=
< A | B: ~25A24301=0A=
< A: ~1A5A24781=0A=
< B: ~1827F6C364=0A=
< A ^ B: 19825484E3=0A=
< A: 1A5A24781=0A=
< ! A: ~1A5A24782=0A=
< A: ~1A5A24781=0A=
< ! A: 1A5A24780=0A=
< A: ~1A5A24781=0A=
< A ~>> 0: ~1A5A24781=0A=
< A: ~1A5A24781=0A=
< A ~>> 1: ~D2D123C1=0A=
< A: ~1A5A24781=0A=
< A ~>> 2: ~696891E1=0A=
< A: ~1A5A24781=0A=
< A ~>> F: ~34B45=0A=
< A: ~1A5A24781=0A=
< A ~>> 10: ~1A5A3=0A=
< A: ~1A5A24781=0A=
< A ~>> 11: ~D2D2=0A=
< A: ~1A5A24781=0A=
< A ~>> 12: ~6969=0A=
< A: ~1A5A24781=0A=
< A << 0: ~1A5A24781=0A=
< A: ~1A5A24781=0A=
< A << 1: ~34B448F02=0A=
< A: ~1A5A24781=0A=
< A << 2: ~696891E04=0A=
< A: ~1A5A24781=0A=
< A << F: ~D2D123C08000=0A=
< A: ~1A5A24781=0A=
< A << 10: ~1A5A247810000=0A=
< A: ~1A5A24781=0A=
< A << 11: ~34B448F020000=0A=
< A: ~1A5A24781=0A=
< A << 12: ~696891E040000=0A=
< A: 121DF9128B=0A=
< B: 121DF9128B=0A=
< A & B: 121DF9128B=0A=
< A: 121DF9128B=0A=
< B: 121DF9128B=0A=
< A | B: 121DF9128B=0A=
< A: 121DF9128B=0A=
< B: 121DF9128B=0A=
< A ^ B: 0=0A=
< A: ~121DF9128B=0A=
< B: 121DF9128B=0A=
< A & B: 1=0A=
< A: ~121DF9128B=0A=
< B: 121DF9128B=0A=
< A | B: ~1=0A=
< A: ~121DF9128B=0A=
< B: 121DF9128B=0A=
< A ^ B: ~2=0A=
< A: 121DF9128B=0A=
< B: ~121DF9128B=0A=
< A & B: 1=0A=
< A: 121DF9128B=0A=
< B: ~121DF9128B=0A=
< A | B: ~1=0A=
< A: 121DF9128B=0A=
< B: ~121DF9128B=0A=
< A ^ B: ~2=0A=
< A: ~121DF9128B=0A=
< B: ~121DF9128B=0A=
< A & B: ~121DF9128B=0A=
< A: ~121DF9128B=0A=
< B: ~121DF9128B=0A=
< A | B: ~121DF9128B=0A=
< A: ~121DF9128B=0A=
< B: ~121DF9128B=0A=
< A ^ B: 0=0A=
< A: 121DF9128B=0A=
< B: 1827F6C364=0A=
< A & B: 1005F00200=0A=
< A: 121DF9128B=0A=
< B: 1827F6C364=0A=
< A | B: 1A3FFFD3EF=0A=
< A: 121DF9128B=0A=
< B: 1827F6C364=0A=
< A ^ B: A3A0FD1EF=0A=
< A: ~121DF9128B=0A=
< B: 1827F6C364=0A=
< A & B: 82206C164=0A=
< A: ~121DF9128B=0A=
< B: 1827F6C364=0A=
< A | B: ~21809108B=0A=
< A: ~121DF9128B=0A=
< B: 1827F6C364=0A=
< A ^ B: ~A3A0FD1EF=0A=
< A: 121DF9128B=0A=
< B: ~1827F6C364=0A=
< A & B: 218091088=0A=
< A: 121DF9128B=0A=
< B: ~1827F6C364=0A=
< A | B: ~82206C161=0A=
< A: 121DF9128B=0A=
< B: ~1827F6C364=0A=
< A ^ B: ~A3A0FD1E9=0A=
< A: ~121DF9128B=0A=
< B: ~1827F6C364=0A=
< A & B: ~1A3FFFD3EC=0A=
< A: ~121DF9128B=0A=
< B: ~1827F6C364=0A=
< A | B: ~1005F00203=0A=
< A: ~121DF9128B=0A=
< B: ~1827F6C364=0A=
< A ^ B: A3A0FD1E9=0A=
< A: 121DF9128B=0A=
< B: C749B3CBF9=0A=
< A & B: 209B10289=0A=
< A: 121DF9128B=0A=
< B: C749B3CBF9=0A=
< A | B: D75DFBDBFB=0A=
< A: 121DF9128B=0A=
< B: C749B3CBF9=0A=
< A ^ B: D5544AD972=0A=
< A: ~121DF9128B=0A=
< B: C749B3CBF9=0A=
< A & B: C54002C971=0A=
< A: ~121DF9128B=0A=
< B: C749B3CBF9=0A=
< A | B: ~1014481003=0A=
< A: ~121DF9128B=0A=
< B: C749B3CBF9=0A=
< A ^ B: ~D5544AD974=0A=
< A: 121DF9128B=0A=
< B: ~C749B3CBF9=0A=
< A & B: 1014481003=0A=
< A: 121DF9128B=0A=
< B: ~C749B3CBF9=0A=
< A | B: ~C54002C971=0A=
< A: 121DF9128B=0A=
< B: ~C749B3CBF9=0A=
< A ^ B: ~D5544AD974=0A=
< A: ~121DF9128B=0A=
< B: ~C749B3CBF9=0A=
< A & B: ~D75DFBDBFB=0A=
< A: ~121DF9128B=0A=
< B: ~C749B3CBF9=0A=
< A | B: ~209B10289=0A=
< A: ~121DF9128B=0A=
< B: ~C749B3CBF9=0A=
< A ^ B: D5544AD972=0A=
< A: 121DF9128B=0A=
< B: 109B79A654C=0A=
< A & B: 15980008=0A=
< A: 121DF9128B=0A=
< B: 109B79A654C=0A=
< A | B: 11BBFFB77CF=0A=
< A: 121DF9128B=0A=
< B: 109B79A654C=0A=
< A ^ B: 11BAA6377C7=0A=
< A: ~121DF9128B=0A=
< B: 109B79A654C=0A=
< A & B: 109A2026544=0A=
< A: ~121DF9128B=0A=
< B: 109B79A654C=0A=
< A | B: ~1208611283=0A=
< A: ~121DF9128B=0A=
< B: 109B79A654C=0A=
< A ^ B: ~11BAA6377C7=0A=
< A: 121DF9128B=0A=
< B: ~109B79A654C=0A=
< A & B: 1208611280=0A=
< A: 121DF9128B=0A=
< B: ~109B79A654C=0A=
< A | B: ~109A2026541=0A=
< A: 121DF9128B=0A=
< B: ~109B79A654C=0A=
< A ^ B: ~11BAA6377C1=0A=
< A: ~121DF9128B=0A=
< B: ~109B79A654C=0A=
< A & B: ~11BBFFB77CC=0A=
< A: ~121DF9128B=0A=
< B: ~109B79A654C=0A=
< A | B: ~1598000B=0A=
< A: ~121DF9128B=0A=
< B: ~109B79A654C=0A=
< A ^ B: 11BAA6377C1=0A=
< A: 121DF9128B=0A=
< ! A: ~121DF9128C=0A=
< A: ~121DF9128B=0A=
< ! A: 121DF9128A=0A=
< A: ~121DF9128B=0A=
< A ~>> 0: ~121DF9128B=0A=
< A: ~121DF9128B=0A=
< A ~>> 1: ~90EFC8946=0A=
< A: ~121DF9128B=0A=
< A ~>> 2: ~4877E44A3=0A=
< A: ~121DF9128B=0A=
< A ~>> F: ~243BF3=0A=
< A: ~121DF9128B=0A=
< A ~>> 10: ~121DFA=0A=
< A: ~121DF9128B=0A=
< A ~>> 11: ~90EFD=0A=
< A: ~121DF9128B=0A=
< A ~>> 12: ~4877F=0A=
< A: ~121DF9128B=0A=
< A << 0: ~121DF9128B=0A=
< A: ~121DF9128B=0A=
< A << 1: ~243BF22516=0A=
< A: ~121DF9128B=0A=
< A << 2: ~4877E44A2C=0A=
< A: ~121DF9128B=0A=
< A << F: ~90EFC89458000=0A=
< A: ~121DF9128B=0A=
< A << 10: ~121DF9128B0000=0A=
< A: ~121DF9128B=0A=
< A << 11: ~243BF225160000=0A=
< A: ~121DF9128B=0A=
< A << 12: ~4877E44A2C0000=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
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< A ^ B: 0=0A=
< A: 0=0A=
< B: 2478481C02491517F1=0A=
< A & B: 0=0A=
< A: 0=0A=
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< A | B: 2478481C02491517F1=0A=
< A: 0=0A=
< B: 2478481C02491517F1=0A=
< A ^ B: 2478481C02491517F1=0A=
< A: 0=0A=
< B: 2478481C02491517F1=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 2478481C02491517F1=0A=
< A | B: 2478481C02491517F1=0A=
< A: 0=0A=
< B: 2478481C02491517F1=0A=
< A ^ B: 2478481C02491517F1=0A=
< A: 0=0A=
< B: ~2478481C02491517F1=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~2478481C02491517F1=0A=
< A | B: ~2478481C02491517F1=0A=
< A: 0=0A=
< B: ~2478481C02491517F1=0A=
< A ^ B: ~2478481C02491517F1=0A=
< A: 0=0A=
< B: ~2478481C02491517F1=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~2478481C02491517F1=0A=
< A | B: ~2478481C02491517F1=0A=
< A: 0=0A=
< B: ~2478481C02491517F1=0A=
< A ^ B: ~2478481C02491517F1=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A | B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A | B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A | B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A | B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A | B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 0=0A=
< A: 0=0A=
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< A | B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: 1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A | B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: 0=0A=
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< B: ~1912B19341923E8075B=0A=
< A | B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: ~1912B19341923E8075B=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: 113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: ~113CDA153D148AF850E9=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A | B: BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A | B: BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A | B: ~BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: ~BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A | B: ~BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: ~BD9D5EE99FE1F8AB7A03=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 2478481C02491517F1=0A=
< B: 2478481C02491517F1=0A=
< A & B: 2478481C02491517F1=0A=
< A: 2478481C02491517F1=0A=
< B: 2478481C02491517F1=0A=
< A | B: 2478481C02491517F1=0A=
< A: 2478481C02491517F1=0A=
< B: 2478481C02491517F1=0A=
< A ^ B: 0=0A=
< A: ~2478481C02491517F1=0A=
< B: 2478481C02491517F1=0A=
< A & B: 1=0A=
< A: ~2478481C02491517F1=0A=
< B: 2478481C02491517F1=0A=
< A | B: ~1=0A=
< A: ~2478481C02491517F1=0A=
< B: 2478481C02491517F1=0A=
< A ^ B: ~2=0A=
< A: 2478481C02491517F1=0A=
< B: ~2478481C02491517F1=0A=
< A & B: 1=0A=
< A: 2478481C02491517F1=0A=
< B: ~2478481C02491517F1=0A=
< A | B: ~1=0A=
< A: 2478481C02491517F1=0A=
< B: ~2478481C02491517F1=0A=
< A ^ B: ~2=0A=
< A: ~2478481C02491517F1=0A=
< B: ~2478481C02491517F1=0A=
< A & B: ~2478481C02491517F1=0A=
< A: ~2478481C02491517F1=0A=
< B: ~2478481C02491517F1=0A=
< A | B: ~2478481C02491517F1=0A=
< A: ~2478481C02491517F1=0A=
< B: ~2478481C02491517F1=0A=
< A ^ B: 0=0A=
< A: 2478481C02491517F1=0A=
< B: 48F0903804922A2FE2=0A=
< A & B: 70001800000007E0=0A=
< A: 2478481C02491517F1=0A=
< B: 48F0903804922A2FE2=0A=
< A | B: 6CF8D83C06DB3F3FF3=0A=
< A: 2478481C02491517F1=0A=
< B: 48F0903804922A2FE2=0A=
< A ^ B: 6C88D82406DB3F3813=0A=
< A: ~2478481C02491517F1=0A=
< B: 48F0903804922A2FE2=0A=
< A & B: 4880902004922A2802=0A=
< A: ~2478481C02491517F1=0A=
< B: 48F0903804922A2FE2=0A=
< A | B: ~240848040249151011=0A=
< A: ~2478481C02491517F1=0A=
< B: 48F0903804922A2FE2=0A=
< A ^ B: ~6C88D82406DB3F3813=0A=
< A: 2478481C02491517F1=0A=
< B: ~48F0903804922A2FE2=0A=
< A & B: 240848040249151010=0A=
< A: 2478481C02491517F1=0A=
< B: ~48F0903804922A2FE2=0A=
< A | B: ~4880902004922A2801=0A=
< A: 2478481C02491517F1=0A=
< B: ~48F0903804922A2FE2=0A=
< A ^ B: ~6C88D82406DB3F3811=0A=
< A: ~2478481C02491517F1=0A=
< B: ~48F0903804922A2FE2=0A=
< A & B: ~6CF8D83C06DB3F3FF2=0A=
< A: ~2478481C02491517F1=0A=
< B: ~48F0903804922A2FE2=0A=
< A | B: ~70001800000007E1=0A=
< A: ~2478481C02491517F1=0A=
< B: ~48F0903804922A2FE2=0A=
< A ^ B: 6C88D82406DB3F3811=0A=
< A: 2478481C02491517F1=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 2808140001000751=0A=
< A: 2478481C02491517F1=0A=
< B: 1912B19341923E8075B=0A=
< A | B: 1B57B593C1B6BFD17FB=0A=
< A: 2478481C02491517F1=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: 1B55351281B6AFD10AA=0A=
< A: ~2478481C02491517F1=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 1910311201922E8000B=0A=
< A: ~2478481C02491517F1=0A=
< B: 1912B19341923E8075B=0A=
< A | B: ~2450400802481510A1=0A=
< A: ~2478481C02491517F1=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: ~1B55351281B6AFD10AC=0A=
< A: 2478481C02491517F1=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: 2450400802481510A1=0A=
< A: 2478481C02491517F1=0A=
< B: ~1912B19341923E8075B=0A=
< A | B: ~1910311201922E8000B=0A=
< A: 2478481C02491517F1=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: ~1B55351281B6AFD10AC=0A=
< A: ~2478481C02491517F1=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: ~1B57B593C1B6BFD17FB=0A=
< A: ~2478481C02491517F1=0A=
< B: ~1912B19341923E8075B=0A=
< A | B: ~2808140001000751=0A=
< A: ~2478481C02491517F1=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: 1B55351281B6AFD10AA=0A=
< A: 2478481C02491517F1=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 2050000802411006B0=0A=
< A: 2478481C02491517F1=0A=
< B: 3225632683247D00EB6=0A=
< A | B: 3267E7A7C324FD51FF7=0A=
< A: 2478481C02491517F1=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: 3062E7A74300EC51947=0A=
< A: ~2478481C02491517F1=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 3020632603006C00806=0A=
< A: ~2478481C02491517F1=0A=
< B: 3225632683247D00EB6=0A=
< A | B: ~42848140008051141=0A=
< A: ~2478481C02491517F1=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: ~3062E7A74300EC51947=0A=
< A: 2478481C02491517F1=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: 42848140008051140=0A=
< A: 2478481C02491517F1=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~3020632603006C00805=0A=
< A: 2478481C02491517F1=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: ~3062E7A74300EC51945=0A=
< A: ~2478481C02491517F1=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: ~3267E7A7C324FD51FF6=0A=
< A: ~2478481C02491517F1=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~2050000802411006B1=0A=
< A: ~2478481C02491517F1=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: 3062E7A74300EC51945=0A=
< A: 2478481C02491517F1=0A=
< ! A: ~2478481C02491517F2=0A=
< A: ~2478481C02491517F1=0A=
< ! A: 2478481C02491517F0=0A=
< A: ~2478481C02491517F1=0A=
< A ~>> 0: ~2478481C02491517F1=0A=
< A: ~2478481C02491517F1=0A=
< A ~>> 1: ~123C240E01248A8BF9=0A=
< A: ~2478481C02491517F1=0A=
< A ~>> 2: ~91E120700924545FD=0A=
< A: ~2478481C02491517F1=0A=
< A ~>> F: ~48F0903804922B=0A=
< A: ~2478481C02491517F1=0A=
< A ~>> 10: ~2478481C024916=0A=
< A: ~2478481C02491517F1=0A=
< A ~>> 11: ~123C240E01248B=0A=
< A: ~2478481C02491517F1=0A=
< A ~>> 12: ~91E1207009246=0A=
< A: ~2478481C02491517F1=0A=
< A << 0: ~2478481C02491517F1=0A=
< A: ~2478481C02491517F1=0A=
< A << 1: ~48F0903804922A2FE2=0A=
< A: ~2478481C02491517F1=0A=
< A << 2: ~91E120700924545FC4=0A=
< A: ~2478481C02491517F1=0A=
< A << F: ~123C240E01248A8BF88000=0A=
< A: ~2478481C02491517F1=0A=
< A << 10: ~2478481C02491517F10000=0A=
< A: ~2478481C02491517F1=0A=
< A << 11: ~48F0903804922A2FE20000=0A=
< A: ~2478481C02491517F1=0A=
< A << 12: ~91E120700924545FC40000=0A=
< A: 1912B19341923E8075B=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 1912B19341923E8075B=0A=
< A: 1912B19341923E8075B=0A=
< B: 1912B19341923E8075B=0A=
< A | B: 1912B19341923E8075B=0A=
< A: 1912B19341923E8075B=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: 0=0A=
< A: ~1912B19341923E8075B=0A=
< B: 1912B19341923E8075B=0A=
< A & B: 1=0A=
< A: ~1912B19341923E8075B=0A=
< B: 1912B19341923E8075B=0A=
< A | B: ~1=0A=
< A: ~1912B19341923E8075B=0A=
< B: 1912B19341923E8075B=0A=
< A ^ B: ~2=0A=
< A: 1912B19341923E8075B=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: 1=0A=
< A: 1912B19341923E8075B=0A=
< B: ~1912B19341923E8075B=0A=
< A | B: ~1=0A=
< A: 1912B19341923E8075B=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: ~2=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~1912B19341923E8075B=0A=
< A & B: ~1912B19341923E8075B=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~1912B19341923E8075B=0A=
< A | B: ~1912B19341923E8075B=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~1912B19341923E8075B=0A=
< A ^ B: 0=0A=
< A: 1912B19341923E8075B=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 1000210201003C00612=0A=
< A: 1912B19341923E8075B=0A=
< B: 3225632683247D00EB6=0A=
< A | B: 3B37F3B7C3B67F80FFF=0A=
< A: 1912B19341923E8075B=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: 2B37D2B5C2B643809ED=0A=
< A: ~1912B19341923E8075B=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 22254224822441008A4=0A=
< A: ~1912B19341923E8075B=0A=
< B: 3225632683247D00EB6=0A=
< A | B: ~912909140920280149=0A=
< A: ~1912B19341923E8075B=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: ~2B37D2B5C2B643809ED=0A=
< A: 1912B19341923E8075B=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: 91290914092028014A=0A=
< A: 1912B19341923E8075B=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~22254224822441008A5=0A=
< A: 1912B19341923E8075B=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: ~2B37D2B5C2B643809EF=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: ~3B37F3B7C3B67F81000=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~1000210201003C00611=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: 2B37D2B5C2B643809EF=0A=
< A: 1912B19341923E8075B=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 1100A11341002E80049=0A=
< A: 1912B19341923E8075B=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: 11BDFB1D3D1DABF857FB=0A=
< A: 1912B19341923E8075B=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: 10ADF10C090DA91057B2=0A=
< A: ~1912B19341923E8075B=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 102CD0040904881050A1=0A=
< A: ~1912B19341923E8075B=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: ~812108000921000713=0A=
< A: ~1912B19341923E8075B=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: ~10ADF10C090DA91057B4=0A=
< A: 1912B19341923E8075B=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: 812108000921000713=0A=
< A: 1912B19341923E8075B=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~102CD0040904881050A1=0A=
< A: 1912B19341923E8075B=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: ~10ADF10C090DA91057B4=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: ~11BDFB1D3D1DABF857FB=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~1100A11341002E80049=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: 10ADF10C090DA91057B2=0A=
< A: 1912B19341923E8075B=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 112008300901E00152=0A=
< A: 1912B19341923E8075B=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: 23F9BF3B7E3937F8A7DB=0A=
< A: 1912B19341923E8075B=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: 23E89F334E303618A689=0A=
< A: ~1912B19341923E8075B=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 226894224A201410A080=0A=
< A: ~1912B19341923E8075B=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: ~1800B11041022080609=0A=
< A: ~1912B19341923E8075B=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: ~23E89F334E303618A689=0A=
< A: 1912B19341923E8075B=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: 1800B1104102208060A=0A=
< A: 1912B19341923E8075B=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~226894224A201410A081=0A=
< A: 1912B19341923E8075B=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: ~23E89F334E303618A68B=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: ~23F9BF3B7E3937F8A7DC=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~112008300901E00151=0A=
< A: ~1912B19341923E8075B=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: 23E89F334E303618A68B=0A=
< A: 1912B19341923E8075B=0A=
< ! A: ~1912B19341923E8075C=0A=
< A: ~1912B19341923E8075B=0A=
< ! A: 1912B19341923E8075A=0A=
< A: ~1912B19341923E8075B=0A=
< A ~>> 0: ~1912B19341923E8075B=0A=
< A: ~1912B19341923E8075B=0A=
< A ~>> 1: ~C8958C9A0C91F403AE=0A=
< A: ~1912B19341923E8075B=0A=
< A ~>> 2: ~644AC64D0648FA01D7=0A=
< A: ~1912B19341923E8075B=0A=
< A ~>> F: ~3225632683247D1=0A=
< A: ~1912B19341923E8075B=0A=
< A ~>> 10: ~1912B19341923E9=0A=
< A: ~1912B19341923E8075B=0A=
< A ~>> 11: ~C8958C9A0C91F5=0A=
< A: ~1912B19341923E8075B=0A=
< A ~>> 12: ~644AC64D0648FB=0A=
< A: ~1912B19341923E8075B=0A=
< A << 0: ~1912B19341923E8075B=0A=
< A: ~1912B19341923E8075B=0A=
< A << 1: ~3225632683247D00EB6=0A=
< A: ~1912B19341923E8075B=0A=
< A << 2: ~644AC64D0648FA01D6C=0A=
< A: ~1912B19341923E8075B=0A=
< A << F: ~C8958C9A0C91F403AD8000=0A=
< A: ~1912B19341923E8075B=0A=
< A << 10: ~1912B19341923E8075B0000=0A=
< A: ~1912B19341923E8075B=0A=
< A << 11: ~3225632683247D00EB60000=0A=
< A: ~1912B19341923E8075B=0A=
< A << 12: ~644AC64D0648FA01D6C0000=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 113CDA153D148AF850E9=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: 113CDA153D148AF850E9=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: 0=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 113CDA153D148AF850E9=0A=
< A & B: 1=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 113CDA153D148AF850E9=0A=
< A | B: ~1=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 113CDA153D148AF850E9=0A=
< A ^ B: ~2=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: 1=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~1=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: ~2=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~113CDA153D148AF850E9=0A=
< A & B: ~113CDA153D148AF850E9=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~113CDA153D148AF850E9=0A=
< A | B: ~113CDA153D148AF850E9=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~113CDA153D148AF850E9=0A=
< A ^ B: 0=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 389000380000F000C0=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: 337DFE3F7F3D9FF8F1FB=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: 33456E3F473D9F08F13B=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 2241242A42291500A112=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: ~11044A1505148A085029=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: ~33456E3F473D9F08F13B=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: 11044A1505148A085028=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~2241242A42291500A111=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: ~33456E3F473D9F08F139=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: ~337DFE3F7F3D9FF8F1FA=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~389000380000F000C1=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: 33456E3F473D9F08F139=0A=
< A: 113CDA153D148AF850E9=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A & B: 111C5A011D0088A85001=0A=
< A: 113CDA153D148AF850E9=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A | B: BDBDDEFDBFF5FAFB7AEB=0A=
< A: 113CDA153D148AF850E9=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: ACA184FCA2F572532AEA=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A & B: AC8104E882E170032A03=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A | B: ~2080142014025000E9=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: ~ACA184FCA2F572532AEC=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A & B: 2080142014025000E9=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A | B: ~AC8104E882E170032A03=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: ~ACA184FCA2F572532AEC=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A & B: ~BDBDDEFDBFF5FAFB7AEB=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A | B: ~111C5A011D0088A85001=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~BD9D5EE99FE1F8AB7A03=0A=
< A ^ B: ACA184FCA2F572532AEA=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A & B: 113898113D0080505000=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A | B: 17B3EFFD73FD7FBFEF4EF=0A=
< A: 113CDA153D148AF850E9=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A ^ B: 16A0667C602D77BAEA4EF=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A & B: 16A0225C202C37106A406=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A | B: ~4420400140AA800E9=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A ^ B: ~16A0667C602D77BAEA4EF=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A & B: 4420400140AA800E8=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A | B: ~16A0225C202C37106A405=0A=
< A: 113CDA153D148AF850E9=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A ^ B: ~16A0667C602D77BAEA4ED=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A & B: ~17B3EFFD73FD7FBFEF4EE=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A | B: ~113898113D0080505001=0A=
< A: ~113CDA153D148AF850E9=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A ^ B: 16A0667C602D77BAEA4ED=0A=
< A: 113CDA153D148AF850E9=0A=
< ! A: ~113CDA153D148AF850EA=0A=
< A: ~113CDA153D148AF850E9=0A=
< ! A: 113CDA153D148AF850E8=0A=
< A: ~113CDA153D148AF850E9=0A=
< A ~>> 0: ~113CDA153D148AF850E9=0A=
< A: ~113CDA153D148AF850E9=0A=
< A ~>> 1: ~89E6D0A9E8A457C2875=0A=
< A: ~113CDA153D148AF850E9=0A=
< A ~>> 2: ~44F36854F4522BE143B=0A=
< A: ~113CDA153D148AF850E9=0A=
< A ~>> F: ~2279B42A7A2915F1=0A=
< A: ~113CDA153D148AF850E9=0A=
< A ~>> 10: ~113CDA153D148AF9=0A=
< A: ~113CDA153D148AF850E9=0A=
< A ~>> 11: ~89E6D0A9E8A457D=0A=
< A: ~113CDA153D148AF850E9=0A=
< A ~>> 12: ~44F36854F4522BF=0A=
< A: ~113CDA153D148AF850E9=0A=
< A << 0: ~113CDA153D148AF850E9=0A=
< A: ~113CDA153D148AF850E9=0A=
< A << 1: ~2279B42A7A2915F0A1D2=0A=
< A: ~113CDA153D148AF850E9=0A=
< A << 2: ~44F36854F4522BE143A4=0A=
< A: ~113CDA153D148AF850E9=0A=
< A << F: ~89E6D0A9E8A457C28748000=0A=
< A: ~113CDA153D148AF850E9=0A=
< A << 10: ~113CDA153D148AF850E90000=0A=
< A: ~113CDA153D148AF850E9=0A=
< A << 11: ~2279B42A7A2915F0A1D20000=0A=
< A: ~113CDA153D148AF850E9=0A=
< A << 12: ~44F36854F4522BE143A40000=0A=
< A: 48F0903804922A2FE2=0A=
< B: 48F0903804922A2FE2=0A=
< A & B: 48F0903804922A2FE2=0A=
< A: 48F0903804922A2FE2=0A=
< B: 48F0903804922A2FE2=0A=
< A | B: 48F0903804922A2FE2=0A=
< A: 48F0903804922A2FE2=0A=
< B: 48F0903804922A2FE2=0A=
< A ^ B: 0=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 48F0903804922A2FE2=0A=
< A & B: 2=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 48F0903804922A2FE2=0A=
< A | B: ~2=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 48F0903804922A2FE2=0A=
< A ^ B: ~4=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~48F0903804922A2FE2=0A=
< A & B: 2=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~48F0903804922A2FE2=0A=
< A | B: ~2=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~48F0903804922A2FE2=0A=
< A ^ B: ~4=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~48F0903804922A2FE2=0A=
< A & B: ~48F0903804922A2FE2=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~48F0903804922A2FE2=0A=
< A | B: ~48F0903804922A2FE2=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~48F0903804922A2FE2=0A=
< A ^ B: 0=0A=
< A: 48F0903804922A2FE2=0A=
< B: 6D68D85406DB3F47D3=0A=
< A & B: 4860901004922A07C2=0A=
< A: 48F0903804922A2FE2=0A=
< B: 6D68D85406DB3F47D3=0A=
< A | B: 6DF8D87C06DB3F6FF3=0A=
< A: 48F0903804922A2FE2=0A=
< B: 6D68D85406DB3F47D3=0A=
< A ^ B: 2598486C0249156831=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 6D68D85406DB3F47D3=0A=
< A & B: 250848440249154012=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 6D68D85406DB3F47D3=0A=
< A | B: ~9000280000002821=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 6D68D85406DB3F47D3=0A=
< A ^ B: ~2598486C0249156833=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A & B: 9000280000002820=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A | B: ~250848440249154011=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A ^ B: ~2598486C0249156831=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A & B: ~6DF8D87C06DB3F6FF4=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A | B: ~4860901004922A07C1=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A ^ B: 2598486C0249156833=0A=
< A: 48F0903804922A2FE2=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 5010280002000EA2=0A=
< A: 48F0903804922A2FE2=0A=
< B: 3225632683247D00EB6=0A=
< A | B: 36AF6B27836D7FA2FF6=0A=
< A: 48F0903804922A2FE2=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: 36AA6A25036D5FA2154=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 3220622403245D00016=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 3225632683247D00EB6=0A=
< A | B: ~48A0801004902A2142=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: ~36AA6A25036D5FA2158=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: 48A0801004902A2142=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~3220622403245D00016=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: ~36AA6A25036D5FA2158=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: ~36AF6B27836D7FA2FF6=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~5010280002000EA2=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: 36AA6A25036D5FA2154=0A=
< A: 48F0903804922A2FE2=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 8000180002280600=0A=
< A: 48F0903804922A2FE2=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: 4FBF1DBBC4FFBBA3FF3=0A=
< A: 48F0903804922A2FE2=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: 4FB71DBA44FF99239F3=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 4B3014B844B69901010=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: ~4870902004900229E1=0A=
< A: ~48F0903804922A2FE2=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: ~4FB71DBA44FF99239F1=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: 4870902004900229E2=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~4B3014B844B69901011=0A=
< A: 48F0903804922A2FE2=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: ~4FB71DBA44FF99239F3=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: ~4FBF1DBBC4FFBBA3FF2=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~8000180002280601=0A=
< A: ~48F0903804922A2FE2=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: 4FB71DBA44FF99239F1=0A=
< A: 48F0903804922A2FE2=0A=
< ! A: ~48F0903804922A2FE3=0A=
< A: ~48F0903804922A2FE2=0A=
< ! A: 48F0903804922A2FE1=0A=
< A: ~48F0903804922A2FE2=0A=
< A ~>> 0: ~48F0903804922A2FE2=0A=
< A: ~48F0903804922A2FE2=0A=
< A ~>> 1: ~2478481C02491517F1=0A=
< A: ~48F0903804922A2FE2=0A=
< A ~>> 2: ~123C240E01248A8BF9=0A=
< A: ~48F0903804922A2FE2=0A=
< A ~>> F: ~91E12070092455=0A=
< A: ~48F0903804922A2FE2=0A=
< A ~>> 10: ~48F0903804922B=0A=
< A: ~48F0903804922A2FE2=0A=
< A ~>> 11: ~2478481C024916=0A=
< A: ~48F0903804922A2FE2=0A=
< A ~>> 12: ~123C240E01248B=0A=
< A: ~48F0903804922A2FE2=0A=
< A << 0: ~48F0903804922A2FE2=0A=
< A: ~48F0903804922A2FE2=0A=
< A << 1: ~91E120700924545FC4=0A=
< A: ~48F0903804922A2FE2=0A=
< A << 2: ~123C240E01248A8BF88=0A=
< A: ~48F0903804922A2FE2=0A=
< A << F: ~2478481C02491517F10000=0A=
< A: ~48F0903804922A2FE2=0A=
< A << 10: ~48F0903804922A2FE20000=0A=
< A: ~48F0903804922A2FE2=0A=
< A << 11: ~91E120700924545FC40000=0A=
< A: ~48F0903804922A2FE2=0A=
< A << 12: ~123C240E01248A8BF880000=0A=
< A: 3225632683247D00EB6=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 3225632683247D00EB6=0A=
< A: 3225632683247D00EB6=0A=
< B: 3225632683247D00EB6=0A=
< A | B: 3225632683247D00EB6=0A=
< A: 3225632683247D00EB6=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: 0=0A=
< A: ~3225632683247D00EB6=0A=
< B: 3225632683247D00EB6=0A=
< A & B: 2=0A=
< A: ~3225632683247D00EB6=0A=
< B: 3225632683247D00EB6=0A=
< A | B: ~2=0A=
< A: ~3225632683247D00EB6=0A=
< B: 3225632683247D00EB6=0A=
< A ^ B: ~4=0A=
< A: 3225632683247D00EB6=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: 2=0A=
< A: 3225632683247D00EB6=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~2=0A=
< A: 3225632683247D00EB6=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: ~4=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~3225632683247D00EB6=0A=
< A & B: ~3225632683247D00EB6=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~3225632683247D00EB6=0A=
< A | B: ~3225632683247D00EB6=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~3225632683247D00EB6=0A=
< A ^ B: 0=0A=
< A: 3225632683247D00EB6=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 220002080243900610=0A=
< A: 3225632683247D00EB6=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: 7B3D77BFC7B6FF81EB7=0A=
< A: 3225632683247D00EB6=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: 791D779F4792C6818A7=0A=
< A: ~3225632683247D00EB6=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 4918149944928281000=0A=
< A: ~3225632683247D00EB6=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: ~30056306030044008A5=0A=
< A: ~3225632683247D00EB6=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: ~791D779F4792C6818A5=0A=
< A: 3225632683247D00EB6=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: 30056306030044008A6=0A=
< A: 3225632683247D00EB6=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~4918149944928281001=0A=
< A: 3225632683247D00EB6=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: ~791D779F4792C6818A7=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: ~7B3D77BFC7B6FF81EB6=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~220002080243900611=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: 791D779F4792C6818A5=0A=
< A: 3225632683247D00EB6=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 2201422682005D00092=0A=
< A: 3225632683247D00EB6=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: 237BF63A7A3B57F0AFF6=0A=
< A: 3225632683247D00EB6=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: 215BE218121B5220AF64=0A=
< A: ~3225632683247D00EB6=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 2059A00812091020A142=0A=
< A: ~3225632683247D00EB6=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: ~1024210001242000E26=0A=
< A: ~3225632683247D00EB6=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: ~215BE218121B5220AF68=0A=
< A: 3225632683247D00EB6=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: 1024210001242000E26=0A=
< A: 3225632683247D00EB6=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~2059A00812091020A142=0A=
< A: 3225632683247D00EB6=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: ~215BE218121B5220AF68=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: ~237BF63A7A3B57F0AFF6=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~2201422682005D00092=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: 215BE218121B5220AF64=0A=
< A: 3225632683247D00EB6=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: 3220632203000C002B2=0A=
< A: 3225632683247D00EB6=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: 33B6DE3FFF3FE7F8FEBF=0A=
< A: 3225632683247D00EB6=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 3094D80DDF0FE738FC0D=0A=
< A: ~3225632683247D00EB6=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: 3094880D970DA028F00A=0A=
< A: ~3225632683247D00EB6=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: ~5000480247100C05=0A=
< A: ~3225632683247D00EB6=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~3094D80DDF0FE738FC0F=0A=
< A: 3225632683247D00EB6=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: 5000480247100C04=0A=
< A: 3225632683247D00EB6=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~3094880D970DA028F009=0A=
< A: 3225632683247D00EB6=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~3094D80DDF0FE738FC0D=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: ~33B6DE3FFF3FE7F8FEC0=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~3220632203000C002B1=0A=
< A: ~3225632683247D00EB6=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 3094D80DDF0FE738FC0F=0A=
< A: 3225632683247D00EB6=0A=
< ! A: ~3225632683247D00EB7=0A=
< A: ~3225632683247D00EB6=0A=
< ! A: 3225632683247D00EB5=0A=
< A: ~3225632683247D00EB6=0A=
< A ~>> 0: ~3225632683247D00EB6=0A=
< A: ~3225632683247D00EB6=0A=
< A ~>> 1: ~1912B19341923E8075B=0A=
< A: ~3225632683247D00EB6=0A=
< A ~>> 2: ~C8958C9A0C91F403AE=0A=
< A: ~3225632683247D00EB6=0A=
< A ~>> F: ~644AC64D0648FA1=0A=
< A: ~3225632683247D00EB6=0A=
< A ~>> 10: ~3225632683247D1=0A=
< A: ~3225632683247D00EB6=0A=
< A ~>> 11: ~1912B19341923E9=0A=
< A: ~3225632683247D00EB6=0A=
< A ~>> 12: ~C8958C9A0C91F5=0A=
< A: ~3225632683247D00EB6=0A=
< A << 0: ~3225632683247D00EB6=0A=
< A: ~3225632683247D00EB6=0A=
< A << 1: ~644AC64D0648FA01D6C=0A=
< A: ~3225632683247D00EB6=0A=
< A << 2: ~C8958C9A0C91F403AD8=0A=
< A: ~3225632683247D00EB6=0A=
< A << F: ~1912B19341923E8075B0000=0A=
< A: ~3225632683247D00EB6=0A=
< A << 10: ~3225632683247D00EB60000=0A=
< A: ~3225632683247D00EB6=0A=
< A << 11: ~644AC64D0648FA01D6C0000=0A=
< A: ~3225632683247D00EB6=0A=
< A << 12: ~C8958C9A0C91F403AD80000=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 2279B42A7A2915F0A1D2=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: 2279B42A7A2915F0A1D2=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: 0=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A & B: 2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A | B: ~2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 2279B42A7A2915F0A1D2=0A=
< A ^ B: ~4=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: 2=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~2=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: ~4=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A & B: ~2279B42A7A2915F0A1D2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A | B: ~2279B42A7A2915F0A1D2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~2279B42A7A2915F0A1D2=0A=
< A ^ B: 0=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: 2230842A322900E0A092=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: 33FFBE3FFF3DB5F8F3FB=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 11CF3A15CD14B5185369=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: 11860A158514A008522A=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: ~493000480015100141=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~11CF3A15CD14B518536B=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: 493000480015100140=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~11860A158514A0085229=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~11CF3A15CD14B5185369=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: ~33FFBE3FFF3DB5F8F3FC=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~2230842A322900E0A091=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 11CF3A15CD14B518536B=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A & B: 2238B4023A011150A002=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A | B: 17B7BBDFB7FEBF5F6F5D6=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A ^ B: 1594309F945EAE4A655D4=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A & B: 1590209D105C2E0065406=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A | B: ~410028402804A001D2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 17B3ABDD33FC3F156F406=0A=
< A ^ B: ~1594309F945EAE4A655D8=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A & B: 410028402804A001D2=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A | B: ~1590209D105C2E0065406=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A ^ B: ~1594309F945EAE4A655D8=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A & B: ~17B7BBDFB7FEBF5F6F5D6=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A | B: ~2238B4023A011150A002=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~17B3ABDD33FC3F156F406=0A=
< A ^ B: 1594309F945EAE4A655D4=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A & B: 205814285A2100002000=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A | B: 23AF9BCBEFFADFFF2EFDB=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A ^ B: 21AA1A896A58CFFF2CFDB=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A & B: 2188008948584EA024E08=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A | B: ~221A002200815F081D1=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A ^ B: ~21AA1A896A58CFFF2CFD9=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A & B: 221A002200815F081D2=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A | B: ~2188008948584EA024E09=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A ^ B: ~21AA1A896A58CFFF2CFDB=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A & B: ~23AF9BCBEFFADFFF2EFDA=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A | B: ~205814285A2100002001=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A ^ B: 21AA1A896A58CFFF2CFD9=0A=
< A: 2279B42A7A2915F0A1D2=0A=
< ! A: ~2279B42A7A2915F0A1D3=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< ! A: 2279B42A7A2915F0A1D1=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A ~>> 0: ~2279B42A7A2915F0A1D2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A ~>> 1: ~113CDA153D148AF850E9=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A ~>> 2: ~89E6D0A9E8A457C2875=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A ~>> F: ~44F36854F4522BE2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A ~>> 10: ~2279B42A7A2915F1=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A ~>> 11: ~113CDA153D148AF9=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A ~>> 12: ~89E6D0A9E8A457D=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A << 0: ~2279B42A7A2915F0A1D2=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A << 1: ~44F36854F4522BE143A4=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A << 2: ~89E6D0A9E8A457C28748=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A << F: ~113CDA153D148AF850E90000=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A << 10: ~2279B42A7A2915F0A1D20000=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A << 11: ~44F36854F4522BE143A40000=0A=
< A: ~2279B42A7A2915F0A1D2=0A=
< A << 12: ~89E6D0A9E8A457C287480000=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 6D68D85406DB3F47D3=0A=
< A & B: 6D68D85406DB3F47D3=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 6D68D85406DB3F47D3=0A=
< A | B: 6D68D85406DB3F47D3=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 6D68D85406DB3F47D3=0A=
< A ^ B: 0=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 6D68D85406DB3F47D3=0A=
< A & B: 1=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 6D68D85406DB3F47D3=0A=
< A | B: ~1=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 6D68D85406DB3F47D3=0A=
< A ^ B: ~2=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A & B: 1=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A | B: ~1=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A ^ B: ~2=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A & B: ~6D68D85406DB3F47D3=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A | B: ~6D68D85406DB3F47D3=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~6D68D85406DB3F47D3=0A=
< A ^ B: 0=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 91E120700924545FC4=0A=
< A & B: 160005000001447C0=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 91E120700924545FC4=0A=
< A | B: FDE9F8740FFF7F5FD7=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 91E120700924545FC4=0A=
< A ^ B: FC89F8240FFF6B1817=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 91E120700924545FC4=0A=
< A & B: 908120200924401804=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 91E120700924545FC4=0A=
< A | B: ~6C08D80406DB2B0013=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 91E120700924545FC4=0A=
< A ^ B: ~FC89F8240FFF6B1817=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~91E120700924545FC4=0A=
< A & B: 6C08D80406DB2B0010=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~91E120700924545FC4=0A=
< A | B: ~908120200924401801=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~91E120700924545FC4=0A=
< A ^ B: ~FC89F8240FFF6B1811=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~91E120700924545FC4=0A=
< A & B: ~FDE9F8740FFF7F5FD4=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~91E120700924545FC4=0A=
< A | B: ~160005000001447C3=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~91E120700924545FC4=0A=
< A ^ B: FC89F8240FFF6B1811=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 21004814024B380611=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: 4FFE9DBDC4FFBBF57D3=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: 4DEE993C84DB08751C2=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 4928103884920801001=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: ~4C68904004900741C3=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: ~4DEE993C84DB08751C4=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: 4C68904004900741C3=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~4928103884920801001=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: ~4DEE993C84DB08751C4=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: ~4FFE9DBDC4FFBBF57D3=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~21004814024B380611=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: 4DEE993C84DB08751C2=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 644AC64D0648FA01D6C=0A=
< A & B: 44284050048B200540=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 644AC64D0648FA01D6C=0A=
< A | B: 66DECFCD466DFBF5FFF=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: 644AC64D0648FA01D6C=0A=
< A ^ B: 629C4BC8462549F5ABF=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 644AC64D0648FA01D6C=0A=
< A & B: 600842480600480182C=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 644AC64D0648FA01D6C=0A=
< A | B: ~2940980402501F4293=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: 644AC64D0648FA01D6C=0A=
< A ^ B: ~629C4BC8462549F5ABF=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A & B: 2940980402501F4290=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A | B: ~6008424806004801829=0A=
< A: 6D68D85406DB3F47D3=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A ^ B: ~629C4BC8462549F5AB9=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A & B: ~66DECFCD466DFBF5FFC=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A | B: ~44284050048B200543=0A=
< A: ~6D68D85406DB3F47D3=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A ^ B: 629C4BC8462549F5AB9=0A=
< A: 6D68D85406DB3F47D3=0A=
< ! A: ~6D68D85406DB3F47D4=0A=
< A: ~6D68D85406DB3F47D3=0A=
< ! A: 6D68D85406DB3F47D2=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A ~>> 0: ~6D68D85406DB3F47D3=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A ~>> 1: ~36B46C2A036D9FA3EA=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A ~>> 2: ~1B5A361501B6CFD1F5=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A ~>> F: ~DAD1B0A80DB67F=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A ~>> 10: ~6D68D85406DB40=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A ~>> 11: ~36B46C2A036DA0=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A ~>> 12: ~1B5A361501B6D0=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A << 0: ~6D68D85406DB3F47D3=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A << 1: ~DAD1B0A80DB67E8FA6=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A << 2: ~1B5A361501B6CFD1F4C=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A << F: ~36B46C2A036D9FA3E98000=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A << 10: ~6D68D85406DB3F47D30000=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A << 11: ~DAD1B0A80DB67E8FA60000=0A=
< A: ~6D68D85406DB3F47D3=0A=
< A << 12: ~1B5A361501B6CFD1F4C0000=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 4B3814B9C4B6BB81611=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: 4B3814B9C4B6BB81611=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: 0=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A & B: 1=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A | B: ~1=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 4B3814B9C4B6BB81611=0A=
< A ^ B: ~2=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: 1=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~1=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: ~2=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A & B: ~4B3814B9C4B6BB81611=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A | B: ~4B3814B9C4B6BB81611=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~4B3814B9C4B6BB81611=0A=
< A ^ B: 0=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 644AC64D0648FA01D6C=0A=
< A & B: 400804090400BA01400=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 644AC64D0648FA01D6C=0A=
< A | B: 6F7AD6FDC6FEFB81F7D=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 644AC64D0648FA01D6C=0A=
< A ^ B: 2F72D2F4C2FE4180B7D=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 644AC64D0648FA01D6C=0A=
< A & B: 2442C2440248400096C=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 644AC64D0648FA01D6C=0A=
< A | B: ~B3010B0C0B60180211=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 644AC64D0648FA01D6C=0A=
< A ^ B: ~2F72D2F4C2FE4180B7D=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A & B: B3010B0C0B60180210=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A | B: ~2442C2440248400096B=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A ^ B: ~2F72D2F4C2FE4180B7B=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A & B: ~6F7AD6FDC6FEFB81F7C=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A | B: ~400804090400BA01401=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~644AC64D0648FA01D6C=0A=
< A ^ B: 2F72D2F4C2FE4180B7B=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: B2800B940920A81211=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: 37B78F7FBF7FEBF8F6BB=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 37050F742B76CB50E4AA=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: 33040E3423348040E0AB=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: ~401014008424B100401=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~37050F742B76CB50E4AC=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: 401014008424B100401=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~33040E3423348040E0AB=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~37050F742B76CB50E4AC=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: ~37B78F7FBF7FEBF8F6BB=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~B2800B940920A81211=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 37050F742B76CB50E4AA=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 44F36854F4522BE143A4=0A=
< A & B: 4B3004094422BA00200=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 44F36854F4522BE143A4=0A=
< A | B: 44F3E95FFC5B6BF957B5=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: 44F36854F4522BE143A4=0A=
< A ^ B: 4040E91F6819405955B5=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 44F36854F4522BE143A4=0A=
< A & B: 404068146010004141A4=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 44F36854F4522BE143A4=0A=
< A | B: ~810B080940181411=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: 44F36854F4522BE143A4=0A=
< A ^ B: ~4040E91F6819405955B5=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~44F36854F4522BE143A4=0A=
< A & B: 810B080940181410=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~44F36854F4522BE143A4=0A=
< A | B: ~404068146010004141A3=0A=
< A: 4B3814B9C4B6BB81611=0A=
< B: ~44F36854F4522BE143A4=0A=
< A ^ B: ~4040E91F6819405955B3=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~44F36854F4522BE143A4=0A=
< A & B: ~44F3E95FFC5B6BF957B4=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~44F36854F4522BE143A4=0A=
< A | B: ~4B3004094422BA00201=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< B: ~44F36854F4522BE143A4=0A=
< A ^ B: 4040E91F6819405955B3=0A=
< A: 4B3814B9C4B6BB81611=0A=
< ! A: ~4B3814B9C4B6BB81612=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< ! A: 4B3814B9C4B6BB81610=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A ~>> 0: ~4B3814B9C4B6BB81611=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A ~>> 1: ~259C0A5CE25B5DC0B09=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A ~>> 2: ~12CE052E712DAEE0585=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A ~>> F: ~96702973896D771=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A ~>> 10: ~4B3814B9C4B6BB9=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A ~>> 11: ~259C0A5CE25B5DD=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A ~>> 12: ~12CE052E712DAEF=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A << 0: ~4B3814B9C4B6BB81611=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A << 1: ~96702973896D7702C22=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A << 2: ~12CE052E712DAEE05844=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A << F: ~259C0A5CE25B5DC0B088000=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A << 10: ~4B3814B9C4B6BB816110000=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A << 11: ~96702973896D7702C220000=0A=
< A: ~4B3814B9C4B6BB81611=0A=
< A << 12: ~12CE052E712DAEE058440000=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: 33B68E3FB73DA0E8F2BB=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: 33B68E3FB73DA0E8F2BB=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 0=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A & B: 1=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A | B: ~1=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~2=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: 1=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~1=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: ~2=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A & B: ~33B68E3FB73DA0E8F2BB=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A | B: ~33B68E3FB73DA0E8F2BB=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~33B68E3FB73DA0E8F2BB=0A=
< A ^ B: 0=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 44F36854F4522BE143A4=0A=
< A & B: B20814B41020E042A0=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 44F36854F4522BE143A4=0A=
< A | B: 77F7EE7FF77FABE9F3BF=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 44F36854F4522BE143A4=0A=
< A ^ B: 7745E66B436F8B09B11F=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 44F36854F4522BE143A4=0A=
< A & B: 4441604040420B010104=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 44F36854F4522BE143A4=0A=
< A | B: ~3304862B032D8008B01B=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 44F36854F4522BE143A4=0A=
< A ^ B: ~7745E66B436F8B09B11F=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~44F36854F4522BE143A4=0A=
< A & B: 3304862B032D8008B018=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~44F36854F4522BE143A4=0A=
< A | B: ~4441604040420B010101=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~44F36854F4522BE143A4=0A=
< A ^ B: ~7745E66B436F8B09B119=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~44F36854F4522BE143A4=0A=
< A & B: ~77F7EE7FF77FABE9F3BC=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~44F36854F4522BE143A4=0A=
< A | B: ~B20814B41020E042A3=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~44F36854F4522BE143A4=0A=
< A ^ B: 7745E66B436F8B09B119=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A & B: 30900C3C9725A0006209=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A | B: 23BFE9EBFFFBDEAEAFEBB=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A ^ B: 20B6E928368984AEA9CB2=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A & B: 20848108048804A020C01=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A | B: ~3268203201800E890B3=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 238D81CBCDFA5EA026E09=0A=
< A ^ B: ~20B6E928368984AEA9CB4=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A & B: 3268203201800E890B3=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A | B: ~20848108048804A020C01=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A ^ B: ~20B6E928368984AEA9CB4=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A & B: ~23BFE9EBFFFBDEAEAFEBB=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A | B: ~30900C3C9725A0006209=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~238D81CBCDFA5EA026E09=0A=
< A ^ B: 20B6E928368984AEA9CB2=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 2F6757BA67F87E2ADE80C=0A=
< A & B: 32340A263705A0A8E008=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 2F6757BA67F87E2ADE80C=0A=
< A | B: 2F7F7FFBFFFBFE2EDFABF=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: 2F6757BA67F87E2ADE80C=0A=
< A ^ B: 2C5C3F599C8BA42451AB7=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 2F6757BA67F87E2ADE80C=0A=
< A & B: 2C4417180488242050804=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 2F6757BA67F87E2ADE80C=0A=
< A | B: ~18284198038004012B3=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: 2F6757BA67F87E2ADE80C=0A=
< A ^ B: ~2C5C3F599C8BA42451AB7=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~2F6757BA67F87E2ADE80C=0A=
< A & B: 18284198038004012B0=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~2F6757BA67F87E2ADE80C=0A=
< A | B: ~2C4417180488242050801=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< B: ~2F6757BA67F87E2ADE80C=0A=
< A ^ B: ~2C5C3F599C8BA42451AB1=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~2F6757BA67F87E2ADE80C=0A=
< A & B: ~2F7F7FFBFFFBFE2EDFABC=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~2F6757BA67F87E2ADE80C=0A=
< A | B: ~32340A263705A0A8E00B=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< B: ~2F6757BA67F87E2ADE80C=0A=
< A ^ B: 2C5C3F599C8BA42451AB1=0A=
< A: 33B68E3FB73DA0E8F2BB=0A=
< ! A: ~33B68E3FB73DA0E8F2BC=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< ! A: 33B68E3FB73DA0E8F2BA=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A ~>> 0: ~33B68E3FB73DA0E8F2BB=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A ~>> 1: ~19DB471FDB9ED074795E=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A ~>> 2: ~CEDA38FEDCF683A3CAF=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A ~>> F: ~676D1C7F6E7B41D2=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A ~>> 10: ~33B68E3FB73DA0E9=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A ~>> 11: ~19DB471FDB9ED075=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A ~>> 12: ~CEDA38FEDCF683B=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A << 0: ~33B68E3FB73DA0E8F2BB=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A << 1: ~676D1C7F6E7B41D1E576=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A << 2: ~CEDA38FEDCF683A3CAEC=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A << F: ~19DB471FDB9ED074795D8000=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A << 10: ~33B68E3FB73DA0E8F2BB0000=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A << 11: ~676D1C7F6E7B41D1E5760000=0A=
< A: ~33B68E3FB73DA0E8F2BB=0A=
< A << 12: ~CEDA38FEDCF683A3CAEC0000=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A | B: DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A | B: DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A | B: ~DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: ~DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A | B: ~DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: ~DC3E0F41E901B3D7849583FB49=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A | B: 0=0A=
< A: 0=0A=
< B: 0=0A=
< A ^ B: 0=0A=
< A: 0=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A | B: 681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A ^ B: 681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A | B: 681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A ^ B: 681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A | B: ~681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A ^ B: ~681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A & B: 0=0A=
< A: 0=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A | B: ~681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A ^ B: ~681955362721CE00DDAAAB61C581=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< ! A: ~1=0A=
< A: 0=0A=
< A ~>> 0: 0=0A=
< A: 0=0A=
< A ~>> 1: 0=0A=
< A: 0=0A=
< A ~>> 2: 0=0A=
< A: 0=0A=
< A ~>> F: 0=0A=
< A: 0=0A=
< A ~>> 10: 0=0A=
< A: 0=0A=
< A ~>> 11: 0=0A=
< A: 0=0A=
< A ~>> 12: 0=0A=
< A: 0=0A=
< A << 0: 0=0A=
< A: 0=0A=
< A << 1: 0=0A=
< A: 0=0A=
< A << 2: 0=0A=
< A: 0=0A=
< A << F: 0=0A=
< A: 0=0A=
< A << 10: 0=0A=
< A: 0=0A=
< A << 11: 0=0A=
< A: 0=0A=
< A << 12: 0=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A & B: DC3E0F41E901B3D7849583FB49=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A | B: DC3E0F41E901B3D7849583FB49=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: 0=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A & B: 1=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A | B: ~1=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: ~2=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A & B: 1=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A | B: ~1=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: ~2=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A & B: ~DC3E0F41E901B3D7849583FB49=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A | B: ~DC3E0F41E901B3D7849583FB49=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~DC3E0F41E901B3D7849583FB49=0A=
< A ^ B: 0=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A & B: 983C0E01C0012387000103F200=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A | B: 1FC7E1FC3FB03F7FF8DBF87FFDB=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A ^ B: 1644211C23B02D4788DBE840DDB=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A & B: 12040108212024428092A040492=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A | B: ~44020140290090508494800949=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A ^ B: ~1644211C23B02D4788DBE840DDB=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A & B: 44020140290090508494800948=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A | B: ~12040108212024428092A040491=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A ^ B: ~1644211C23B02D4788DBE840DD9=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A & B: ~1FC7E1FC3FB03F7FF8DBF87FFDA=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A | B: ~983C0E01C0012387000103F201=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A ^ B: 1644211C23B02D4788DBE840DD9=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 542A07410100B242800483C801=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: 9FEBEAFD5EB13BBD7B6FDABFF6B=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 9AA94A894EA13099536F928376A=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 92280A094021208003268280423=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~88140800E80101950491003349=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~9AA94A894EA13099536F928376C=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: 88140800E80101950491003349=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~92280A094021208003268280423=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~9AA94A894EA13099536F928376C=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: ~9FEBEAFD5EB13BBD7B6FDABFF6B=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~542A07410100B242800483C801=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 9AA94A894EA13099536F928376A=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: CC140F00000130850491039840=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: 12FD7F4FEBEF25F7D7E4DDD7FB4F=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: 12316B40EBEF24C752E04CD4630F=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: 12214140AA062444006048540006=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: ~102A0041E90083528004806309=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: ~12316B40EBEF24C752E04CD4630F=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: 102A0041E90083528004806308=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~12214140AA062444006048540005=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: ~12316B40EBEF24C752E04CD4630D=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: ~12FD7F4FEBEF25F7D7E4DDD7FB4E=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~CC140F00000130850491039841=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: 12316B40EBEF24C752E04CD4630D=0A=
< A: DC3E0F41E901B3D7849583FB49=0A=
< ! A: ~DC3E0F41E901B3D7849583FB4A=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< ! A: DC3E0F41E901B3D7849583FB48=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A ~>> 0: ~DC3E0F41E901B3D7849583FB49=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A ~>> 1: ~6E1F07A0F480D9EBC24AC1FDA5=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A ~>> 2: ~370F83D07A406CF5E12560FED3=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A ~>> F: ~1B87C1E83D20367AF092B08=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A ~>> 10: ~DC3E0F41E901B3D7849584=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A ~>> 11: ~6E1F07A0F480D9EBC24AC2=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A ~>> 12: ~370F83D07A406CF5E12561=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A << 0: ~DC3E0F41E901B3D7849583FB49=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A << 1: ~1B87C1E83D20367AF092B07F692=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A << 2: ~370F83D07A406CF5E12560FED24=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A << F: ~6E1F07A0F480D9EBC24AC1FDA48000=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A << 10: ~DC3E0F41E901B3D7849583FB490000=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A << 11: ~1B87C1E83D20367AF092B07F6920000=0A=
< A: ~DC3E0F41E901B3D7849583FB49=0A=
< A << 12: ~370F83D07A406CF5E12560FED240000=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: 976AAA7D50312BA42B26CABCC23=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 0=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A & B: 1=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~1=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~2=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: 1=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~1=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: ~2=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A & B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A | B: ~976AAA7D50312BA42B26CABCC23=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~976AAA7D50312BA42B26CABCC23=0A=
< A ^ B: 0=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: 64000780020030002048038802=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: 1BFFFFEFFF0737FEC7F6FDFFDC67=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: 1B9BFFE87F0537CEC7D6B5FC5465=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: 128955482A042544854491541044=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: ~912AAA05501128A429224A84421=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: ~1B9BFFE87F0537CEC7D6B5FC5465=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: 912AAA05501128A429224A84422=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~128955482A042544854491541045=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: ~1B9BFFE87F0537CEC7D6B5FC5467=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: ~1BFFFFEFFF0737FEC7F6FDFFDC68=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~64000780020030002048038801=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: 1B9BFFE87F0537CEC7D6B5FC5467=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A & B: 81000260501020040A22821C401=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A | B: 697FFFB7F723DEBADFBAEFEBCDA3=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A ^ B: 616FFF91F222DCBA9F18C7CA09A2=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A & B: 600955102220CC009D0883400181=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A | B: ~166AA81D00210BA0210448A0823=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: 681955362721CE00DDAAAB61C581=0A=
< A ^ B: ~616FFF91F222DCBA9F18C7CA09A4=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A & B: 166AA81D00210BA0210448A0823=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A | B: ~600955102220CC009D0883400181=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A ^ B: ~616FFF91F222DCBA9F18C7CA09A4=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A & B: ~697FFFB7F723DEBADFBAEFEBCDA3=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A | B: ~81000260501020040A22821C401=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~681955362721CE00DDAAAB61C581=0A=
< A ^ B: 616FFF91F222DCBA9F18C7CA09A2=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A & B: 32AA2444031000021044838802=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A | B: D976AAEFDF439EBBFBF77EEBCF23=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: D94400CB9B408EBBF9E73A684721=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A & B: D00000480A408C01B94512400300=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A | B: ~9440083910002BA40A228284421=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: ~D94400CB9B408EBBF9E73A684721=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A & B: 9440083910002BA40A228284422=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A | B: ~D00000480A408C01B94512400301=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: ~D94400CB9B408EBBF9E73A684723=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A & B: ~D976AAEFDF439EBBFBF77EEBCF24=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A | B: ~32AA2444031000021044838801=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: D94400CB9B408EBBF9E73A684723=0A=
< A: 976AAA7D50312BA42B26CABCC23=0A=
< ! A: ~976AAA7D50312BA42B26CABCC24=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< ! A: 976AAA7D50312BA42B26CABCC22=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A ~>> 0: ~976AAA7D50312BA42B26CABCC23=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A ~>> 1: ~4BB5553EA81895D21593655E612=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A ~>> 2: ~25DAAA9F540C4AE90AC9B2AF309=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A ~>> F: ~12ED554FAA0625748564D958=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A ~>> 10: ~976AAA7D50312BA42B26CAC=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A ~>> 11: ~4BB5553EA81895D21593656=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A ~>> 12: ~25DAAA9F540C4AE90AC9B2B=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A << 0: ~976AAA7D50312BA42B26CABCC23=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A << 1: ~12ED554FAA0625748564D9579846=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A << 2: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A << F: ~4BB5553EA81895D21593655E6118000=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A << 10: ~976AAA7D50312BA42B26CABCC230000=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A << 11: ~12ED554FAA0625748564D95798460000=0A=
< A: ~976AAA7D50312BA42B26CABCC23=0A=
< A << 12: ~25DAAA9F540C4AE90AC9B2AF308C0000=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A & B: 1B87C1E83D20367AF092B07F692=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A | B: 1B87C1E83D20367AF092B07F692=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A ^ B: 0=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A & B: 2=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A | B: ~2=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 1B87C1E83D20367AF092B07F692=0A=
< A ^ B: ~4=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A & B: 2=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A | B: ~2=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A ^ B: ~4=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A & B: ~1B87C1E83D20367AF092B07F692=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A | B: ~1B87C1E83D20367AF092B07F692=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~1B87C1E83D20367AF092B07F692=0A=
< A ^ B: 0=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: 90380C8192010386090003F092=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: 3BCFE3FC7FB077FAF8DEB8FF7DB=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: 32CC6334669067C2984EB8C0749=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: 2048221442904180084C088014A=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: ~12844120240026429002B040601=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: ~32CC6334669067C2984EB8C074B=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: 12844120240026429002B040600=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: ~2048221442904180084C0880149=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: ~32CC6334669067C2984EB8C0749=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: ~3BCFE3FC7FB077FAF8DEB8FF7DC=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: ~90380C8192010386090003F091=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: 32CC6334669067C2984EB8C074B=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: A8540E82020164850009079002=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: 13FD7D5FABD62777AF6DFB57FED6=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: 1355295129D426132A6DF2506ED4=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: 12450141280424100064D0500846=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: ~110281001D002032A0922006692=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: ~1355295129D426132A6DF2506ED8=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: 110281001D002032A0922006692=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~12450141280424100064D0500846=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: ~1355295129D426132A6DF2506ED8=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: ~13FD7D5FABD62777AF6DFB57FED6=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~A8540E82020164850009079002=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: 1355295129D426132A6DF2506ED4=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: 207C1603000026880102036400=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: 1DFBFFFFFFDB3B6FEF1F6F07F6FB=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: 1DDB83E9FCDB3B49671E6D0492FB=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: 1C4383E17C093808401644000068=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: ~198000880D20341270829049291=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~1DDB83E9FCDB3B49671E6D0492F9=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: 198000880D20341270829049292=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~1C4383E17C093808401644000069=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~1DDB83E9FCDB3B49671E6D0492FB=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: ~1DFBFFFFFFDB3B6FEF1F6F07F6FA=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~207C1603000026880102036401=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: 1DDB83E9FCDB3B49671E6D0492F9=0A=
< A: 1B87C1E83D20367AF092B07F692=0A=
< ! A: ~1B87C1E83D20367AF092B07F693=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< ! A: 1B87C1E83D20367AF092B07F691=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A ~>> 0: ~1B87C1E83D20367AF092B07F692=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A ~>> 1: ~DC3E0F41E901B3D7849583FB49=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A ~>> 2: ~6E1F07A0F480D9EBC24AC1FDA5=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A ~>> F: ~370F83D07A406CF5E125610=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A ~>> 10: ~1B87C1E83D20367AF092B08=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A ~>> 11: ~DC3E0F41E901B3D7849584=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A ~>> 12: ~6E1F07A0F480D9EBC24AC2=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A << 0: ~1B87C1E83D20367AF092B07F692=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A << 1: ~370F83D07A406CF5E12560FED24=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A << 2: ~6E1F07A0F480D9EBC24AC1FDA48=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A << F: ~DC3E0F41E901B3D7849583FB490000=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A << 10: ~1B87C1E83D20367AF092B07F6920000=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A << 11: ~370F83D07A406CF5E12560FED240000=0A=
< A: ~1B87C1E83D20367AF092B07F692=0A=
< A << 12: ~6E1F07A0F480D9EBC24AC1FDA480000=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: 12ED554FAA0625748564D9579846=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: 12ED554FAA0625748564D9579846=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: 0=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A & B: 2=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A | B: ~2=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 12ED554FAA0625748564D9579846=0A=
< A ^ B: ~4=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: 2=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~2=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: ~4=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A & B: ~12ED554FAA0625748564D9579846=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A | B: ~12ED554FAA0625748564D9579846=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~12ED554FAA0625748564D9579846=0A=
< A ^ B: 0=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: 106155472A002024800440030040=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: 1EEFFFFFFF0F3D7ECD77DF57FC6F=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: E8EAAB8D50F1D5A4D739F54FC2F=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: C02AAB05509180A481306006428=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: ~28C000880060550056099549805=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~E8EAAB8D50F1D5A4D739F54FC2D=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: 28C000880060550056099549806=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~C02AAB05509180A481306006429=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~E8EAAB8D50F1D5A4D739F54FC2F=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: ~1EEFFFFFFF0F3D7ECD77DF57FC6E=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~106155472A002024800440030041=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: E8EAAB8D50F1D5A4D739F54FC2D=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A & B: 1020004C0A020400814450438802=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A | B: D2FFFF6FEE47BD75BF75DFD79B46=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: C2DFFF23E445B9753E318F941344=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A & B: C012AA20444198013A1106800302=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A | B: ~2CD5503A0042174042089141046=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: ~C2DFFF23E445B9753E318F941348=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A & B: 2CD5503A0042174042089141046=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A | B: ~C012AA20444198013A1106800302=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: ~C2DFFF23E445B9753E318F941348=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A & B: ~D2FFFF6FEE47BD75BF75DFD79B46=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A | B: ~1020004C0A020400814450438802=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~D032AA6C4E439C01BB5556C38B02=0A=
< A ^ B: C2DFFF23E445B9753E318F941344=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A & B: 1049550220042000810000051002=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A | B: 13AEFFFEFFF676F769D64DB77D8C7=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A ^ B: 12AA6AAEDDF634F761C64DB72C8C5=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A & B: 12802AAA055614A02180002204082=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A | B: ~2A4004D8A0205740464D9528845=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A ^ B: ~12AA6AAEDDF634F761C64DB72C8C7=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A & B: 2A4004D8A0205740464D9528844=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A | B: ~12802AAA055614A02180002204081=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A ^ B: ~12AA6AAEDDF634F761C64DB72C8C5=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A & B: ~13AEFFFEFFF676F769D64DB77D8C8=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A | B: ~1049550220042000810000051001=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A ^ B: 12AA6AAEDDF634F761C64DB72C8C7=0A=
< A: 12ED554FAA0625748564D9579846=0A=
< ! A: ~12ED554FAA0625748564D9579847=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< ! A: 12ED554FAA0625748564D9579845=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A ~>> 0: ~12ED554FAA0625748564D9579846=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A ~>> 1: ~976AAA7D50312BA42B26CABCC23=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A ~>> 2: ~4BB5553EA81895D21593655E612=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A ~>> F: ~25DAAA9F540C4AE90AC9B2B0=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A ~>> 10: ~12ED554FAA0625748564D958=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A ~>> 11: ~976AAA7D50312BA42B26CAC=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A ~>> 12: ~4BB5553EA81895D21593656=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A << 0: ~12ED554FAA0625748564D9579846=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A << 1: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A << 2: ~4BB5553EA81895D21593655E6118=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A << F: ~976AAA7D50312BA42B26CABCC230000=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A << 10: ~12ED554FAA0625748564D95798460000=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A << 11: ~25DAAA9F540C4AE90AC9B2AF308C0000=0A=
< A: ~12ED554FAA0625748564D9579846=0A=
< A << 12: ~4BB5553EA81895D21593655E61180000=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: 0=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: 1=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: ~1=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: ~2=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: 1=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: ~1=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: ~2=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A & B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A | B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ^ B: 0=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 370F83D07A406CF5E12560FED24=0A=
< A & B: 210B82D05A0040B0600400BE100=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 370F83D07A406CF5E12560FED24=0A=
< A | B: 3F4FA3DC7BF07DFDE9FD68FFDFF=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 370F83D07A406CF5E12560FED24=0A=
< A ^ B: 1E44210C21F03D4D89F96841CFF=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 370F83D07A406CF5E12560FED24=0A=
< A & B: 1604010020402C4581216040C24=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 370F83D07A406CF5E12560FED24=0A=
< A | B: ~840200C01B0110808D808010DB=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 370F83D07A406CF5E12560FED24=0A=
< A ^ B: ~1E44210C21F03D4D89F96841CFF=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~370F83D07A406CF5E12560FED24=0A=
< A & B: 840200C01B0110808D808010D8=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~370F83D07A406CF5E12560FED24=0A=
< A | B: ~1604010020402C4581216040C21=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~370F83D07A406CF5E12560FED24=0A=
< A ^ B: ~1E44210C21F03D4D89F96841CF9=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~370F83D07A406CF5E12560FED24=0A=
< A & B: ~3F4FA3DC7BF07DFDE9FD68FFDFC=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~370F83D07A406CF5E12560FED24=0A=
< A | B: ~210B82D05A0040B0600400BE103=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~370F83D07A406CF5E12560FED24=0A=
< A ^ B: 1E44210C21F03D4D89F96841CF9=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: BA254509000A800540036049=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: 1EF7FFFFFFBB3D3FCE9FC68BF5FB=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: 1EF745DABAB23D354E9A868895B2=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: 1C6345D23A003824481206000421=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: ~294000880B20511068880889193=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~1EF745DABAB23D354E9A868895B4=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: 294000880B20511068880889193=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~1C6345D23A003824481206000421=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~1EF745DABAB23D354E9A868895B4=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: ~1EF7FFFFFFBB3D3FCE9FC68BF5FB=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~BA254509000A800540036049=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: 1EF745DABAB23D354E9A868895B2=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: 90AA0D440800090289808B3088=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: 27DEBABFD5BF4FFB8ECDF2AFF1DF=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: 274E10B291B74FF28C447224C157=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: 254A009210044AE0084032240004=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: ~204102081B3051284044000C153=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: ~274E10B291B74FF28C447224C157=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: 204102081B3051284044000C150=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: ~254A009210044AE0084032240001=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: ~274E10B291B74FF28C447224C151=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: ~27DEBABFD5BF4FFB8ECDF2AFF1DC=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: ~90AA0D440800090289808B308B=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: 274E10B291B74FF28C447224C151=0A=
< A: 294BA2DC5BB051B868DC08BF1DB=0A=
< ! A: ~294BA2DC5BB051B868DC08BF1DC=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< ! A: 294BA2DC5BB051B868DC08BF1DA=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ~>> 0: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ~>> 1: ~14A5D16E2DD828DC346E045F8EE=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ~>> 2: ~A52E8B716EC146E1A37022FC77=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ~>> F: ~529745B8B760A370D1B8118=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ~>> 10: ~294BA2DC5BB051B868DC08C=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ~>> 11: ~14A5D16E2DD828DC346E046=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A ~>> 12: ~A52E8B716EC146E1A37023=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A << 0: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A << 1: ~529745B8B760A370D1B8117E3B6=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A << 2: ~A52E8B716EC146E1A37022FC76C=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A << F: ~14A5D16E2DD828DC346E045F8ED8000=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A << 10: ~294BA2DC5BB051B868DC08BF1DB0000=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A << 11: ~529745B8B760A370D1B8117E3B60000=0A=
< A: ~294BA2DC5BB051B868DC08BF1DB=0A=
< A << 12: ~A52E8B716EC146E1A37022FC76C0000=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: 1C63FFF77F09382EC81746036469=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: 1C63FFF77F09382EC81746036469=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: 0=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A & B: 1=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A | B: ~1=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~2=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: 1=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~1=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: ~2=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A & B: ~1C63FFF77F09382EC81746036469=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A | B: ~1C63FFF77F09382EC81746036469=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1C63FFF77F09382EC81746036469=0A=
< A ^ B: 0=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: 442AA9754080828080102032008=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: 3DFBFFFF7F0D7AEFCADFF6AF74ED=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: 39B955682B0572C7C2DEF4AC54E5=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: 21980008000442C102C8B0AC1084=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: ~182155602B013006C01644004461=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: ~39B955682B0572C7C2DEF4AC54E5=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: 182155602B013006C01644004460=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: ~21980008000442C102C8B0AC1083=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: ~39B955682B0572C7C2DEF4AC54E3=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A & B: ~3DFBFFFF7F0D7AEFCADFF6AF74EC=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A | B: ~442AA9754080828080102032009=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~25DAAA9F540C4AE90AC9B2AF308C=0A=
< A ^ B: 39B955682B0572C7C2DEF4AC54E3=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A & B: 1843FFA275012802880002014001=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A | B: 13C6BFFF77F6D7A2ED917462774EB=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A ^ B: 1242800550A6C522C5117442634EA=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A & B: 12008000000644200110000241083=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A | B: ~42000550A08102C401744022469=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1384BFFA275656A02990002255083=0A=
< A ^ B: ~1242800550A6C522C5117442634EC=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A & B: 42000550A08102C401744022469=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A | B: ~12008000000644200110000241083=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A ^ B: ~1242800550A6C522C5117442634EC=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A & B: ~13C6BFFF77F6D7A2ED917462774EB=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A | B: ~1843FFA275012802880002014001=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1384BFFA275656A02990002255083=0A=
< A ^ B: 1242800550A6C522C5117442634EA=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1A06554D89C87380376AAAD871604=0A=
< A & B: 6154D01C013802400204030400=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1A06554D89C87380376AAAD871604=0A=
< A | B: 1BC67FFFFFF8F382FFEBFEF87766D=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: 1A06554D89C87380376AAAD871604=0A=
< A ^ B: 1BC06AB2FE38E002DBEBDEB84726D=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1A06554D89C87380376AAAD871604=0A=
< A & B: 1A00400088086000136A8A9841204=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1A06554D89C87380376AAAD871604=0A=
< A | B: ~1C02AB276308002C881542006069=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: 1A06554D89C87380376AAAD871604=0A=
< A ^ B: ~1BC06AB2FE38E002DBEBDEB84726D=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1A06554D89C87380376AAAD871604=0A=
< A & B: 1C02AB276308002C881542006068=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1A06554D89C87380376AAAD871604=0A=
< A | B: ~1A00400088086000136A8A9841203=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< B: ~1A06554D89C87380376AAAD871604=0A=
< A ^ B: ~1BC06AB2FE38E002DBEBDEB84726B=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1A06554D89C87380376AAAD871604=0A=
< A & B: ~1BC67FFFFFF8F382FFEBFEF87766C=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1A06554D89C87380376AAAD871604=0A=
< A | B: ~6154D01C013802400204030401=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< B: ~1A06554D89C87380376AAAD871604=0A=
< A ^ B: 1BC06AB2FE38E002DBEBDEB84726B=0A=
< A: 1C63FFF77F09382EC81746036469=0A=
< ! A: ~1C63FFF77F09382EC8174603646A=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< ! A: 1C63FFF77F09382EC81746036468=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A ~>> 0: ~1C63FFF77F09382EC81746036469=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A ~>> 1: ~E31FFFBBF849C17640BA301B235=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A ~>> 2: ~718FFFDDFC24E0BB205D180D91B=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A ~>> F: ~38C7FFEEFE12705D902E8C07=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A ~>> 10: ~1C63FFF77F09382EC8174604=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A ~>> 11: ~E31FFFBBF849C17640BA302=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A ~>> 12: ~718FFFDDFC24E0BB205D181=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A << 0: ~1C63FFF77F09382EC81746036469=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A << 1: ~38C7FFEEFE12705D902E8C06C8D2=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A << 2: ~718FFFDDFC24E0BB205D180D91A4=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A << F: ~E31FFFBBF849C17640BA301B2348000=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A << 10: ~1C63FFF77F09382EC817460364690000=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A << 11: ~38C7FFEEFE12705D902E8C06C8D20000=0A=
< A: ~1C63FFF77F09382EC81746036469=0A=
< A << 12: ~718FFFDDFC24E0BB205D180D91A40000=0A=
---=0A=
> bin/regression: line 94: 2164 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing int-inf.log2=0A=
12c12,13=0A=
< OK=0A=
---=0A=
> bin/regression: line 94: 3832 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing int-overflow=0A=
testing int=0A=
72,163c72,73=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< test15b OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< test16b OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< chk OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test17b OK=0A=
< test18 OK=0A=
< test19 OK=0A=
< test20 OK=0A=
< test21 OK=0A=
< test22 OK=0A=
---=0A=
> bin/regression: line 94: 4004 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing jump=0A=
testing kitdangle=0A=
testing kitdangle3=0A=
testing kitfib35=0A=
testing kitkbjul9=0A=
1,819c1,2=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
---=0A=
> bin/regression: line 94: 3580 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kitlife35u=0A=
1,265c1,2=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< starting printing=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
---=0A=
> bin/regression: line 94: 2532 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kitloop2=0A=
testing kitmandelbrot=0A=
testing kitqsort=0A=
1c1,2=0A=
< Ok!=0A=
---=0A=
> bin/regression: line 94: 2652 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kitreynolds2=0A=
1c1,2=0A=
< false=0A=
---=0A=
> bin/regression: line 94: 2052 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kitreynolds3=0A=
1c1,2=0A=
< false=0A=
---=0A=
> bin/regression: line 94: 2444 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kitsimple=0A=
1,22c1,2=0A=
< .done make_velocity=0A=
< done make_position=0A=
< done make_area_density_volume=0A=
< done make_viscosity=0A=
< done make_temperature=0A=
< make_sigma:deltat =3D =0A=
< done make_sigma=0A=
< done make_cc=0A=
< done make_gamma=0A=
< done make_ab=0A=
< done make_theta=0A=
< done make_gamma=0A=
< done make_ab=0A=
< done make_theta=0A=
< done compute_heat_conduction=0A=
< done make_pressure=0A=
< done make_energy=0A=
< done compute_energy_error=0A=
< done compute_time_step=0A=
< =0A=
< 3072=0A=
< ~61403=0A=
---=0A=
> bin/regression: line 94: 2828 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kittmergesort=0A=
1,6c1,2=0A=
< =0A=
< List generated=0A=
< Doing tmergesort...=0A=
< Sorted 50000=0A=
< numbers=0A=
< =0A=
---=0A=
> bin/regression: line 94: 188 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kkb36c=0A=
1,819c1,2=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
---=0A=
> bin/regression: line 94: 2484 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing kkb_eq=0A=
1,819c1,2=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*I(C))=0A=
< 7 : C*(B*I(C)) =3D B=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 11 : C*(A*(I(C)*A)) =3D U=0A=
< 12 : C*(B*(I(C)*v1)) =3D B*v1=0A=
< 13 : I(U)*v1 =3D v1=0A=
< 14 : I(I(v1))*U =3D v1=0A=
< 15 : I(v3*v2)*(v3*(v2*v1)) =3D v1=0A=
< 16 : C*(A*(I(C)*(B*A))) =3D B=0A=
< 17 : I(C)*U =3D C=0A=
< 18 : C*(A*(I(C)*(A*v1))) =3D v1=0A=
< 19 : I(C)*B =3D B*I(C)=0A=
< 20 : I(I(v2))*v1 =3D v2*v1=0A=
< Rule 14 deleted=0A=
< 21 : v1*U =3D v1=0A=
< Rule 17 deleted=0A=
< 22 : I(C) =3D C=0A=
< Rule 19 deleted=0A=
< Rule 18 deleted=0A=
< Rule 16 deleted=0A=
< Rule 12 deleted=0A=
< Rule 11 deleted=0A=
< Rule 7 deleted=0A=
< 23 : C*B =3D B*C=0A=
< 24 : C*(A*(C*(A*v1))) =3D v1=0A=
< 25 : C*(A*(C*(B*A))) =3D B=0A=
< 26 : C*(B*(C*v1)) =3D B*v1=0A=
< 27 : C*(A*(C*A)) =3D U=0A=
< 28 : C*(B*C) =3D B=0A=
< 29 : C*(A*(C*(B*(A*v1)))) =3D B*v1=0A=
< 30 : I(I(v2*v1)*v2) =3D v1=0A=
< 31 : I(v2*I(v1))*v2 =3D v1=0A=
< 32 : I(v4*(v3*v2))*(v4*(v3*(v2*v1))) =3D v1=0A=
< 33 : I(v1*A)*(v1*(B*A)) =3D B=0A=
< 34 : I(v1*C)*v1 =3D C=0A=
< 35 : I(v3*I(v2))*(v3*v1) =3D v2*v1=0A=
< 36 : I(v2*A)*(v2*(B*(A*v1))) =3D B*v1=0A=
< 37 : I(v2*C)*(v2*v1) =3D C*v1=0A=
< 38 : v1*I(v1) =3D U=0A=
< 39 : I(C*(A*C))*v1 =3D A*v1=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< Rule 13 deleted=0A=
< 42 : I(I(v1)) =3D v1=0A=
< Rule 20 deleted=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< Rule 29 deleted=0A=
< Rule 28 deleted=0A=
< Rule 26 deleted=0A=
< Rule 25 deleted=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< Rule 24 deleted=0A=
< 45 : A*(C*A) =3D C=0A=
< Rule 27 deleted=0A=
< 46 : v2*(I(v1*v2)*v1) =3D U=0A=
< 47 : I(I(v3*(v2*v1))*(v3*v2)) =3D v1=0A=
< 48 : I(I(B*A)*A) =3D B=0A=
< 49 : v3*(I(v2*v3)*(v2*v1)) =3D v1=0A=
< 50 : I(I(v2)*I(v1)) =3D v1*v2=0A=
< 51 : I(I(B*(A*v1))*A) =3D B*v1=0A=
< 52 : I(I(v1)*C) =3D C*v1=0A=
< 53 : I(v2*I(v1*v2)) =3D v1=0A=
< 54 : I(v3*(v2*I(v1)))*(v3*v2) =3D v1=0A=
< 55 : I(v1*(C*(A*C)))*v1 =3D A=0A=
< 56 : v2*I(I(v1)*v2) =3D v1=0A=
< 57 : I(v3*(I(v2*v1)*v2))*v3 =3D v1=0A=
< 58 : I(v5*(v4*(v3*v2)))*(v5*(v4*(v3*(v2*v1)))) =3D v1=0A=
< 59 : I(v2*(v1*A))*(v2*(v1*(B*A))) =3D B=0A=
< 60 : I(v2*(v1*C))*(v2*v1) =3D C=0A=
< 61 : I(v4*(v3*I(v2)))*(v4*(v3*v1)) =3D v2*v1=0A=
< 62 : I(v3*(v2*A))*(v3*(v2*(B*(A*v1)))) =3D B*v1=0A=
< 63 : I(v3*(v2*C))*(v3*(v2*v1)) =3D C*v1=0A=
< 64 : I(v4*(I(v3*v2)*v3))*(v4*v1) =3D v2*v1=0A=
< 65 : v4*(I(v3*(v2*v4))*(v3*(v2*v1))) =3D v1=0A=
< 66 : I(I(B)*A)*A =3D B=0A=
< 67 : I(A*A)*(B*(A*A)) =3D B=0A=
< 68 : v1*(I(A*v1)*(B*A)) =3D B=0A=
< 69 : I(I(v1*A)*(v1*B))*B =3D A=0A=
< 70 : v1*I(C*v1) =3D C=0A=
< 71 : I(A*I(v1))*(B*A) =3D v1*B=0A=
< 72 : I(C*I(v1)) =3D v1*C=0A=
< 73 : I(v2*(C*(A*C)))*(v2*v1) =3D A*v1=0A=
< 74 : I(A*I(v2))*(B*(A*v1)) =3D v2*(B*v1)=0A=
< 75 : v3*(I(I(v2)*v3)*v1) =3D v2*v1=0A=
< 76 : I(I(B*I(v1))*A)*(v1*A) =3D B=0A=
< 77 : I(v1*A)*(v1*(B*(B*A))) =3D B*B=0A=
< 78 : I(I(B)*A)*(A*v1) =3D B*v1=0A=
< 79 : I(A*A)*(B*(A*(A*v1))) =3D B*v1=0A=
< 80 : I(v2*A)*(v2*(B*(B*(A*v1)))) =3D B*(B*v1)=0A=
< 81 : v2*(I(A*v2)*(B*(A*v1))) =3D B*v1=0A=
< 82 : I(I(v2*A)*(v2*B))*(B*v1) =3D A*v1=0A=
< 83 : I(I(B*I(v2))*A)*(v2*(A*v1)) =3D B*v1=0A=
< 84 : I(A*C)*(B*A) =3D B*C=0A=
< 85 : I(A*C)*(B*(A*v1)) =3D B*(C*v1)=0A=
< 86 : v2*(I(C*v2)*v1) =3D C*v1=0A=
< 87 : I(I(B*C)*A)*(C*A) =3D B=0A=
< 88 : I(I(B*C)*A)*(C*(A*v1)) =3D B*v1=0A=
< 89 : v2*(v1*I(v2*v1)) =3D U=0A=
< 90 : B*(A*I(B)) =3D A=0A=
< 91 : I(v2*v1)*v2 =3D I(v1)=0A=
< Rule 64 deleted=0A=
< Rule 57 deleted=0A=
< Rule 55 deleted=0A=
< Rule 46 deleted=0A=
< Rule 34 deleted=0A=
< Rule 31 deleted=0A=
< Rule 30 deleted=0A=
< 92 : I(C*(A*C)) =3D A=0A=
< Rule 39 deleted=0A=
< 93 : I(v3*(v2*v1))*(v3*v2) =3D I(v1)=0A=
< Rule 60 deleted=0A=
< Rule 54 deleted=0A=
< Rule 47 deleted=0A=
< 94 : I(v2*I(v1)) =3D v1*I(v2)=0A=
< Rule 83 deleted=0A=
< Rule 76 deleted=0A=
< Rule 74 deleted=0A=
< Rule 72 deleted=0A=
< Rule 71 deleted=0A=
< Rule 53 deleted=0A=
< Rule 50 deleted=0A=
< Rule 35 deleted=0A=
< 95 : I(v2*(I(B)*A))*(v2*(A*v1)) =3D B*v1=0A=
< 96 : I(v1*(I(B)*A))*(v1*A) =3D B=0A=
< 97 : I(v1*A)*(v1*B) =3D B*(C*(A*C))=0A=
< Rule 82 deleted=0A=
< Rule 69 deleted=0A=
< 98 : I(v1*C) =3D C*I(v1)=0A=
< Rule 88 deleted=0A=
< Rule 87 deleted=0A=
< Rule 85 deleted=0A=
< Rule 84 deleted=0A=
< Rule 52 deleted=0A=
< Rule 37 deleted=0A=
< 99 : v3*(v2*(I(v3*v2)*v1)) =3D v1=0A=
< 100 : B*(A*(I(B)*v1)) =3D A*v1=0A=
< 101 : I(v3*v2)*(v3*v1) =3D I(v2)*v1=0A=
< Rule 97 deleted=0A=
< Rule 96 deleted=0A=
< Rule 95 deleted=0A=
< Rule 93 deleted=0A=
< Rule 80 deleted=0A=
< Rule 77 deleted=0A=
< Rule 73 deleted=0A=
< Rule 65 deleted=0A=
< Rule 63 deleted=0A=
< Rule 62 deleted=0A=
< Rule 61 deleted=0A=
< Rule 59 deleted=0A=
< Rule 58 deleted=0A=
< Rule 49 deleted=0A=
< Rule 36 deleted=0A=
< Rule 33 deleted=0A=
< Rule 32 deleted=0A=
< Rule 15 deleted=0A=
< 102 : B*(C*I(B)) =3D C=0A=
< 103 : B*(C*(I(B)*v1)) =3D C*v1=0A=
< 104 : B*(I(B*A)*A) =3D U=0A=
< 105 : B*(I(B*A)*(A*v1)) =3D v1=0A=
< 106 : I(B*A)*A =3D I(B)=0A=
< Rule 104 deleted=0A=
< Rule 48 deleted=0A=
< 107 : B*(v1*(I(B*(A*v1))*A)) =3D U=0A=
< 108 : I(I(B*(B*A))*A) =3D B*B=0A=
< 109 : B*(v2*(I(B*(A*v2))*(A*v1))) =3D v1=0A=
< 110 : I(I(B*(B*(A*v1)))*A) =3D B*(B*v1)=0A=
< 111 : I(I(B)*A) =3D B*(C*(A*C))=0A=
< Rule 78 deleted=0A=
< Rule 66 deleted=0A=
< 112 : I(I(B*v1)*A) =3D B*(C*(A*(C*v1)))=0A=
< Rule 110 deleted=0A=
< Rule 108 deleted=0A=
< Rule 51 deleted=0A=
< 113 : v3*(v2*I(I(v1)*(v3*v2))) =3D v1=0A=
< 114 : v1*I(C*(A*(C*v1))) =3D A=0A=
< 115 : I(I(v2)*v1) =3D I(v1)*v2=0A=
< Rule 113 deleted=0A=
< Rule 112 deleted=0A=
< Rule 111 deleted=0A=
< Rule 75 deleted=0A=
< Rule 56 deleted=0A=
< 116 : v2*(v1*(I(A*(v2*v1))*(B*A))) =3D B=0A=
< 117 : I(A*v1)*(B*A) =3D I(v1)*B=0A=
< Rule 116 deleted=0A=
< Rule 68 deleted=0A=
< 118 : v2*(v1*I(C*(v2*v1))) =3D C=0A=
< 119 : I(C*v1) =3D I(v1)*C=0A=
< Rule 118 deleted=0A=
< Rule 114 deleted=0A=
< Rule 92 deleted=0A=
< Rule 86 deleted=0A=
< Rule 70 deleted=0A=
< 120 : v1*(I(A*(C*v1))*C) =3D A=0A=
< 121 : I(A*A)*(B*(B*(A*A))) =3D B*B=0A=
< 122 : I(A*A)*(B*(B*(A*(A*v1)))) =3D B*(B*v1)=0A=
< 123 : I(A*A)*(B*(A*v1)) =3D B*(C*(A*(C*v1)))=0A=
< Rule 79 deleted=0A=
< Rule 67 deleted=0A=
< 124 : v3*(v2*(I(A*(v3*v2))*(B*(A*v1)))) =3D B*v1=0A=
< 125 : v1*(I(A*v1)*(B*(B*A))) =3D B*B=0A=
< 126 : I(A*v2)*(B*(A*v1)) =3D I(v2)*(B*v1)=0A=
< Rule 124 deleted=0A=
< Rule 123 deleted=0A=
< Rule 81 deleted=0A=
< 127 : v3*(v2*(v1*I(v3*(v2*v1)))) =3D U=0A=
< 128 : v2*I(v1*v2) =3D I(v1)=0A=
< Rule 89 deleted=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< Rule 90 deleted=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< Rule 128 deleted=0A=
< Rule 127 deleted=0A=
< Rule 126 deleted=0A=
< Rule 125 deleted=0A=
< Rule 122 deleted=0A=
< Rule 121 deleted=0A=
< Rule 120 deleted=0A=
< Rule 119 deleted=0A=
< Rule 117 deleted=0A=
< Rule 115 deleted=0A=
< Rule 109 deleted=0A=
< Rule 107 deleted=0A=
< Rule 106 deleted=0A=
< Rule 105 deleted=0A=
< Rule 101 deleted=0A=
< Rule 99 deleted=0A=
< Rule 98 deleted=0A=
< Rule 94 deleted=0A=
< Rule 91 deleted=0A=
< 131 : B*(C*(A*(C*(I(B)*(A*v1))))) =3D v1=0A=
< 132 : B*(C*(A*(C*(I(B)*A)))) =3D U=0A=
< 133 : C*(A*(C*(I(B)*A))) =3D I(B)=0A=
< Rule 132 deleted=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< Rule 100 deleted=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< Rule 102 deleted=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
< Rule 133 deleted=0A=
< Rule 131 deleted=0A=
< Rule 103 deleted=0A=
< Canonical set found :=0A=
< 1 : U*v1 =3D v1=0A=
< 2 : I(v1)*v1 =3D U=0A=
< 3 : (v3*v2)*v1 =3D v3*(v2*v1)=0A=
< 4 : A*B =3D B*A=0A=
< 5 : C*C =3D U=0A=
< 6 : I(A) =3D C*(A*C)=0A=
< 8 : I(v2)*(v2*v1) =3D v1=0A=
< 9 : A*(B*v1) =3D B*(A*v1)=0A=
< 10 : C*(C*v1) =3D v1=0A=
< 21 : v1*U =3D v1=0A=
< 22 : I(C) =3D C=0A=
< 23 : C*B =3D B*C=0A=
< 38 : v1*I(v1) =3D U=0A=
< 40 : v2*(I(v2)*v1) =3D v1=0A=
< 41 : I(U) =3D U=0A=
< 42 : I(I(v1)) =3D v1=0A=
< 43 : C*(B*v1) =3D B*(C*v1)=0A=
< 44 : A*(C*(A*v1)) =3D C*v1=0A=
< 45 : A*(C*A) =3D C=0A=
< 129 : A*I(B) =3D I(B)*A=0A=
< 130 : I(v2*v1) =3D I(v1)*I(v2)=0A=
< 134 : A*(I(B)*v1) =3D I(B)*(A*v1)=0A=
< 135 : C*I(B) =3D I(B)*C=0A=
< 136 : C*(I(B)*v1) =3D I(B)*(C*v1)=0A=
---=0A=
> bin/regression: line 94: 2428 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing klife_eq=0A=
1,186c1,2=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< starting printing=0A=
< =0A=
< =0A=
< 00 00=0A=
< 0 0 00=0A=
< 00 000 0 0=0A=
< 0000 0 000 0 0=0A=
< 000 00 000 0 00=0A=
< 0 0 0 00=0A=
< 00 0 00=0A=
< 0 0=0A=
< 0=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< starting printing=0A=
< =0A=
< =0A=
< 00 00=0A=
< 0 0 00=0A=
< 00 000 0 0=0A=
< 0000 0 000 0 0=0A=
< 000 00 000 0 00=0A=
< 0 0 0 00=0A=
< 00 0 00=0A=
< 0 0=0A=
< 0=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< .=0A=
< starting printing=0A=
< =0A=
< =0A=
< 00 00=0A=
< 0 0 00=0A=
< 00 000 0 0=0A=
< 0000 0 000 0 0=0A=
< 000 00 000 0 00=0A=
< 0 0 0 00=0A=
< 00 0 00=0A=
< 0 0=0A=
< 0=0A=
---=0A=
> bin/regression: line 94: 4004 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing known-case0=0A=
testing known-case1=0A=
testing lambda-list-ref=0A=
testing layout=0A=
testing lex=0A=
testing lib=0A=
testing life=0A=
1,2699c1,2=0A=
< =0A=
< =0A=
< 0=0A=
< 0 0=0A=
< 0 00 0=0A=
< 00 0 00 0000 0=0A=
< 00 0 00 0000 0=0A=
< 0 0 0 0 00=0A=
< 0 0000 00=0A=
< 0000=0A=
< =0A=
< =0A=
< 0=0A=
< 0000=0A=
< 00 0 0 0 0=0A=
< 00 000 0 0 0 0=0A=
< 00 00 0 0 0=0A=
< 0000 0 0 00=0A=
< 0 0 00=0A=
< 0 0=0A=
< 00=0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0 0 0=0A=
< 00 0 0 00 0 0=0A=
< 00 0 0 00=0A=
< 0 0 00 00=0A=
< 00 00 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 0=0A=
< 00=0A=
< 00 00 0=0A=
< 00 000 00 0 0=0A=
< 00 00 00 0 0=0A=
< 00 0 0 00=0A=
< 0 0 0 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0 00 0=0A=
< 00 0 0 0 0 0 0=0A=
< 00 0 000 0 00=0A=
< 0 0 00 00 00=0A=
< 00 0 00 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 000 00 0=0A=
< 00 000 0 00 0 0=0A=
< 00 000 000 0 0=0A=
< 0 0 00 0 0 00=0A=
< 00 00 0 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0 000 0=0A=
< 00 0 0 00000=0A=
< 00 0 0 00 00=0A=
< 0 0 0 00 000 00=0A=
< 00 0000 00 00=0A=
< 0000=0A=
< 0=0A=
< =0A=
< =0A=
< 00=0A=
< 00 0=0A=
< 00 00000 00=0A=
< 00 000 0 00 0=0A=
< 00 00 00 0=0A=
< 00 0 0 00=0A=
< 00 0 00=0A=
< 0=0A=
< 00=0A=
< =0A=
< =0A=
< 00=0A=
< 000 00 0=0A=
< 0 00 0 0 0=0A=
< 00 0 0 0 0 00=0A=
< 00 0 00 0000 00=0A=
< 000 0 000 00=0A=
< 00 00 00=0A=
< 00=0A=
< 0=0A=
< =0A=
< =0A=
< 0 0=0A=
< 0 0 00=0A=
< 00 000 00 00=0A=
< 00 00 0 0 0 0 0=0A=
< 00 00 0 0 0=0A=
< 0 0 00 0 0 00=0A=
< 0 0 0 00=0A=
< 0 0=0A=
< 00=0A=
< =0A=
< =0A=
< 0=0A=
< 0000 0 00=0A=
< 0000 0 0 00 00=0A=
< 00 0 0 00 0 00 0 0=0A=
< 00 0000 00 000=0A=
< 0000 00 000 00=0A=
< 0 000 00=0A=
< 0 0=0A=
< 00=0A=
< =0A=
< =0A=
< 0 0=0A=
< 0 0 000=0A=
< 0 0 0 0 00=0A=
< 00 0 0 00 0 0=0A=
< 00 0 0=0A=
< 0 0 000 0 00=0A=
< 0 0 0 00=0A=
< 0 0=0A=
< 00=0A=
< =0A=
< =0A=
< 0 0=0A=
< 0 0 0000=0A=
< 00 00 0 00=0A=
< 00 00 00 00=0A=
< 00 00 0 00=0A=
< 0 0 0 000 00=0A=
< 0 0 00 00=0A=
< 00=0A=
< 00=0A=
< =0A=
< =0A=
< 0 00=0A=
< 0 0 0 0=0A=
< 0 0 0 0 00=0A=
< 00 0 0 0 00 000=0A=
< 00 0 0 00 0=0A=
< 0 0 000 0 0 00=0A=
< 0 00 0 00=0A=
< 000=0A=
< 00=0A=
< =0A=
< =0A=
< 0 00=0A=
< 0 0 0000=0A=
< 0 00 000 0 0 0=0A=
< 00 00 00 00 0 0=0A=
< 00 0 00 0 00=0A=
< 0 0 0 0 00 00=0A=
< 0 0 00 00=0A=
< 0 0=0A=
< 0 0=0A=
< =0A=
< =0A=
< 0 0 0=0A=
< 0 0 0=0A=
< 00 0 00 0 0=0A=
< 00 00 0 0 0 00 0000=0A=
< 00 00 0 0000=0A=
< 0 0 00 0 0 00=0A=
< 0 0000 00=0A=
< 0000=0A=
< 0=0A=
< =0A=
< =0A=
< 0=0A=
< 0000 00 00=0A=
< 0 0 00 0000 0 0 0=0A=
< 00 0 0 000 00 0 0 0=0A=
< 00 0 0 00 0 0=0A=
< 0000 0 0 00=0A=
< 0 0 00=0A=
< 0 0=0A=
< 0 0=0A=
< =0A=
< =0A=
< 00=0A=
< 0 0 0 000=0A=
< 0 0 0 0=0A=
< 00 00 0 0 0 0 0=0A=
< 00 0 0 00=0A=
< 0 0 00 00=0A=
< 00 00 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 0 0=0A=
< 00 00=0A=
< 00 00 0 0 0=0A=
< 00 00 000 0 0=0A=
< 00 00 00 0 0=0A=
< 00 0 0 00=0A=
< 0 0 0 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 00 00=0A=
< 0 0 0 0=0A=
< 00 0 0 0=0A=
< 00 0 0 0 0 0 0=0A=
< 00 00 0 00 0=0A=
< 0 0 00 00 00=0A=
< 00 00 0 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 00 00=0A=
< 0 0 00=0A=
< 00 000 0 0=0A=
< 0000 0 000 0 0=0A=
< 000 00 000 0 00=0A=
< 0 0 0 00 00=0A=
< 00 0 00 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< 00 000=0A=
< 0 0 0=0A=
< 00000 0 0 0=0A=
< 0 0 0 0000=0A=
< 0 00 0 00 0 0=0A=
< 0 0 0 000 0 0 00=0A=
< 00 00 0 0 00=0A=
< 0000=0A=
< 0=0A=
< =0A=
< 0=0A=
< 00 00=0A=
< 000 00 0 0=0A=
< 00000 00 00=0A=
< 0 0 0 000 0 0=0A=
< 00 0 00 0 0=0A=
< 00 0 0 00000=0A=
< 00 0 0 000=0A=
< 0 0=0A=
< 00=0A=
< =0A=
< 00=0A=
< 0 00 0 0=0A=
< 0 0 000 0=0A=
< 0 00 0 0=0A=
< 0 0 0 0 00=0A=
< 00 00 0 00 0 00=0A=
< 000 000 0 0=0A=
< 00 00 0 0=0A=
< 00 0=0A=
< 0=0A=
< =0A=
< 00=0A=
< 0 0 00=0A=
< 0 0 0 0=0A=
< 00 00 00=0A=
< 00 0 00 0 0=0A=
< 00 00 0 0 0=0A=
< 0 0 0 0 00 0=0A=
< 0 0 0 00=0A=
< 0 0=0A=
< 00=0A=
< =0A=
< 000=0A=
< 0 0=0A=
< 0 0000 0=0A=
< 0 0000 00=0A=
< 00 0 0 0 0=0A=
< 00 0000 000 0=0A=
< 0000 000 0 0 0=0A=
< 0 000 00=0A=
< 0 0=0A=
< 00=0A=
< 0=0A=
< 00=0A=
< 0 0 0 0=0A=
< 0 0=0A=
< 0 00=0A=
< 00 0 0 0 0=0A=
< 00 0 0 0=0A=
< 0 0 0 0 0=0A=
< 0 0 0 00=0A=
< 0 0=0A=
< 00=0A=
< 00=0A=
< 0 0=0A=
< 0 0=0A=
< 0 0=0A=
< 00 00=0A=
< 00 00 00=0A=
< 00 00 00=0A=
< 0 0 000 000=0A=
< 0 00 00=0A=
< 00=0A=
< 00=0A=
< 00=0A=
< 00=0A=
< 0 0=0A=
< 0 0=0A=
< 0 0 00=0A=
< 00 0 0 000=0A=
< 00 0 0 0 00 0=0A=
< 0 0 0 0 0 0=0A=
< 0 0 00 0 0=0A=
< 000=0A=
< 00=0A=
< 000=0A=
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< 00 00=0A=
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< 00 00=0A=
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< 00=0A=
< 0 0=0A=
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< 0=0A=
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< 00 00=0A=
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< 00=0A=
< 0 0=0A=
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< 0=0A=
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< 00 00=0A=
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< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00 00=0A=
< 00 00=0A=
< =0A=
< =0A=
< =0A=
< =0A=
< 00=0A=
< 0 0=0A=
< 0=0A=
---=0A=
> bin/regression: line 94: 2220 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing list=0A=
testing listpair=0A=
5,15c5,6=0A=
< test2b OK=0A=
< test3a OK=0A=
< checkv OK=0A=
< checkv OK=0A=
< test5a OK=0A=
< test5b OK=0A=
< test5c OK=0A=
< checkv OK=0A=
< checkv OK=0A=
< test6 OK=0A=
< test7 OK=0A=
---=0A=
> bin/regression: line 94: 2132 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing llv=0A=
testing local-ref=0A=
testing math=0A=
testing mlton.overload=0A=
testing mlton.word=0A=
9,503c9,10=0A=
< 7F7F7F7F=0A=
< FFFFFFFF=0A=
< 0=0A=
< 1=0A=
< F=0A=
< 7F7F7F7F=0A=
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< F=0A=
< 7F7F7F7F=0A=
< FEFEFEFE=0A=
< FDFDFDFD=0A=
< FBFBFBFB=0A=
< F7F7F7F7=0A=
< EFEFEFEF=0A=
< DFDFDFDF=0A=
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< 7F7F7F7F=0A=
< FEFEFEFE=0A=
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< 7F7F7F7F=0A=
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< 7F7F7F7F=0A=
< FEFEFEFE=0A=
< FDFDFDFD=0A=
< FBFBFBFB=0A=
< F7F7F7F7=0A=
< EFEFEFEF=0A=
< DFDFDFDF=0A=
< BFBFBFBF=0A=
< 7F7F7F7F=0A=
< FFFFFFFF=0A=
< FFFFFFFF=0A=
< FFFFFFFF=0A=
< FFFFFFFF=0A=
< FFFFFFFF=0A=
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< FFFFFFFF=0A=
< FFFFFFFF=0A=
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< FFFFFFFF=0A=
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< FFFFFFFF=0A=
< FFFFFFFF=0A=
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< FFFFFFFF=0A=
< FFFFFFFF=0A=
< FFFFFFFF=0A=
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< FFFFFFFF=0A=
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< 0=0A=
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< 4000000=0A=
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< 1000000=0A=
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< 400000=0A=
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< 4=0A=
< 2=0A=
< 1=0A=
< F=0A=
< 80000007=0A=
< C0000003=0A=
< E0000001=0A=
< F0000000=0A=
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< 3C0=0A=
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< 3C=0A=
< 1E=0A=
< F=0A=
< 7F7F7F7F=0A=
< BFBFBFBF=0A=
< DFDFDFDF=0A=
< EFEFEFEF=0A=
< F7F7F7F7=0A=
< FBFBFBFB=0A=
< FDFDFDFD=0A=
< FEFEFEFE=0A=
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< BFBFBFBF=0A=
< DFDFDFDF=0A=
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< F7F7F7F7=0A=
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< FDFDFDFD=0A=
< FEFEFEFE=0A=
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< BFBFBFBF=0A=
< DFDFDFDF=0A=
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< F7F7F7F7=0A=
< FBFBFBFB=0A=
< FDFDFDFD=0A=
< FEFEFEFE=0A=
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< BFBFBFBF=0A=
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< FDFDFDFD=0A=
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< FFFFFFFF=0A=
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< 0=0A=
< FF=0A=
< F1=0A=
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< 1=0A=
< 0=0A=
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< F=0A=
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< 1=0A=
< F=0A=
< 7F=0A=
< FF=0A=
< 0=0A=
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< F=0A=
< 7F=0A=
< FF=0A=
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< 40=0A=
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< F=0A=
< 1E=0A=
< 3C=0A=
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< F0=0A=
< E1=0A=
< C3=0A=
< 87=0A=
< F=0A=
< 7F=0A=
< FE=0A=
< FD=0A=
< FB=0A=
< F7=0A=
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< DF=0A=
< BF=0A=
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< FF=0A=
< FF=0A=
< FF=0A=
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< FF=0A=
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< 1=0A=
< 80=0A=
< 40=0A=
< 20=0A=
< 10=0A=
< 8=0A=
< 4=0A=
< 2=0A=
< 1=0A=
< F=0A=
< 87=0A=
< C3=0A=
< E1=0A=
< F0=0A=
< 78=0A=
< 3C=0A=
< 1E=0A=
< F=0A=
< 7F=0A=
< BF=0A=
< DF=0A=
< EF=0A=
< F7=0A=
< FB=0A=
< FD=0A=
< FE=0A=
< 7F=0A=
< FF=0A=
< FF=0A=
< FF=0A=
< FF=0A=
< FF=0A=
< FF=0A=
< FF=0A=
< FF=0A=
< FF=0A=
< OK=0A=
< 0x7FFFFFFF + 0x1 =3D 80000000=0A=
< 0xFFFFFFFE + 0x1 =3D FFFFFFFF=0A=
< 0xFFFFFFFD + 0x2 =3D FFFFFFFF=0A=
< 0xFFFFFFFF + 0x1 --> Overflow=0A=
< 0xFFFFFFFF * 0x1 =3D FFFFFFFF=0A=
< 0x7FFFFFFF * 0x2 =3D FFFFFFFE=0A=
< 0x80000000 * 0x2 --> Overflow=0A=
< 0xFFFFFFFF * 0x2 --> Overflow=0A=
---=0A=
> bin/regression: line 94: 3684 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing msort=0A=
testing mutex=0A=
1,21c1,2=0A=
< exiting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< starting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
< exiting=0A=
---=0A=
> bin/regression: line 94: 932 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing nested-loop=0A=
testing nonexhaustive=0A=
testing once=0A=
4,13c4,5=0A=
< a =3D 9 b =3D 12=0A=
< a =3D 8 b =3D 12=0A=
< a =3D 7 b =3D 12=0A=
< a =3D 6 b =3D 12=0A=
< a =3D 5 b =3D 12=0A=
< a =3D 4 b =3D 12=0A=
< a =3D 3 b =3D 12=0A=
< a =3D 2 b =3D 12=0A=
< a =3D 1 b =3D 12=0A=
< a =3D 0 b =3D 12=0A=
---=0A=
> bin/regression: line 94: 1620 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing only-one-exception=0A=
testing opaque=0A=
testing opaque2=0A=
testing open=0A=
testing os-exit=0A=
testing overloading=0A=
testing pack-real=0A=
testing pack=0A=
testing pack32=0A=
testing parse=0A=
1c1,2=0A=
< The name of the structure is: MyStruct=0A=
\ No newline at end of file=0A=
---=0A=
> bin/regression: line 94: 3372 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing pat=0A=
testing poly-equal.2=0A=
testing poly-equal=0A=
testing polymorphic-recursion=0A=
testing posix-exit=0A=
testing print-self=0A=
1,2c1,2=0A=
< val K =3D "\nval _ =3D print (concat [\"val K =3D \\\"\", =
String.translate (fn #\"\\n\" =3D> \"\\\\n\" | #\"\\\\\" =3D> =
\"\\\\\\\\\" | #\"\\\"\" =3D> \"\\\\\\\"\" | c =3D> str c) K, \"\\\"\", =
K, \"\\n\"])"=0A=
< val _ =3D print (concat ["val K =3D \"", String.translate (fn #"\n" =
=3D> "\\n" | #"\\" =3D> "\\\\" | #"\"" =3D> "\\\"" | c =3D> str c) K, =
"\"", K, "\n"])=0A=
---=0A=
> bin/regression: line 94: 3892 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing prodcons=0A=
testing pseudokit=0A=
testing rank=0A=
testing real.fromLargeInt=0A=
2,310c2,3=0A=
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---=0A=
> bin/regression: line 94: 668 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real.maxFinite=0A=
testing real=0A=
148c148=0A=
< chkFIX.a OK=0A=
---=0A=
> chkFIX.a WRONG=0A=
153,173c153,156=0A=
< chkFIX.d OK=0A=
< chkFIX.d~ OK=0A=
< chkFIX.f OK=0A=
< chkFIX.f~ OK=0A=
< chkFIX.g OK=0A=
< chkFIX.g~ OK=0A=
< chkFIX.h OK=0A=
< chkFIX.h~ OK=0A=
< chkFIX.j OK=0A=
< chkFIX.j~ OK=0A=
< test11d OK=0A=
< test11e OK=0A=
< test11f OK=0A=
< test11g OK=0A=
< test11h OK=0A=
< test12a OK=0A=
< test12b OK=0A=
< test12c OK=0A=
< test13a OK=0A=
< test13b OK=0A=
< test13c OK=0A=
---=0A=
> chkFIX.d WRONG=0A=
> chkFIX.d~ WRONG=0A=
> bin/regression: line 94: 3488 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real.split=0A=
testing real.toFromLargeInt=0A=
2,32c2,3=0A=
< 1010894056998587542=0A=
< 1010894056998587520.0=0A=
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< check 2 17 TO_NEGINF=0A=
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< check 2 17 TO_POSINF=0A=
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< =0A=
---=0A=
> bin/regression: line 94: 3580 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real.toLargeInt=0A=
2,176c2,3=0A=
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< zero ~1.75 ~1=0A=
< zero 1000000000001.75 1000000000001=0A=
< zero ~999999999998.25 ~999999999998=0A=
< zero 2.00 2=0A=
< zero ~2.00 ~2=0A=
< zero 1000000000002.00 1000000000002=0A=
< zero ~999999999998.00 ~999999999998=0A=
< zero 2.50 2=0A=
< zero ~2.50 ~2=0A=
< zero 1000000000002.50 1000000000002=0A=
< zero ~999999999997.50 ~999999999997=0A=
< zero 3.00 3=0A=
< zero ~3.00 ~3=0A=
< zero 1000000000003.00 1000000000003=0A=
< zero ~999999999997.00 ~999999999997=0A=
---=0A=
> bin/regression: line 94: 3084 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real2=0A=
testing real3=0A=
testing real4=0A=
1,567c1,2=0A=
< Real.<(nan,nan) =3D false=0A=
< Real.<=3D(nan,nan) =3D false=0A=
< Real.>(nan,nan) =3D false=0A=
< Real.>=3D(nan,nan) =3D false=0A=
< Real.=3D=3D(nan,nan) =3D false=0A=
< Real.!=3D(nan,nan) =3D true=0A=
< Real.?=3D(nan,nan) =3D true=0A=
< Real.<(nan,~inf) =3D false=0A=
< Real.<=3D(nan,~inf) =3D false=0A=
< Real.>(nan,~inf) =3D false=0A=
< Real.>=3D(nan,~inf) =3D false=0A=
< Real.=3D=3D(nan,~inf) =3D false=0A=
< Real.!=3D(nan,~inf) =3D true=0A=
< Real.?=3D(nan,~inf) =3D true=0A=
< Real.<(nan,~2) =3D false=0A=
< Real.<=3D(nan,~2) =3D false=0A=
< Real.>(nan,~2) =3D false=0A=
< Real.>=3D(nan,~2) =3D false=0A=
< Real.=3D=3D(nan,~2) =3D false=0A=
< Real.!=3D(nan,~2) =3D true=0A=
< Real.?=3D(nan,~2) =3D true=0A=
< Real.<(nan,~1) =3D false=0A=
< Real.<=3D(nan,~1) =3D false=0A=
< Real.>(nan,~1) =3D false=0A=
< Real.>=3D(nan,~1) =3D false=0A=
< Real.=3D=3D(nan,~1) =3D false=0A=
< Real.!=3D(nan,~1) =3D true=0A=
< Real.?=3D(nan,~1) =3D true=0A=
< Real.<(nan,0.0) =3D false=0A=
< Real.<=3D(nan,0.0) =3D false=0A=
< Real.>(nan,0.0) =3D false=0A=
< Real.>=3D(nan,0.0) =3D false=0A=
< Real.=3D=3D(nan,0.0) =3D false=0A=
< Real.!=3D(nan,0.0) =3D true=0A=
< Real.?=3D(nan,0.0) =3D true=0A=
< Real.<(nan,0.0) =3D false=0A=
< Real.<=3D(nan,0.0) =3D false=0A=
< Real.>(nan,0.0) =3D false=0A=
< Real.>=3D(nan,0.0) =3D false=0A=
< Real.=3D=3D(nan,0.0) =3D false=0A=
< Real.!=3D(nan,0.0) =3D true=0A=
< Real.?=3D(nan,0.0) =3D true=0A=
< Real.<(nan,1) =3D false=0A=
< Real.<=3D(nan,1) =3D false=0A=
< Real.>(nan,1) =3D false=0A=
< Real.>=3D(nan,1) =3D false=0A=
< Real.=3D=3D(nan,1) =3D false=0A=
< Real.!=3D(nan,1) =3D true=0A=
< Real.?=3D(nan,1) =3D true=0A=
< Real.<(nan,2) =3D false=0A=
< Real.<=3D(nan,2) =3D false=0A=
< Real.>(nan,2) =3D false=0A=
< Real.>=3D(nan,2) =3D false=0A=
< Real.=3D=3D(nan,2) =3D false=0A=
< Real.!=3D(nan,2) =3D true=0A=
< Real.?=3D(nan,2) =3D true=0A=
< Real.<(nan,inf) =3D false=0A=
< Real.<=3D(nan,inf) =3D false=0A=
< Real.>(nan,inf) =3D false=0A=
< Real.>=3D(nan,inf) =3D false=0A=
< Real.=3D=3D(nan,inf) =3D false=0A=
< Real.!=3D(nan,inf) =3D true=0A=
< Real.?=3D(nan,inf) =3D true=0A=
< Real.<(~inf,nan) =3D false=0A=
< Real.<=3D(~inf,nan) =3D false=0A=
< Real.>(~inf,nan) =3D false=0A=
< Real.>=3D(~inf,nan) =3D false=0A=
< Real.=3D=3D(~inf,nan) =3D false=0A=
< Real.!=3D(~inf,nan) =3D true=0A=
< Real.?=3D(~inf,nan) =3D true=0A=
< Real.<(~inf,~inf) =3D false=0A=
< Real.<=3D(~inf,~inf) =3D true=0A=
< Real.>(~inf,~inf) =3D false=0A=
< Real.>=3D(~inf,~inf) =3D true=0A=
< Real.=3D=3D(~inf,~inf) =3D true=0A=
< Real.!=3D(~inf,~inf) =3D false=0A=
< Real.?=3D(~inf,~inf) =3D true=0A=
< Real.<(~inf,~2) =3D true=0A=
< Real.<=3D(~inf,~2) =3D true=0A=
< Real.>(~inf,~2) =3D false=0A=
< Real.>=3D(~inf,~2) =3D false=0A=
< Real.=3D=3D(~inf,~2) =3D false=0A=
< Real.!=3D(~inf,~2) =3D true=0A=
< Real.?=3D(~inf,~2) =3D false=0A=
< Real.<(~inf,~1) =3D true=0A=
< Real.<=3D(~inf,~1) =3D true=0A=
< Real.>(~inf,~1) =3D false=0A=
< Real.>=3D(~inf,~1) =3D false=0A=
< Real.=3D=3D(~inf,~1) =3D false=0A=
< Real.!=3D(~inf,~1) =3D true=0A=
< Real.?=3D(~inf,~1) =3D false=0A=
< Real.<(~inf,0.0) =3D true=0A=
< Real.<=3D(~inf,0.0) =3D true=0A=
< Real.>(~inf,0.0) =3D false=0A=
< Real.>=3D(~inf,0.0) =3D false=0A=
< Real.=3D=3D(~inf,0.0) =3D false=0A=
< Real.!=3D(~inf,0.0) =3D true=0A=
< Real.?=3D(~inf,0.0) =3D false=0A=
< Real.<(~inf,0.0) =3D true=0A=
< Real.<=3D(~inf,0.0) =3D true=0A=
< Real.>(~inf,0.0) =3D false=0A=
< Real.>=3D(~inf,0.0) =3D false=0A=
< Real.=3D=3D(~inf,0.0) =3D false=0A=
< Real.!=3D(~inf,0.0) =3D true=0A=
< Real.?=3D(~inf,0.0) =3D false=0A=
< Real.<(~inf,1) =3D true=0A=
< Real.<=3D(~inf,1) =3D true=0A=
< Real.>(~inf,1) =3D false=0A=
< Real.>=3D(~inf,1) =3D false=0A=
< Real.=3D=3D(~inf,1) =3D false=0A=
< Real.!=3D(~inf,1) =3D true=0A=
< Real.?=3D(~inf,1) =3D false=0A=
< Real.<(~inf,2) =3D true=0A=
< Real.<=3D(~inf,2) =3D true=0A=
< Real.>(~inf,2) =3D false=0A=
< Real.>=3D(~inf,2) =3D false=0A=
< Real.=3D=3D(~inf,2) =3D false=0A=
< Real.!=3D(~inf,2) =3D true=0A=
< Real.?=3D(~inf,2) =3D false=0A=
< Real.<(~inf,inf) =3D true=0A=
< Real.<=3D(~inf,inf) =3D true=0A=
< Real.>(~inf,inf) =3D false=0A=
< Real.>=3D(~inf,inf) =3D false=0A=
< Real.=3D=3D(~inf,inf) =3D false=0A=
< Real.!=3D(~inf,inf) =3D true=0A=
< Real.?=3D(~inf,inf) =3D false=0A=
< Real.<(~2,nan) =3D false=0A=
< Real.<=3D(~2,nan) =3D false=0A=
< Real.>(~2,nan) =3D false=0A=
< Real.>=3D(~2,nan) =3D false=0A=
< Real.=3D=3D(~2,nan) =3D false=0A=
< Real.!=3D(~2,nan) =3D true=0A=
< Real.?=3D(~2,nan) =3D true=0A=
< Real.<(~2,~inf) =3D false=0A=
< Real.<=3D(~2,~inf) =3D false=0A=
< Real.>(~2,~inf) =3D true=0A=
< Real.>=3D(~2,~inf) =3D true=0A=
< Real.=3D=3D(~2,~inf) =3D false=0A=
< Real.!=3D(~2,~inf) =3D true=0A=
< Real.?=3D(~2,~inf) =3D false=0A=
< Real.<(~2,~2) =3D false=0A=
< Real.<=3D(~2,~2) =3D true=0A=
< Real.>(~2,~2) =3D false=0A=
< Real.>=3D(~2,~2) =3D true=0A=
< Real.=3D=3D(~2,~2) =3D true=0A=
< Real.!=3D(~2,~2) =3D false=0A=
< Real.?=3D(~2,~2) =3D true=0A=
< Real.<(~2,~1) =3D true=0A=
< Real.<=3D(~2,~1) =3D true=0A=
< Real.>(~2,~1) =3D false=0A=
< Real.>=3D(~2,~1) =3D false=0A=
< Real.=3D=3D(~2,~1) =3D false=0A=
< Real.!=3D(~2,~1) =3D true=0A=
< Real.?=3D(~2,~1) =3D false=0A=
< Real.<(~2,0.0) =3D true=0A=
< Real.<=3D(~2,0.0) =3D true=0A=
< Real.>(~2,0.0) =3D false=0A=
< Real.>=3D(~2,0.0) =3D false=0A=
< Real.=3D=3D(~2,0.0) =3D false=0A=
< Real.!=3D(~2,0.0) =3D true=0A=
< Real.?=3D(~2,0.0) =3D false=0A=
< Real.<(~2,0.0) =3D true=0A=
< Real.<=3D(~2,0.0) =3D true=0A=
< Real.>(~2,0.0) =3D false=0A=
< Real.>=3D(~2,0.0) =3D false=0A=
< Real.=3D=3D(~2,0.0) =3D false=0A=
< Real.!=3D(~2,0.0) =3D true=0A=
< Real.?=3D(~2,0.0) =3D false=0A=
< Real.<(~2,1) =3D true=0A=
< Real.<=3D(~2,1) =3D true=0A=
< Real.>(~2,1) =3D false=0A=
< Real.>=3D(~2,1) =3D false=0A=
< Real.=3D=3D(~2,1) =3D false=0A=
< Real.!=3D(~2,1) =3D true=0A=
< Real.?=3D(~2,1) =3D false=0A=
< Real.<(~2,2) =3D true=0A=
< Real.<=3D(~2,2) =3D true=0A=
< Real.>(~2,2) =3D false=0A=
< Real.>=3D(~2,2) =3D false=0A=
< Real.=3D=3D(~2,2) =3D false=0A=
< Real.!=3D(~2,2) =3D true=0A=
< Real.?=3D(~2,2) =3D false=0A=
< Real.<(~2,inf) =3D true=0A=
< Real.<=3D(~2,inf) =3D true=0A=
< Real.>(~2,inf) =3D false=0A=
< Real.>=3D(~2,inf) =3D false=0A=
< Real.=3D=3D(~2,inf) =3D false=0A=
< Real.!=3D(~2,inf) =3D true=0A=
< Real.?=3D(~2,inf) =3D false=0A=
< Real.<(~1,nan) =3D false=0A=
< Real.<=3D(~1,nan) =3D false=0A=
< Real.>(~1,nan) =3D false=0A=
< Real.>=3D(~1,nan) =3D false=0A=
< Real.=3D=3D(~1,nan) =3D false=0A=
< Real.!=3D(~1,nan) =3D true=0A=
< Real.?=3D(~1,nan) =3D true=0A=
< Real.<(~1,~inf) =3D false=0A=
< Real.<=3D(~1,~inf) =3D false=0A=
< Real.>(~1,~inf) =3D true=0A=
< Real.>=3D(~1,~inf) =3D true=0A=
< Real.=3D=3D(~1,~inf) =3D false=0A=
< Real.!=3D(~1,~inf) =3D true=0A=
< Real.?=3D(~1,~inf) =3D false=0A=
< Real.<(~1,~2) =3D false=0A=
< Real.<=3D(~1,~2) =3D false=0A=
< Real.>(~1,~2) =3D true=0A=
< Real.>=3D(~1,~2) =3D true=0A=
< Real.=3D=3D(~1,~2) =3D false=0A=
< Real.!=3D(~1,~2) =3D true=0A=
< Real.?=3D(~1,~2) =3D false=0A=
< Real.<(~1,~1) =3D false=0A=
< Real.<=3D(~1,~1) =3D true=0A=
< Real.>(~1,~1) =3D false=0A=
< Real.>=3D(~1,~1) =3D true=0A=
< Real.=3D=3D(~1,~1) =3D true=0A=
< Real.!=3D(~1,~1) =3D false=0A=
< Real.?=3D(~1,~1) =3D true=0A=
< Real.<(~1,0.0) =3D true=0A=
< Real.<=3D(~1,0.0) =3D true=0A=
< Real.>(~1,0.0) =3D false=0A=
< Real.>=3D(~1,0.0) =3D false=0A=
< Real.=3D=3D(~1,0.0) =3D false=0A=
< Real.!=3D(~1,0.0) =3D true=0A=
< Real.?=3D(~1,0.0) =3D false=0A=
< Real.<(~1,0.0) =3D true=0A=
< Real.<=3D(~1,0.0) =3D true=0A=
< Real.>(~1,0.0) =3D false=0A=
< Real.>=3D(~1,0.0) =3D false=0A=
< Real.=3D=3D(~1,0.0) =3D false=0A=
< Real.!=3D(~1,0.0) =3D true=0A=
< Real.?=3D(~1,0.0) =3D false=0A=
< Real.<(~1,1) =3D true=0A=
< Real.<=3D(~1,1) =3D true=0A=
< Real.>(~1,1) =3D false=0A=
< Real.>=3D(~1,1) =3D false=0A=
< Real.=3D=3D(~1,1) =3D false=0A=
< Real.!=3D(~1,1) =3D true=0A=
< Real.?=3D(~1,1) =3D false=0A=
< Real.<(~1,2) =3D true=0A=
< Real.<=3D(~1,2) =3D true=0A=
< Real.>(~1,2) =3D false=0A=
< Real.>=3D(~1,2) =3D false=0A=
< Real.=3D=3D(~1,2) =3D false=0A=
< Real.!=3D(~1,2) =3D true=0A=
< Real.?=3D(~1,2) =3D false=0A=
< Real.<(~1,inf) =3D true=0A=
< Real.<=3D(~1,inf) =3D true=0A=
< Real.>(~1,inf) =3D false=0A=
< Real.>=3D(~1,inf) =3D false=0A=
< Real.=3D=3D(~1,inf) =3D false=0A=
< Real.!=3D(~1,inf) =3D true=0A=
< Real.?=3D(~1,inf) =3D false=0A=
< Real.<(0.0,nan) =3D false=0A=
< Real.<=3D(0.0,nan) =3D false=0A=
< Real.>(0.0,nan) =3D false=0A=
< Real.>=3D(0.0,nan) =3D false=0A=
< Real.=3D=3D(0.0,nan) =3D false=0A=
< Real.!=3D(0.0,nan) =3D true=0A=
< Real.?=3D(0.0,nan) =3D true=0A=
< Real.<(0.0,~inf) =3D false=0A=
< Real.<=3D(0.0,~inf) =3D false=0A=
< Real.>(0.0,~inf) =3D true=0A=
< Real.>=3D(0.0,~inf) =3D true=0A=
< Real.=3D=3D(0.0,~inf) =3D false=0A=
< Real.!=3D(0.0,~inf) =3D true=0A=
< Real.?=3D(0.0,~inf) =3D false=0A=
< Real.<(0.0,~2) =3D false=0A=
< Real.<=3D(0.0,~2) =3D false=0A=
< Real.>(0.0,~2) =3D true=0A=
< Real.>=3D(0.0,~2) =3D true=0A=
< Real.=3D=3D(0.0,~2) =3D false=0A=
< Real.!=3D(0.0,~2) =3D true=0A=
< Real.?=3D(0.0,~2) =3D false=0A=
< Real.<(0.0,~1) =3D false=0A=
< Real.<=3D(0.0,~1) =3D false=0A=
< Real.>(0.0,~1) =3D true=0A=
< Real.>=3D(0.0,~1) =3D true=0A=
< Real.=3D=3D(0.0,~1) =3D false=0A=
< Real.!=3D(0.0,~1) =3D true=0A=
< Real.?=3D(0.0,~1) =3D false=0A=
< Real.<(0.0,0.0) =3D false=0A=
< Real.<=3D(0.0,0.0) =3D true=0A=
< Real.>(0.0,0.0) =3D false=0A=
< Real.>=3D(0.0,0.0) =3D true=0A=
< Real.=3D=3D(0.0,0.0) =3D true=0A=
< Real.!=3D(0.0,0.0) =3D false=0A=
< Real.?=3D(0.0,0.0) =3D true=0A=
< Real.<(0.0,0.0) =3D false=0A=
< Real.<=3D(0.0,0.0) =3D true=0A=
< Real.>(0.0,0.0) =3D false=0A=
< Real.>=3D(0.0,0.0) =3D true=0A=
< Real.=3D=3D(0.0,0.0) =3D true=0A=
< Real.!=3D(0.0,0.0) =3D false=0A=
< Real.?=3D(0.0,0.0) =3D true=0A=
< Real.<(0.0,1) =3D true=0A=
< Real.<=3D(0.0,1) =3D true=0A=
< Real.>(0.0,1) =3D false=0A=
< Real.>=3D(0.0,1) =3D false=0A=
< Real.=3D=3D(0.0,1) =3D false=0A=
< Real.!=3D(0.0,1) =3D true=0A=
< Real.?=3D(0.0,1) =3D false=0A=
< Real.<(0.0,2) =3D true=0A=
< Real.<=3D(0.0,2) =3D true=0A=
< Real.>(0.0,2) =3D false=0A=
< Real.>=3D(0.0,2) =3D false=0A=
< Real.=3D=3D(0.0,2) =3D false=0A=
< Real.!=3D(0.0,2) =3D true=0A=
< Real.?=3D(0.0,2) =3D false=0A=
< Real.<(0.0,inf) =3D true=0A=
< Real.<=3D(0.0,inf) =3D true=0A=
< Real.>(0.0,inf) =3D false=0A=
< Real.>=3D(0.0,inf) =3D false=0A=
< Real.=3D=3D(0.0,inf) =3D false=0A=
< Real.!=3D(0.0,inf) =3D true=0A=
< Real.?=3D(0.0,inf) =3D false=0A=
< Real.<(0.0,nan) =3D false=0A=
< Real.<=3D(0.0,nan) =3D false=0A=
< Real.>(0.0,nan) =3D false=0A=
< Real.>=3D(0.0,nan) =3D false=0A=
< Real.=3D=3D(0.0,nan) =3D false=0A=
< Real.!=3D(0.0,nan) =3D true=0A=
< Real.?=3D(0.0,nan) =3D true=0A=
< Real.<(0.0,~inf) =3D false=0A=
< Real.<=3D(0.0,~inf) =3D false=0A=
< Real.>(0.0,~inf) =3D true=0A=
< Real.>=3D(0.0,~inf) =3D true=0A=
< Real.=3D=3D(0.0,~inf) =3D false=0A=
< Real.!=3D(0.0,~inf) =3D true=0A=
< Real.?=3D(0.0,~inf) =3D false=0A=
< Real.<(0.0,~2) =3D false=0A=
< Real.<=3D(0.0,~2) =3D false=0A=
< Real.>(0.0,~2) =3D true=0A=
< Real.>=3D(0.0,~2) =3D true=0A=
< Real.=3D=3D(0.0,~2) =3D false=0A=
< Real.!=3D(0.0,~2) =3D true=0A=
< Real.?=3D(0.0,~2) =3D false=0A=
< Real.<(0.0,~1) =3D false=0A=
< Real.<=3D(0.0,~1) =3D false=0A=
< Real.>(0.0,~1) =3D true=0A=
< Real.>=3D(0.0,~1) =3D true=0A=
< Real.=3D=3D(0.0,~1) =3D false=0A=
< Real.!=3D(0.0,~1) =3D true=0A=
< Real.?=3D(0.0,~1) =3D false=0A=
< Real.<(0.0,0.0) =3D false=0A=
< Real.<=3D(0.0,0.0) =3D true=0A=
< Real.>(0.0,0.0) =3D false=0A=
< Real.>=3D(0.0,0.0) =3D true=0A=
< Real.=3D=3D(0.0,0.0) =3D true=0A=
< Real.!=3D(0.0,0.0) =3D false=0A=
< Real.?=3D(0.0,0.0) =3D true=0A=
< Real.<(0.0,0.0) =3D false=0A=
< Real.<=3D(0.0,0.0) =3D true=0A=
< Real.>(0.0,0.0) =3D false=0A=
< Real.>=3D(0.0,0.0) =3D true=0A=
< Real.=3D=3D(0.0,0.0) =3D true=0A=
< Real.!=3D(0.0,0.0) =3D false=0A=
< Real.?=3D(0.0,0.0) =3D true=0A=
< Real.<(0.0,1) =3D true=0A=
< Real.<=3D(0.0,1) =3D true=0A=
< Real.>(0.0,1) =3D false=0A=
< Real.>=3D(0.0,1) =3D false=0A=
< Real.=3D=3D(0.0,1) =3D false=0A=
< Real.!=3D(0.0,1) =3D true=0A=
< Real.?=3D(0.0,1) =3D false=0A=
< Real.<(0.0,2) =3D true=0A=
< Real.<=3D(0.0,2) =3D true=0A=
< Real.>(0.0,2) =3D false=0A=
< Real.>=3D(0.0,2) =3D false=0A=
< Real.=3D=3D(0.0,2) =3D false=0A=
< Real.!=3D(0.0,2) =3D true=0A=
< Real.?=3D(0.0,2) =3D false=0A=
< Real.<(0.0,inf) =3D true=0A=
< Real.<=3D(0.0,inf) =3D true=0A=
< Real.>(0.0,inf) =3D false=0A=
< Real.>=3D(0.0,inf) =3D false=0A=
< Real.=3D=3D(0.0,inf) =3D false=0A=
< Real.!=3D(0.0,inf) =3D true=0A=
< Real.?=3D(0.0,inf) =3D false=0A=
< Real.<(1,nan) =3D false=0A=
< Real.<=3D(1,nan) =3D false=0A=
< Real.>(1,nan) =3D false=0A=
< Real.>=3D(1,nan) =3D false=0A=
< Real.=3D=3D(1,nan) =3D false=0A=
< Real.!=3D(1,nan) =3D true=0A=
< Real.?=3D(1,nan) =3D true=0A=
< Real.<(1,~inf) =3D false=0A=
< Real.<=3D(1,~inf) =3D false=0A=
< Real.>(1,~inf) =3D true=0A=
< Real.>=3D(1,~inf) =3D true=0A=
< Real.=3D=3D(1,~inf) =3D false=0A=
< Real.!=3D(1,~inf) =3D true=0A=
< Real.?=3D(1,~inf) =3D false=0A=
< Real.<(1,~2) =3D false=0A=
< Real.<=3D(1,~2) =3D false=0A=
< Real.>(1,~2) =3D true=0A=
< Real.>=3D(1,~2) =3D true=0A=
< Real.=3D=3D(1,~2) =3D false=0A=
< Real.!=3D(1,~2) =3D true=0A=
< Real.?=3D(1,~2) =3D false=0A=
< Real.<(1,~1) =3D false=0A=
< Real.<=3D(1,~1) =3D false=0A=
< Real.>(1,~1) =3D true=0A=
< Real.>=3D(1,~1) =3D true=0A=
< Real.=3D=3D(1,~1) =3D false=0A=
< Real.!=3D(1,~1) =3D true=0A=
< Real.?=3D(1,~1) =3D false=0A=
< Real.<(1,0.0) =3D false=0A=
< Real.<=3D(1,0.0) =3D false=0A=
< Real.>(1,0.0) =3D true=0A=
< Real.>=3D(1,0.0) =3D true=0A=
< Real.=3D=3D(1,0.0) =3D false=0A=
< Real.!=3D(1,0.0) =3D true=0A=
< Real.?=3D(1,0.0) =3D false=0A=
< Real.<(1,0.0) =3D false=0A=
< Real.<=3D(1,0.0) =3D false=0A=
< Real.>(1,0.0) =3D true=0A=
< Real.>=3D(1,0.0) =3D true=0A=
< Real.=3D=3D(1,0.0) =3D false=0A=
< Real.!=3D(1,0.0) =3D true=0A=
< Real.?=3D(1,0.0) =3D false=0A=
< Real.<(1,1) =3D false=0A=
< Real.<=3D(1,1) =3D true=0A=
< Real.>(1,1) =3D false=0A=
< Real.>=3D(1,1) =3D true=0A=
< Real.=3D=3D(1,1) =3D true=0A=
< Real.!=3D(1,1) =3D false=0A=
< Real.?=3D(1,1) =3D true=0A=
< Real.<(1,2) =3D true=0A=
< Real.<=3D(1,2) =3D true=0A=
< Real.>(1,2) =3D false=0A=
< Real.>=3D(1,2) =3D false=0A=
< Real.=3D=3D(1,2) =3D false=0A=
< Real.!=3D(1,2) =3D true=0A=
< Real.?=3D(1,2) =3D false=0A=
< Real.<(1,inf) =3D true=0A=
< Real.<=3D(1,inf) =3D true=0A=
< Real.>(1,inf) =3D false=0A=
< Real.>=3D(1,inf) =3D false=0A=
< Real.=3D=3D(1,inf) =3D false=0A=
< Real.!=3D(1,inf) =3D true=0A=
< Real.?=3D(1,inf) =3D false=0A=
< Real.<(2,nan) =3D false=0A=
< Real.<=3D(2,nan) =3D false=0A=
< Real.>(2,nan) =3D false=0A=
< Real.>=3D(2,nan) =3D false=0A=
< Real.=3D=3D(2,nan) =3D false=0A=
< Real.!=3D(2,nan) =3D true=0A=
< Real.?=3D(2,nan) =3D true=0A=
< Real.<(2,~inf) =3D false=0A=
< Real.<=3D(2,~inf) =3D false=0A=
< Real.>(2,~inf) =3D true=0A=
< Real.>=3D(2,~inf) =3D true=0A=
< Real.=3D=3D(2,~inf) =3D false=0A=
< Real.!=3D(2,~inf) =3D true=0A=
< Real.?=3D(2,~inf) =3D false=0A=
< Real.<(2,~2) =3D false=0A=
< Real.<=3D(2,~2) =3D false=0A=
< Real.>(2,~2) =3D true=0A=
< Real.>=3D(2,~2) =3D true=0A=
< Real.=3D=3D(2,~2) =3D false=0A=
< Real.!=3D(2,~2) =3D true=0A=
< Real.?=3D(2,~2) =3D false=0A=
< Real.<(2,~1) =3D false=0A=
< Real.<=3D(2,~1) =3D false=0A=
< Real.>(2,~1) =3D true=0A=
< Real.>=3D(2,~1) =3D true=0A=
< Real.=3D=3D(2,~1) =3D false=0A=
< Real.!=3D(2,~1) =3D true=0A=
< Real.?=3D(2,~1) =3D false=0A=
< Real.<(2,0.0) =3D false=0A=
< Real.<=3D(2,0.0) =3D false=0A=
< Real.>(2,0.0) =3D true=0A=
< Real.>=3D(2,0.0) =3D true=0A=
< Real.=3D=3D(2,0.0) =3D false=0A=
< Real.!=3D(2,0.0) =3D true=0A=
< Real.?=3D(2,0.0) =3D false=0A=
< Real.<(2,0.0) =3D false=0A=
< Real.<=3D(2,0.0) =3D false=0A=
< Real.>(2,0.0) =3D true=0A=
< Real.>=3D(2,0.0) =3D true=0A=
< Real.=3D=3D(2,0.0) =3D false=0A=
< Real.!=3D(2,0.0) =3D true=0A=
< Real.?=3D(2,0.0) =3D false=0A=
< Real.<(2,1) =3D false=0A=
< Real.<=3D(2,1) =3D false=0A=
< Real.>(2,1) =3D true=0A=
< Real.>=3D(2,1) =3D true=0A=
< Real.=3D=3D(2,1) =3D false=0A=
< Real.!=3D(2,1) =3D true=0A=
< Real.?=3D(2,1) =3D false=0A=
< Real.<(2,2) =3D false=0A=
< Real.<=3D(2,2) =3D true=0A=
< Real.>(2,2) =3D false=0A=
< Real.>=3D(2,2) =3D true=0A=
< Real.=3D=3D(2,2) =3D true=0A=
< Real.!=3D(2,2) =3D false=0A=
< Real.?=3D(2,2) =3D true=0A=
< Real.<(2,inf) =3D true=0A=
< Real.<=3D(2,inf) =3D true=0A=
< Real.>(2,inf) =3D false=0A=
< Real.>=3D(2,inf) =3D false=0A=
< Real.=3D=3D(2,inf) =3D false=0A=
< Real.!=3D(2,inf) =3D true=0A=
< Real.?=3D(2,inf) =3D false=0A=
< Real.<(inf,nan) =3D false=0A=
< Real.<=3D(inf,nan) =3D false=0A=
< Real.>(inf,nan) =3D false=0A=
< Real.>=3D(inf,nan) =3D false=0A=
< Real.=3D=3D(inf,nan) =3D false=0A=
< Real.!=3D(inf,nan) =3D true=0A=
< Real.?=3D(inf,nan) =3D true=0A=
< Real.<(inf,~inf) =3D false=0A=
< Real.<=3D(inf,~inf) =3D false=0A=
< Real.>(inf,~inf) =3D true=0A=
< Real.>=3D(inf,~inf) =3D true=0A=
< Real.=3D=3D(inf,~inf) =3D false=0A=
< Real.!=3D(inf,~inf) =3D true=0A=
< Real.?=3D(inf,~inf) =3D false=0A=
< Real.<(inf,~2) =3D false=0A=
< Real.<=3D(inf,~2) =3D false=0A=
< Real.>(inf,~2) =3D true=0A=
< Real.>=3D(inf,~2) =3D true=0A=
< Real.=3D=3D(inf,~2) =3D false=0A=
< Real.!=3D(inf,~2) =3D true=0A=
< Real.?=3D(inf,~2) =3D false=0A=
< Real.<(inf,~1) =3D false=0A=
< Real.<=3D(inf,~1) =3D false=0A=
< Real.>(inf,~1) =3D true=0A=
< Real.>=3D(inf,~1) =3D true=0A=
< Real.=3D=3D(inf,~1) =3D false=0A=
< Real.!=3D(inf,~1) =3D true=0A=
< Real.?=3D(inf,~1) =3D false=0A=
< Real.<(inf,0.0) =3D false=0A=
< Real.<=3D(inf,0.0) =3D false=0A=
< Real.>(inf,0.0) =3D true=0A=
< Real.>=3D(inf,0.0) =3D true=0A=
< Real.=3D=3D(inf,0.0) =3D false=0A=
< Real.!=3D(inf,0.0) =3D true=0A=
< Real.?=3D(inf,0.0) =3D false=0A=
< Real.<(inf,0.0) =3D false=0A=
< Real.<=3D(inf,0.0) =3D false=0A=
< Real.>(inf,0.0) =3D true=0A=
< Real.>=3D(inf,0.0) =3D true=0A=
< Real.=3D=3D(inf,0.0) =3D false=0A=
< Real.!=3D(inf,0.0) =3D true=0A=
< Real.?=3D(inf,0.0) =3D false=0A=
< Real.<(inf,1) =3D false=0A=
< Real.<=3D(inf,1) =3D false=0A=
< Real.>(inf,1) =3D true=0A=
< Real.>=3D(inf,1) =3D true=0A=
< Real.=3D=3D(inf,1) =3D false=0A=
< Real.!=3D(inf,1) =3D true=0A=
< Real.?=3D(inf,1) =3D false=0A=
< Real.<(inf,2) =3D false=0A=
< Real.<=3D(inf,2) =3D false=0A=
< Real.>(inf,2) =3D true=0A=
< Real.>=3D(inf,2) =3D true=0A=
< Real.=3D=3D(inf,2) =3D false=0A=
< Real.!=3D(inf,2) =3D true=0A=
< Real.?=3D(inf,2) =3D false=0A=
< Real.<(inf,inf) =3D false=0A=
< Real.<=3D(inf,inf) =3D true=0A=
< Real.>(inf,inf) =3D false=0A=
< Real.>=3D(inf,inf) =3D true=0A=
< Real.=3D=3D(inf,inf) =3D true=0A=
< Real.!=3D(inf,inf) =3D false=0A=
< Real.?=3D(inf,inf) =3D true=0A=
---=0A=
> bin/regression: line 94: 3044 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real5=0A=
3,7c3,4=0A=
< =
1797693134862315708145274237317043567980705675258449965989174768031572607=
8002853876058955863276687817154045895351438246423432132688946418276846754=
6703537516986049910576551282076245490090389328944075868508455133942304583=
2369032229481658085593321233482747978262041447231687381771809192998812504=
04026184124858368=0A=
< 4.94065645841246544177e~324=0A=
< 2.22507385850720138309e~308=0A=
< inf=0A=
< ~inf=0A=
---=0A=
> bin/regression: line 94: 2752 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real6=0A=
2,73c2,3=0A=
< 0.0=0A=
< 1.234568e+03=0A=
< 1.000000e+21=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1.234000=0A=
< 0.0=0A=
< 1234.567800=0A=
< 1000000000000000000000.000000=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1.234=0A=
< 0.0=0A=
< 1234.5678=0A=
< 1e+21=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1e+00=0A=
< 0.0=0A=
< 1e+03=0A=
< 1e+21=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1=0A=
< 0.0=0A=
< 1235=0A=
< 1000000000000000000000=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1=0A=
< 0.0=0A=
< 1e+03=0A=
< 1e+21=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1.2340000000e+00=0A=
< 0.0=0A=
< 1.2345678000e+03=0A=
< 1.0000000000e+21=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1.2340000000=0A=
< 0.0=0A=
< 1234.5678000000=0A=
< 1000000000000000000000.0000000000=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< ~1.234=0A=
< 0.0=0A=
< 1234.5678=0A=
< 1e+21=0A=
< inf=0A=
< nan=0A=
< ~inf=0A=
< NORMAL=0A=
< SUBNORMAL=0A=
< NORMAL=0A=
< NAN=0A=
< INF=0A=
< INF=0A=
< INF=0A=
< INF=0A=
< ZERO=0A=
< ZERO=0A=
---=0A=
> bin/regression: line 94: 1796 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real7=0A=
2,9c2,3=0A=
< 1.79769313486e+308=0A=
< true=0A=
< 4.94065645841e~324=0A=
< 4.94065645841e~324=0A=
< true=0A=
< 2.22507385851e~308=0A=
< 2.22507385851e~308=0A=
< true=0A=
---=0A=
> bin/regression: line 94: 3800 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing real8=0A=
3,18c3,4=0A=
< 5.00000000000000000000e~01 =3D 1.00000000000000000000e+00 * 2^~1=0A=
< =3D 5.00000000000000000000e~01=0A=
< 1.00000000000000000000e+00 =3D 1.00000000000000000000e+00 * 2^0=0A=
< =3D 1.00000000000000000000e+00=0A=
< 1.50000000000000000000e+00 =3D 1.50000000000000000000e+00 * 2^0=0A=
< =3D 1.50000000000000000000e+00=0A=
< 2.00000000000000000000e+00 =3D 1.00000000000000000000e+00 * 2^1=0A=
< =3D 2.00000000000000000000e+00=0A=
< 2.50000000000000000000e+00 =3D 1.25000000000000000000e+00 * 2^1=0A=
< =3D 2.50000000000000000000e+00=0A=
< 4.00000000000000000000e+00 =3D 1.00000000000000000000e+00 * 2^2=0A=
< =3D 4.00000000000000000000e+00=0A=
< 1.00000000000000000000e+01 =3D 1.25000000000000000000e+00 * 2^3=0A=
< =3D 1.00000000000000000000e+01=0A=
< 1.79769313486231570815e+308 =3D 1.99999999999999977796e+00 * 2^1023=0A=
< =3D 1.79769313486231570815e+308=0A=
---=0A=
> bin/regression: line 94: 2536 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing ring=0A=
testing rlimit=0A=
testing same-fringe=0A=
testing scon=0A=
testing semicolon=0A=
skipping serialize=0A=
testing sharing=0A=
testing signals=0A=
1,8c1,2=0A=
< sending 1=0A=
< Got a hup.=0A=
< You can't int me you loser.=0A=
< Don't even try to term me.=0A=
< sending 2=0A=
< Got a hup.=0A=
< You can't int me you loser.=0A=
< sending 3=0A=
---=0A=
> unhandled exception: Function not implemented=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing sigs=0A=
testing size=0A=
testing slow=0A=
testing slow2=0A=
testing slower=0A=
1c1,2=0A=
< All ok=0A=
---=0A=
> bin/regression: line 94: 1200 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing smith-normal-form=0A=
40,97c40,41=0A=
< dd: pos =3D 6=0A=
< dd: pos =3D 7=0A=
< dd: pos =3D 8=0A=
< dd: pos =3D 9=0A=
< dd: pos =3D 10=0A=
< dd: pos =3D 11=0A=
< dd: pos =3D 12=0A=
< dd: pos =3D 13=0A=
< dd: pos =3D 14=0A=
< dd: pos =3D 15=0A=
< dd: pos =3D 16=0A=
< dd: pos =3D 17=0A=
< dd: pos =3D 18=0A=
< dd: pos =3D 19=0A=
< dd: pos =3D 20=0A=
< dd: pos =3D 21=0A=
< dd: pos =3D 22=0A=
< dd: pos =3D 23=0A=
< dd: pos =3D 24=0A=
< dd: pos =3D 25=0A=
< dd: pos =3D 26=0A=
< dd: pos =3D 27=0A=
< dd: pos =3D 28=0A=
< dd: pos =3D 29=0A=
< dd: pos =3D 30=0A=
< dd: pos =3D 31=0A=
< 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ~1 0 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 =
0 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
1 0 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 1 0 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 ~1 0 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 ~1 0=0A=
< 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 =
0 0 0 0 ~8074709755269798283190497453463562613129=0A=
---=0A=
> bin/regression: line 94: 3832 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing string=0A=
1,41c1,2=0A=
< Testing String...=0A=
< test1 OK=0A=
< test2 OK=0A=
< test3 OK=0A=
< test4 OK=0A=
< test5 OK=0A=
< test6 OK=0A=
< test7 OK=0A=
< test8 OK=0A=
< test9 OK=0A=
< test10 OK=0A=
< test11a OK=0A=
< test11b OK=0A=
< test11c OK=0A=
< test11d OK=0A=
< test11e OK=0A=
< test11f OK=0A=
< test11g OK=0A=
< test11h OK=0A=
< test12a OK=0A=
< test12b OK=0A=
< test12c OK=0A=
< test12d OK=0A=
< test12e OK=0A=
< test12f OK=0A=
< test12g OK=0A=
< test13a OK=0A=
< test13b OK=0A=
< test14 OK=0A=
< test15 OK=0A=
< test16a OK=0A=
< test16b OK=0A=
< test17 OK=0A=
< test18 OK=0A=
< test19 OK=0A=
< test20 OK=0A=
< test21 OK=0A=
< test22 OK=0A=
< test23 OK=0A=
< test24 OK=0A=
< test25 OK=0A=
---=0A=
> bin/regression: line 94: 2216 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing string2=0A=
1c1,2=0A=
< \000\000=0A=
---=0A=
> bin/regression: line 94: 3136 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing stringcvt=0A=
5,12c5,6=0A=
< test3 OK=0A=
< test4 OK=0A=
< test5 OK=0A=
< test6 OK=0A=
< test7 OK=0A=
< test8 OK=0A=
< test9 OK=0A=
< test10 OK=0A=
---=0A=
> bin/regression: line 94: 3988 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing substring-overflow=0A=
testing substring=0A=
46,68c46,47=0A=
< test23 OK=0A=
< test24 OK=0A=
< test25 OK=0A=
< test26a OK=0A=
< test26b OK=0A=
< test27a OK=0A=
< test27b OK=0A=
< test28 OK=0A=
< test29a OK=0A=
< test29b OK=0A=
< test29c OK=0A=
< test30a OK=0A=
< test30b OK=0A=
< test30c OK=0A=
< test30d OK=0A=
< test30e OK=0A=
< test30f OK=0A=
< test31 OK=0A=
< test32a OK=0A=
< test32b OK=0A=
< test32c OK=0A=
< test32d OK=0A=
< test32e OK=0A=
---=0A=
> bin/regression: line 94: 2188 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing suspend=0A=
1,5c1,2=0A=
< child suspending=0A=
< parent sending int=0A=
< child got an int=0A=
< done=0A=
< done=0A=
---=0A=
> unhandled exception: Function not implemented=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing tak=0A=
testing taut=0A=
testing testMatrix=0A=
testing testdyn1=0A=
testing testdyn2=0A=
testing textio.2=0A=
1,3c1,2=0A=
< basic test of writing and reading back all characters done=0A=
< test of writing files of all possible characters in strings of lengths =
0-256 finished=0A=
< test finished=0A=
---=0A=
> bin/regression: line 94: 2356 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing textio=0A=
2,33c2,3=0A=
< test1 OK=0A=
< test2 OK=0A=
< test3 OK=0A=
< test4 OK=0A=
< test5 OK=0A=
< test6 OK=0A=
< Two lines of output follow:=0A=
< 1234 <--- this should read 1234=0A=
< 12345 <--- this should read 12345=0A=
< test7a OK=0A=
< test7b OK=0A=
< test7c OK=0A=
< test8a OK=0A=
< test8b OK=0A=
< test8c OK=0A=
< test8d OK=0A=
< test8e OK=0A=
< test8f OK=0A=
< test9a OK=0A=
< test9b OK=0A=
< test9c OK=0A=
< test9d OK=0A=
< test9e OK=0A=
< test10 OK=0A=
< test11 OK=0A=
< test12a OK=0A=
< test12b OK=0A=
< test12c OK=0A=
< test12d OK=0A=
< Two lines of output follow:=0A=
< abcde <--- this should read abcde=0A=
< abcde <--- this should read abcde=0A=
---=0A=
> bin/regression: line 94: 3712 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing thread-switch=0A=
1c1,2=0A=
< ok=0A=
---=0A=
> bin/regression: line 94: 2412 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing thread0=0A=
testing thread1=0A=
2,30c2,3=0A=
< 8=0A=
< 6=0A=
< 4=0A=
< 2=0A=
< 9=0A=
< 7=0A=
< 5=0A=
< 3=0A=
< 1=0A=
< 8=0A=
< 6=0A=
< 4=0A=
< 2=0A=
< 7=0A=
< 5=0A=
< 3=0A=
< 1=0A=
< 6=0A=
< 4=0A=
< 2=0A=
< 5=0A=
< 3=0A=
< 1=0A=
< 4=0A=
< 2=0A=
< 3=0A=
< 1=0A=
< 2=0A=
< 1=0A=
---=0A=
> bin/regression: line 94: 3540 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing thread2=0A=
testing time=0A=
testing time2=0A=
testing time3=0A=
5,15c5,6=0A=
< 123.5=0A=
< 123.46=0A=
< 123.457=0A=
< 123.4568=0A=
< 123.45679=0A=
< 123.456789=0A=
< 123.4567890=0A=
< 123.457=0A=
< 123.000=0A=
< 123.456=0A=
< 123.457=0A=
---=0A=
> bin/regression: line 94: 3436 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing timeout=0A=
testing tststrcmp=0A=
49,747c49,50=0A=
< 49 ok=0A=
< 50 ok=0A=
< 51 ok=0A=
< 52 ok=0A=
< 53 ok=0A=
< 54 ok=0A=
< 55 ok=0A=
< 56 ok=0A=
< 57 ok=0A=
< 58 ok=0A=
< 59 ok=0A=
< 60 ok=0A=
< 61 ok=0A=
< 62 ok=0A=
< 63 ok=0A=
< 64 ok=0A=
< 65 ok=0A=
< 66 ok=0A=
< 67 ok=0A=
< 68 ok=0A=
< 69 ok=0A=
< 70 ok=0A=
< 71 ok=0A=
< 72 ok=0A=
< 73 ok=0A=
< 74 ok=0A=
< 75 ok=0A=
< 76 ok=0A=
< 77 ok=0A=
< 78 ok=0A=
< 79 ok=0A=
< 80 ok=0A=
< 81 ok=0A=
< 82 ok=0A=
< 83 ok=0A=
< 84 ok=0A=
< 85 ok=0A=
< 86 ok=0A=
< 87 ok=0A=
< 88 ok=0A=
< 89 ok=0A=
< 90 ok=0A=
< 91 ok=0A=
< 92 ok=0A=
< 93 ok=0A=
< 94 ok=0A=
< 95 ok=0A=
< 96 ok=0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< Der laa den Ridder i Graesset og drev.=0A=
< Hejsa, nu sadler vi af.=0A=
< Der laa hans Harnisk, hans Skjold og Vaerge,=0A=
< Hans Tanker de floej over alle Bjerge.=0A=
< De floej paa Skyer gennem Luften den blaa ---=0A=
< Den Rejse man bruger ej Vaaben paa.=0A=
< =0A=
< Den Ridder han laa, hvor han steded sig foerst=0A=
< Han kendte ej Sult, han kendte ej Toerst=0A=
< Og Solen kom og Stedet og gik;=0A=
< Han lytted som efter en sagte Musik.=0A=
< =0A=
< =0A=
< =0A=
---=0A=
> bin/regression: line 94: 2608 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing typespec=0A=
testing unary.2=0A=
testing unary=0A=
0a1,2=0A=
> bin/regression: line 94: 1028 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing undetermined=0A=
testing unixpath=0A=
48,61c48,49=0A=
< test8a OK=0A=
< test8b OK=0A=
< test8c OK=0A=
< test9a OK=0A=
< test10a OK=0A=
< test11a OK=0A=
< test12 OK=0A=
< test13 OK=0A=
< test14 OK=0A=
< test15 OK=0A=
< test16 OK=0A=
< test17 OK=0A=
< test18 OK=0A=
< test19 OK=0A=
---=0A=
> bin/regression: line 94: 3284 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing valrec=0A=
testing vector-loop=0A=
testing vector=0A=
testing vector2=0A=
testing vector3=0A=
testing vector4=0A=
testing weak=0A=
3,4c3,4=0A=
< 1=0A=
< 12345=0A=
---=0A=
> bin/regression: line 94: 3836 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing where-and=0A=
testing where=0A=
testing withtype=0A=
testing word=0A=
53,64c53,54=0A=
< test14b: OKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test15a: OKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test15b: OKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test16a: OKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test16b: OKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test17a: OKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test17b: OKOKOKOKOKOKOKOKOKOKOK=0A=
< test18: OK=0A=
< test19: OK=0A=
< test20: OK=0A=
< test21: OK=0A=
< test22: OK=0A=
---=0A=
> bin/regression: line 94: 2148 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing word.sub=0A=
testing word2=0A=
testing word8=0A=
59,78c59,60=0A=
< test14b: OKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test14c: OK=0A=
< test14d: OK=0A=
< test15a: OKOKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test15b: OKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test15c: OK=0A=
< test15d: OK=0A=
< test16a: OKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test16b: OKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test16c: OK=0A=
< test16d: OK=0A=
< test17a: OKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOKOK=0A=
< test17b: OKOKOKOKOKOKOKOKOKOKOK=0A=
< test17c: OK=0A=
< test17d: OK=0A=
< test18: OK=0A=
< test19: OK=0A=
< test20: OK=0A=
< test21: OK=0A=
< test22: OK=0A=
---=0A=
> bin/regression: line 94: 2880 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing word8array=0A=
28,45c28,29=0A=
< test10c OK=0A=
< test10d OK=0A=
< test10e OK=0A=
< test10f OK=0A=
< test10g OK=0A=
< test10h OK=0A=
< test10i OK=0A=
< test11a OK=0A=
< test11b OK=0A=
< test11c OK=0A=
< test11d OK=0A=
< test11e OK=0A=
< test11f OK=0A=
< test11g OK=0A=
< test11h OK=0A=
< test11i OK=0A=
< test11j OK=0A=
< test11k OK=0A=
---=0A=
> bin/regression: line 94: 1932 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing word8vector=0A=
testing world1=0A=
1,2c1,2=0A=
< I am the original=0A=
< I am the clone=0A=
---=0A=
> bin/regression: line 94: 1052 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing world2=0A=
1c1,2=0A=
< 30=0A=
---=0A=
> bin/regression: line 94: 3712 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing world3=0A=
1c1,2=0A=
< caught foo=0A=
---=0A=
> bin/regression: line 94: 1896 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing world4=0A=
1,6c1,2=0A=
< before saves=0A=
< between saves=0A=
< after saves=0A=
< between saves=0A=
< after saves=0A=
< after saves=0A=
---=0A=
> bin/regression: line 94: 984 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing world5=0A=
1,2c1,2=0A=
< success=0A=
< success=0A=
---=0A=
> bin/regression: line 94: 3928 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing world6=0A=
1,4c1,2=0A=
< ./world6=0A=
< a=0A=
< b=0A=
< c=0A=
---=0A=
> bin/regression: line 94: 380 Segmentation fault (core dumped) =
./$f=0A=
> Nonzero exit status.=0A=
difference with =0A=
testing DLXSimulator=0A=
testing barnes-hut=0A=
testing boyer=0A=
testing checksum=0A=
testing count-graphs=0A=
testing fft=0A=
testing fib=0A=
skipping fxp=0A=
testing hamlet=0A=
testing imp-for=0A=
testing knuth-bendix=0A=
testing lexgen=0A=
testing life=0A=
testing logic=0A=
testing mandelbrot=0A=
testing matrix-multiply=0A=
testing md5=0A=
testing merge=0A=
testing mlyacc=0A=
testing model-elimination=0A=
testing mpuz=0A=
testing nucleic=0A=
testing peek=0A=
testing psdes-random=0A=
testing ratio-regions=0A=
testing ray=0A=
testing raytrace=0A=
testing simple=0A=
testing smith-normal-form=0A=
testing tailfib=0A=
testing tak=0A=
testing tensor=0A=
testing tsp=0A=
testing tyan=0A=
testing vector-concat=0A=
testing vector-rev=0A=
testing vliw=0A=
testing wc-input1=0A=
testing wc-scanStream=0A=
testing zebra=0A=
testing zern=0A=
testing mllex=0A=
testing mlyacc=0A=
openOut src/yacc.grm.sml: No such file or directory=0A=
gmake: *** [src/yacc.grm.sig] Error 1=0A=
------=_NextPart_000_00FA_01C3109F.2C2FF210--
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