josch
/
3dpcp
1
0
Fork 0
Code Issues Pull Requests Projects Releases Wiki Activity
You cannot select more than 25 topics Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.
main
Branches Tags
${ item.name }
Create tag ${ searchTerm }
Create branch ${ searchTerm }
from 'main'
${ noResults }
3dpcp/3rdparty/newmat/tmt.txt

5017 lines
72 KiB
Plaintext
Raw Permalink Blame History

Begin test
Now print a real number: 3.14159
Matrix type: Rect (1, 8)
0 0 0 0 0 0 0 1
+ UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Ident
UT UT Rect Rect Rect UT Rect UT Rect Rect UT
LT Rect LT Rect Rect LT Rect Rect LT Rect LT
Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Sym Rect Rect Rect Sym Sym Rect Rect Rect Sym Sym
Diag UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Diag
Band Rect Rect Rect Rect Band Band Band Band Band Band
UpBnd UT Rect Rect Rect UpBnd Band UpBnd Band Band UpBnd
LwBnd Rect LT Rect Rect LwBnd Band Band LwBnd Band LwBnd
SmBnd Rect Rect Rect Sym SmBnd Band Band Band SmBnd SmBnd
Ident UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Ident
* UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Ident
UT UT Rect Rect Rect UT Rect UT Rect Rect UT
LT Rect LT Rect Rect LT Rect Rect LT Rect LT
Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Sym Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Diag UT LT Rect Rect Diag Band UpBnd LwBnd Band Diag
Band Rect Rect Rect Rect Band Band Band Band Band Band
UpBnd UT Rect Rect Rect UpBnd Band UpBnd Band Band UpBnd
LwBnd Rect LT Rect Rect LwBnd Band Band LwBnd Band LwBnd
SmBnd Rect Rect Rect Rect Band Band Band Band Band Band
Ident UT LT Rect Rect Diag Band UpBnd LwBnd Band Ident
| UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Ident
UT Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
LT Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Sym Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Diag Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Band Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
UpBnd Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
LwBnd Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
SmBnd Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Ident Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
SP UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Ident
UT UT Diag UT UT Diag UpBnd UpBnd Diag UpBnd Diag
LT Diag LT LT LT Diag LwBnd Diag LwBnd LwBnd Diag
Rect UT LT Rect Rect Diag Band UpBnd LwBnd Band Diag
Sym UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Diag
Diag Diag Diag Diag Diag Diag Diag Diag Diag Diag Diag
Band UpBnd LwBnd Band Band Diag Band UpBnd LwBnd Band Diag
UpBnd UpBnd Diag UpBnd UpBnd Diag UpBnd UpBnd Diag UpBnd Diag
LwBnd Diag LwBnd LwBnd LwBnd Diag LwBnd Diag LwBnd LwBnd Diag
SmBnd UpBnd LwBnd Band SmBnd Diag Band UpBnd LwBnd SmBnd Diag
Ident Diag Diag Diag Diag Diag Diag Diag Diag Diag Ident
KP UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Ident
UT UT Rect Rect Rect UT Rect UT Rect Rect UT
LT Rect LT Rect Rect LT Rect Rect LT Rect LT
Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect Rect
Sym Rect Rect Rect Sym Sym Rect Rect Rect Sym Sym
Diag UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Diag
Band Rect Rect Rect Rect Band Band Band Band Band Band
UpBnd UT Rect Rect Rect UpBnd Band UpBnd Band Band UpBnd
LwBnd Rect LT Rect Rect LwBnd Band Band LwBnd Band LwBnd
SmBnd Rect Rect Rect Sym SmBnd Band Band Band SmBnd SmBnd
Ident UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Diag
>= UT LT Rect Sym Diag Band UpBnd LwBnd SmBnd Ident
UT Yes No Yes No No No No No No No
LT No Yes Yes No No No No No No No
Rect No No Yes No No No No No No No
Sym No No Yes Yes No No No No No No
Diag Yes Yes Yes Yes Yes Yes Yes Yes Yes No
Band No No Yes No No Yes No No No No
UpBnd Yes No Yes No No Yes Yes No No No
LwBnd No Yes Yes No No Yes No Yes No No
SmBnd No No Yes Yes No Yes No No Yes No
Ident Yes Yes Yes Yes Yes Yes Yes Yes Yes Yes
* First test of Matrix package
* Matrix test program
Matrix type: LT (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: UT (9, 9)
All elements are zero
Matrix type: Rect (9, 9)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (20, 8)
All elements are zero
Matrix type: Rect (20, 6)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 20)
All elements are zero
Matrix type: Rect (20, 10)
All elements are zero
Matrix type: Rect (20, 10)
All elements are zero
Matrix type: Rect (10, 20)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
* Second test of Matrix package
* Matrix test program
Matrix type: Rect (8, 10)
All elements are zero
Matrix type: Rect (8, 10)
All elements are zero
Matrix type: Rect (8, 10)
All elements are zero
Matrix type: Rect (8, 10)
All elements are zero
Matrix type: Rect (8, 10)
All elements are zero
Matrix type: Rect (100, 1)
All elements are zero
Matrix type: Rect (10, 1)
All elements are zero
Matrix type: Rect (20, 1)
All elements are zero
Matrix type: Rect (4, 7)
All elements are zero
Matrix type: Rect (4, 7)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (10, 20)
All elements are zero
Matrix type: Rect (0, 0)
All elements are zero
Matrix type: Rect (16, 1)
All elements are zero
Matrix type: Rect (0, 1)
All elements are zero
Matrix type: Rect (16, 1)
All elements are zero
Matrix type: Rect (1, 0)
All elements are zero
Matrix type: Rect (16, 1)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Diag (10, 10)
All elements are zero
Matrix type: Rect (8, 1)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (14, 1)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 20)
All elements are zero
Matrix type: Rect (20, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (4, 6)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
* Third test of Matrix package
* Matrix test program
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (6, 7)
All elements are zero
Matrix type: Rect (6, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Diag (6, 6)
All elements are zero
Matrix type: Diag (6, 6)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (10, 1)
All elements are zero
Matrix type: Rect (1, 10)
All elements are zero
Matrix type: Diag (10, 10)
All elements are zero
Matrix type: Rect (19, 1)
All elements are zero
Matrix type: Rect (19, 1)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (4, 1)
All elements are zero
Matrix type: Rect (6, 1)
All elements are zero
Matrix type: Rect (6, 3)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
* Fourth test of Matrix package
* Matrix test program
Matrix type: Rect (3, 10)
All elements are zero
Matrix type: Rect (3, 10)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (10, 1)
All elements are zero
Matrix type: Rect (10, 3)
All elements are zero
Matrix type: Rect (5, 8)
All elements are zero
Matrix type: Rect (4, 5)
All elements are zero
Matrix type: Rect (4, 5)
All elements are zero
Matrix type: Rect (4, 5)
All elements are zero
Matrix type: Rect (4, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
Matrix type: Diag (1, 1)
All elements are zero
Matrix type: Rect (2, 2)
All elements are zero
Matrix type: Diag (4, 4)
All elements are zero
Matrix type: Diag (4, 4)
All elements are zero
* Fifth test of Matrix package
* Matrix test program
Matrix type: Rect (6, 1)
All elements are zero
Matrix type: Rect (6, 1)
All elements are zero
Matrix type: Rect (6, 1)
All elements are zero
Matrix type: Rect (1, 6)
All elements are zero
Matrix type: Rect (1, 10)
All elements are zero
Matrix type: Rect (2, 3)
All elements are zero
Matrix type: Rect (3, 2)
All elements are zero
Matrix type: Rect (1, 10)
All elements are zero
Matrix type: Rect (10, 1)
All elements are zero
Matrix type: Rect (5, 6)
All elements are zero
Matrix type: Rect (31, 31)
All elements are zero
Matrix type: Rect (31, 31)
All elements are zero
Matrix type: Rect (31, 31)
All elements are zero
Matrix type: Rect (31, 31)
All elements are zero
Matrix type: Rect (31, 31)
All elements are zero
Matrix type: Rect (31, 31)
All elements are zero
Matrix type: Diag (31, 31)
All elements are zero
* Sixth test of Matrix package
* Matrix test program
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: LT (5, 5)
All elements are zero
Matrix type: LT (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 10)
All elements are zero
Matrix type: Rect (5, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (15, 15)
All elements are zero
Matrix type: Rect (15, 15)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 16)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 17)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 18)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 99)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 100)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
Matrix type: Rect (1, 101)
All elements are zero
* Seventh test of Matrix package
* Matrix test program
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 121)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (11, 11)
All elements are zero
Matrix type: Rect (10, 1)
All elements are zero
* Eighth test of Matrix package
* Matrix test program
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Diag (6, 6)
All elements are zero
Matrix type: Diag (6, 6)
All elements are zero
Matrix type: Diag (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: LT (4, 4)
All elements are zero
Matrix type: UT (4, 4)
All elements are zero
Matrix type: Diag (12, 12)
All elements are zero
Matrix type: Rect (10, 6)
All elements are zero
Matrix type: Rect (5, 9)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (6, 0)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
* Ninth test of Matrix package
* Matrix test program
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 3)
All elements are zero
Matrix type: Rect (7, 3)
All elements are zero
Matrix type: Rect (3, 7)
All elements are zero
Matrix type: Diag (7, 7)
All elements are zero
Matrix type: Diag (7, 7)
All elements are zero
Matrix type: Diag (7, 7)
All elements are zero
Matrix type: Rect (18, 1)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (22, 1)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
* Tenth test of Matrix package
* Matrix test program
Matrix type: Rect (8, 6)
All elements are zero
Matrix type: Rect (8, 6)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (4, 2)
All elements are zero
Matrix type: Rect (4, 2)
All elements are zero
Matrix type: Rect (4, 2)
All elements are zero
Matrix type: UT (4, 4)
All elements are zero
Matrix type: Rect (4, 2)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
* Eleventh test of Matrix package
* Matrix test program
Matrix type: Rect (1, 10)
All elements are zero
Matrix type: Rect (1, 10)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 10)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (3, 4)
All elements are zero
Matrix type: Rect (6, 4)
All elements are zero
Matrix type: Rect (7, 6)
All elements are zero
Matrix type: Rect (3, 4)
All elements are zero
Matrix type: Rect (2, 3)
All elements are zero
* Twelfth test of Matrix package
* Matrix test program
Matrix type: Rect (15, 1)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (15, 1)
All elements are zero
Matrix type: Rect (3, 5)
All elements are zero
Matrix type: Rect (15, 1)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 5)
All elements are zero
Matrix type: Rect (7, 5)
All elements are zero
Matrix type: Rect (7, 5)
All elements are zero
Matrix type: UT (20, 20)
All elements are zero
Matrix type: UT (5, 5)
All elements are zero
Matrix type: UT (20, 20)
All elements are zero
Matrix type: UT (5, 5)
All elements are zero
Matrix type: Rect (8, 5)
All elements are zero
Matrix type: UT (20, 20)
All elements are zero
Matrix type: LT (20, 20)
All elements are zero
Matrix type: LT (5, 5)
All elements are zero
Matrix type: LT (20, 20)
All elements are zero
Matrix type: LT (5, 5)
All elements are zero
Matrix type: Rect (5, 8)
All elements are zero
Matrix type: LT (20, 20)
All elements are zero
Matrix type: Rect (20, 30)
All elements are zero
Matrix type: Rect (0, 0)
All elements are zero
Matrix type: Rect (20, 30)
All elements are zero
Matrix type: Rect (0, 0)
All elements are zero
Matrix type: Rect (20, 30)
All elements are zero
* Thirteenth test of Matrix package
* Matrix test program
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (20, 5)
All elements are zero
Matrix type: Rect (20, 3)
All elements are zero
Matrix type: Rect (5, 3)
All elements are zero
Matrix type: Rect (3, 5)
All elements are zero
Matrix type: Rect (5, 1)
All elements are zero
Matrix type: Rect (1, 7)
All elements are zero
Matrix type: Rect (5, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 40)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 40)
All elements are zero
Matrix type: Rect (40, 40)
All elements are zero
Matrix type: Rect (40, 40)
All elements are zero
Matrix type: Rect (40, 40)
All elements are zero
Matrix type: Rect (40, 40)
All elements are zero
Matrix type: Rect (40, 40)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
Matrix type: Rect (50, 50)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
* Fourteenth test of Matrix package
* Matrix test program
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (8, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Rect (8, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (8, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (5, 5)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (21, 20)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Diag (21, 21)
All elements are zero
Matrix type: Rect (21, 21)
All elements are zero
Matrix type: Diag (21, 21)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Diag (21, 21)
All elements are zero
Matrix type: Rect (21, 21)
All elements are zero
Matrix type: Diag (21, 21)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Diag (21, 21)
All elements are zero
Matrix type: Diag (21, 21)
All elements are zero
Matrix type: Diag (30, 30)
All elements are zero
Matrix type: Rect (30, 30)
All elements are zero
Matrix type: Rect (30, 30)
All elements are zero
Matrix type: Rect (30, 30)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Diag (2, 2)
All elements are zero
Matrix type: Rect (2, 2)
All elements are zero
Matrix type: Rect (2, 2)
All elements are zero
Matrix type: Rect (2, 2)
All elements are zero
Matrix type: Diag (2, 2)
All elements are zero
Matrix type: Diag (2, 2)
All elements are zero
Matrix type: Rect (2, 2)
All elements are zero
Matrix type: Rect (2, 2)
All elements are zero
Matrix type: Rect (2, 2)
All elements are zero
Matrix type: Diag (2, 2)
All elements are zero
Matrix type: Diag (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (22, 20)
All elements are zero
Matrix type: Diag (10, 10)
All elements are zero
Matrix type: Diag (10, 10)
All elements are zero
Matrix type: Diag (10, 10)
All elements are zero
Matrix type: Diag (10, 10)
All elements are zero
Matrix type: Rect (6, 1)
All elements are zero
Matrix type: Sym (10, 10)
All elements are zero
Matrix type: Diag (9, 9)
All elements are zero
Matrix type: Diag (9, 9)
All elements are zero
Matrix type: Diag (9, 9)
All elements are zero
Matrix type: Rect (6, 1)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Diag (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (15, 15)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (15, 15)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (15, 15)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (15, 15)
All elements are zero
Matrix type: Diag (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
* Fifteenth test of Matrix package
* Matrix test program
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (2048, 1)
All elements are zero
Matrix type: Rect (2048, 1)
All elements are zero
Matrix type: Rect (2000, 1)
All elements are zero
Matrix type: Rect (2000, 1)
All elements are zero
Matrix type: Rect (2187, 1)
All elements are zero
Matrix type: Rect (2187, 1)
All elements are zero
Matrix type: Rect (2310, 1)
All elements are zero
Matrix type: Rect (2310, 1)
All elements are zero
Matrix type: Rect (2401, 1)
All elements are zero
Matrix type: Rect (2401, 1)
All elements are zero
Matrix type: Rect (2197, 1)
All elements are zero
Matrix type: Rect (2197, 1)
All elements are zero
Matrix type: Rect (2021, 1)
All elements are zero
Matrix type: Rect (2021, 1)
All elements are zero
Matrix type: Rect (768, 1)
All elements are zero
Matrix type: Rect (768, 1)
All elements are zero
Matrix type: Rect (1280, 1)
All elements are zero
Matrix type: Rect (1280, 1)
All elements are zero
Matrix type: Rect (1792, 1)
All elements are zero
Matrix type: Rect (1792, 1)
All elements are zero
Matrix type: Rect (320, 1)
All elements are zero
Matrix type: Rect (320, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (50, 1)
All elements are zero
Matrix type: Rect (50, 1)
All elements are zero
Matrix type: Rect (98, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (22, 1)
All elements are zero
Matrix type: Rect (51, 1)
All elements are zero
Matrix type: Rect (51, 1)
All elements are zero
Matrix type: Rect (100, 1)
All elements are zero
Matrix type: Rect (1025, 1)
All elements are zero
Matrix type: Rect (1025, 1)
All elements are zero
Matrix type: Rect (2048, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (2000, 1)
All elements are zero
Matrix type: Rect (1226, 1)
All elements are zero
Matrix type: Rect (1226, 1)
All elements are zero
Matrix type: Rect (2450, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (13, 1)
All elements are zero
Matrix type: Rect (13, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (9, 1)
All elements are zero
Matrix type: Rect (9, 1)
All elements are zero
Matrix type: Rect (16, 1)
All elements are zero
Matrix type: Rect (16, 1)
All elements are zero
Matrix type: Rect (30, 1)
All elements are zero
Matrix type: Rect (30, 1)
All elements are zero
Matrix type: Rect (42, 1)
All elements are zero
Matrix type: Rect (42, 1)
All elements are zero
Matrix type: Rect (24, 1)
All elements are zero
Matrix type: Rect (24, 1)
All elements are zero
Matrix type: Rect (8, 1)
All elements are zero
Matrix type: Rect (8, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (48, 1)
All elements are zero
Matrix type: Rect (48, 1)
All elements are zero
Matrix type: Rect (4, 1)
All elements are zero
Matrix type: Rect (4, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (5, 1)
All elements are zero
Matrix type: Rect (5, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (26, 1)
All elements are zero
Matrix type: Rect (26, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (18, 1)
All elements are zero
Matrix type: Rect (18, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (27, 1)
All elements are zero
Matrix type: Rect (27, 1)
All elements are zero
Matrix type: Rect (33, 1)
All elements are zero
Matrix type: Rect (33, 1)
All elements are zero
Matrix type: Rect (19, 1)
All elements are zero
Matrix type: Rect (19, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (2048, 1)
All elements are zero
Matrix type: Rect (2048, 1)
All elements are zero
Matrix type: Rect (2000, 1)
All elements are zero
Matrix type: Rect (2000, 1)
All elements are zero
Matrix type: Rect (2187, 1)
All elements are zero
Matrix type: Rect (2187, 1)
All elements are zero
Matrix type: Rect (2310, 1)
All elements are zero
Matrix type: Rect (2310, 1)
All elements are zero
Matrix type: Rect (2401, 1)
All elements are zero
Matrix type: Rect (2401, 1)
All elements are zero
Matrix type: Rect (2197, 1)
All elements are zero
Matrix type: Rect (2197, 1)
All elements are zero
Matrix type: Rect (2021, 1)
All elements are zero
Matrix type: Rect (2021, 1)
All elements are zero
Matrix type: Rect (768, 1)
All elements are zero
Matrix type: Rect (768, 1)
All elements are zero
Matrix type: Rect (1280, 1)
All elements are zero
Matrix type: Rect (1280, 1)
All elements are zero
Matrix type: Rect (1792, 1)
All elements are zero
Matrix type: Rect (1792, 1)
All elements are zero
Matrix type: Rect (320, 1)
All elements are zero
Matrix type: Rect (320, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (50, 1)
All elements are zero
Matrix type: Rect (50, 1)
All elements are zero
Matrix type: Rect (98, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (22, 1)
All elements are zero
Matrix type: Rect (51, 1)
All elements are zero
Matrix type: Rect (51, 1)
All elements are zero
Matrix type: Rect (100, 1)
All elements are zero
Matrix type: Rect (1025, 1)
All elements are zero
Matrix type: Rect (1025, 1)
All elements are zero
Matrix type: Rect (2048, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (2000, 1)
All elements are zero
Matrix type: Rect (1226, 1)
All elements are zero
Matrix type: Rect (1226, 1)
All elements are zero
Matrix type: Rect (2450, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (13, 1)
All elements are zero
Matrix type: Rect (13, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (12, 1)
All elements are zero
Matrix type: Rect (9, 1)
All elements are zero
Matrix type: Rect (9, 1)
All elements are zero
Matrix type: Rect (16, 1)
All elements are zero
Matrix type: Rect (16, 1)
All elements are zero
Matrix type: Rect (30, 1)
All elements are zero
Matrix type: Rect (30, 1)
All elements are zero
Matrix type: Rect (42, 1)
All elements are zero
Matrix type: Rect (42, 1)
All elements are zero
Matrix type: Rect (24, 1)
All elements are zero
Matrix type: Rect (24, 1)
All elements are zero
Matrix type: Rect (8, 1)
All elements are zero
Matrix type: Rect (8, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (40, 1)
All elements are zero
Matrix type: Rect (48, 1)
All elements are zero
Matrix type: Rect (48, 1)
All elements are zero
Matrix type: Rect (4, 1)
All elements are zero
Matrix type: Rect (4, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (5, 1)
All elements are zero
Matrix type: Rect (5, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (26, 1)
All elements are zero
Matrix type: Rect (26, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (32, 1)
All elements are zero
Matrix type: Rect (18, 1)
All elements are zero
Matrix type: Rect (18, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (202, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (1000, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (275, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (1001, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (3, 1)
All elements are zero
Matrix type: Rect (27, 1)
All elements are zero
Matrix type: Rect (27, 1)
All elements are zero
Matrix type: Rect (33, 1)
All elements are zero
Matrix type: Rect (33, 1)
All elements are zero
Matrix type: Rect (19, 1)
All elements are zero
Matrix type: Rect (19, 1)
All elements are zero
* Sixteenth test of Matrix package
* Matrix test program
Matrix type: Rect (1, 7)
All elements are zero
Matrix type: Rect (1, 6)
All elements are zero
Matrix type: Rect (1, 6)
All elements are zero
Matrix type: Rect (1, 8)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (1, 3)
All elements are zero
Matrix type: Rect (1, 5)
All elements are zero
Matrix type: Rect (6, 1)
All elements are zero
* Seventeenth test of Matrix package
* Matrix test program
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (6, 1)
All elements are zero
Matrix type: Rect (1, 7)
All elements are zero
Matrix type: Rect (80, 1)
All elements are zero
Matrix type: Rect (80, 1)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (80, 1)
All elements are zero
Matrix type: Rect (80, 1)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 8)
All elements are zero
Matrix type: Rect (8, 1)
All elements are zero
Matrix type: Rect (7, 1)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (7, 2)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Sym (20, 20)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (10, 10)
All elements are zero
Matrix type: Rect (6, 6)
All elements are zero
Matrix type: Rect (9, 2)
All elements are zero
Matrix type: Rect (1, 1)
All elements are zero
Matrix type: Rect (20, 30)
All elements are zero
Matrix type: UT (25, 25)
All elements are zero
Matrix type: LT (25, 25)
All elements are zero
Matrix type: Diag (25, 25)
All elements are zero
Matrix type: Sym (25, 25)
All elements are zero
Matrix type: Diag (25, 25)
All elements are zero
Matrix type: Rect (10, 1)
All elements are zero
Matrix type: Rect (1, 10)
All elements are zero
Matrix type: Rect (5, 5)
All elements are zero
Matrix type: Diag (4, 4)
All elements are zero
Matrix type: Rect (4, 4)
All elements are zero
Matrix type: Rect (1, 2)
All elements are zero
* Eighteenth test of Matrix package
* Matrix test program
Matrix type: Rect (23, 1)
All elements are zero
Matrix type: Rect (10, 20)
All elements are zero
* Nineteenth test of Matrix package
* Matrix test program
Matrix type: Rect (13, 7)
All elements are zero
Matrix type: Rect (13, 7)
All elements are zero
Matrix type: Rect (13, 7)
All elements are zero
Matrix type: Rect (13, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Diag (7, 7)
All elements are zero
Matrix type: Diag (7, 7)
All elements are zero
Matrix type: Diag (7, 7)
All elements are zero
Matrix type: Diag (7, 7)
All elements are zero
Matrix type: LT (7, 7)
All elements are zero
Matrix type: LT (7, 7)
All elements are zero
Matrix type: LT (7, 7)
All elements are zero
Matrix type: LT (7, 7)
All elements are zero
Matrix type: UT (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (25, 25)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (19, 19)
All elements are zero
Matrix type: Rect (2, 1)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
Matrix type: Rect (7, 7)
All elements are zero
* Twentieth test of Matrix package
* Matrix test program
C subscripts not enabled, not tested
* Twenty first test of Matrix package
* Matrix test program
Matrix type: Rect (1, 28)
All elements are zero
* Twenty second test of Matrix package
* Matrix test program
Matrix type: Rect (8, 9)
All elements are zero
Matrix type: Diag (150, 150)
All elements are zero
Matrix type: UT (12, 12)
All elements are zero
Matrix type: Rect (12, 12)
All elements are zero
Matrix type: UT (12, 12)
All elements are zero
Matrix type: LT (12, 12)
All elements are zero
Matrix type: Rect (12, 12)
All elements are zero
Matrix type: UT (12, 12)
All elements are zero
Matrix type: LT (12, 12)
All elements are zero
Matrix type: Rect (24, 24)
All elements are zero
Matrix type: Rect (24, 24)
All elements are zero
Matrix type: Rect (24, 24)
All elements are zero
Matrix type: Rect (1, 4)
All elements are zero
Matrix type: UT (24, 24)
All elements are zero
Matrix type: LT (24, 24)
All elements are zero
Matrix type: Rect (12, 12)
All elements are zero
Matrix type: Rect (12, 12)
All elements are zero
Matrix type: Rect (12, 12)
All elements are zero
Matrix type: Rect (12, 12)
All elements are zero
Matrix type: Rect (12, 12)
All elements are zero
Matrix type: Rect (3, 3)
All elements are zero
Matrix type: Rect (1, 15)
All elements are zero
Matrix type: Rect (15, 1)
All elements are zero
Matrix type: Rect (15, 15)
All elements are zero
End of tests
(The following memory checks are probably not valid with all
compilers - see documentation)
Checking for lost memory: 8797116 8797116 - ok
Checking for lost memory: 8797116 8797116 - ok
Number of matrices tested = 1215
Number of non-zero matrices (should be 1) = 1
Reference in New Issue View Git Blame Copy Permalink