ed160235-7ccd-4160-a7eb-ab6c5807491b 8 Martin Kraska ioan92 4 5 false false false 0 3 decimal

&[DATE] &[TIME] - &[FILENAME]

x0 y0 z0 x1 y1 z1 x2 y2 z2 x3 y3 z3 43 mat 3452 - 415 - 5 - 624 - 243 mat :

CASE A:

Vol 2 x2 x0 - (* y3 * x1 x0 + 2 x3 * - (y2 * + x0 x2 - (y1 * + x2 x1 + 2 x3 * - (y0 * - (z3 * x1 x0 + 2 x2 * - (y3 * - 2 x1 x3 - (* y2 * + x3 x0 + 2 x2 * - (y1 * + x3 x1 - (y0 * + (z2 * + x2 x0 - (y3 * x3 x0 + 2 x1 * - (y2 * - 2 x0 x2 - (* y1 * + x3 x2 + 2 x1 * - (y0 * + (z1 * + x2 x1 + 2 x0 * - (y3 * x1 x3 - (y2 * + x3 x2 + 2 x0 * - (y1 * - 2 x3 x1 - (* y0 * + (z0 * + 12 / :

Vol2 112 / 2 x2 x0 - (* y3 * x1 x0 + 2 x3 * - (y2 * + x0 x2 - (y1 * + x2 x1 + 2 x3 * - (y0 * - (z3 * x1 x0 + 2 x2 * - (y3 * - 2 x1 x3 - (* y2 * + x3 x0 + 2 x2 * - (y1 * + x3 x1 - (y0 * + (z2 * x2 x0 - (y3 * x3 x0 + 2 x1 * - (y2 * - 2 x0 x2 - (* y1 * + x3 x2 + 2 x1 * - (y0 * + (z1 * x2 x1 + 2 x0 * - (y3 * x1 x3 - (y2 * + x3 x2 + 2 x0 * - (y1 * - 2 x3 x1 - (* y0 * + (z0 * 41 mat sum (* : 176.25

Vol 176.25

Vol2 176.25

CASE B:

Sx 32 x2 x0 - (* x3 * x2 2^+ x0 2^- (* y3 * x3 x1 3 x2 * - 2 x0 * + 6 x3 * - (* x0 2 x1 * + (x2 * + x1 x1 x0 + (* + x0 2^+ (y2 * + x0 x2 - (x3 * x2 x1 2 x2 * + (* - x0 x1 2 x0 * + (* + (y1 * + x3 x1 2 x2 * + 3 x0 * - 6 x3 * - (* x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + (y0 * - (z3 * x1 3 x2 * - 2 x0 * + (x3 * x2 x0 2 x1 * + 6 x2 * - (* + x1 x1 x0 + (* + x0 2^+ (y3 * - 3 x3 x3 2 x2 * + (* - 2 x1 * x2 * + x1 2^+ (* y2 * + x3 x1 x0 + 2 x2 * + x3 + (* x2 x0 - 3 x1 * + 6 x2 * + (* - x0 x0 2 x1 * + (* + (y1 * + x3 x2 x0 + 2 x3 * + (* x1 x2 2 x1 * + x0 + (* - (y0 * + (z2 * + x2 x0 - (x3 * x2 x1 2 x2 * + (* + x0 x1 2 x0 * + (* - (y3 * x3 x1 x0 + 2 x2 * + x3 + (* - x0 - 3 x1 * + (x2 * + 2 x1 * x0 - 3 x1 * + (* + x0 2^- (y2 * + 3 x2 x2 2 x1 * + (* - 2 x0 * x1 * + x0 2^+ (* y1 * + x3 x2 x1 + 2 x0 * + x3 + (* x2 x0 2 x1 * + x2 + (* + 3 x1 * x0 2 x1 * + (* - (y0 * + (z1 * + x1 2 x2 * + 3 x0 * - (x3 * x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + 6 x0 2^* - (y3 * x3 x2 x0 + 2 x3 * + (* - x1 x2 2 x1 * + x0 + (* + (y2 * + x3 x2 x1 + 2 x0 * + x3 + (* x2 x0 2 x1 * + x2 + (* + 3 x0 * x1 2 x0 * + (* - (y1 * - 3 x3 x3 2 x0 * + (* - x1 2^+ 2 x0 * x1 * + (* y0 * - (z0 * + 72 / :

Sx2 172 / 32 x2 x0 - (* x3 * x2 2^+ x0 2^- (* y3 * x3 x1 3 x2 * - 2 x0 * + 6 x3 * - (* x0 2 x1 * + (x2 * + x1 x1 x0 + (* + x0 2^+ (y2 * + x0 x2 - (x3 * x2 x1 2 x2 * + (* - x0 x1 2 x0 * + (* + (y1 * + x3 x1 2 x2 * + 3 x0 * - 6 x3 * - (* x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + (y0 * - (z3 * x1 3 x2 * - 2 x0 * + (x3 * x2 x0 2 x1 * + 6 x2 * - (* + x1 x1 x0 + (* + x0 2^+ (y3 * - 3 x3 x3 2 x2 * + (* - 2 x1 * x2 * + x1 2^+ (* y2 * + x3 x1 x0 + 2 x2 * + x3 + (* x2 x0 - 3 x1 * + 6 x2 * + (* - x0 x0 2 x1 * + (* + (y1 * + x3 x2 x0 + 2 x3 * + (* x1 x2 2 x1 * + x0 + (* - (y0 * + (z2 * x2 x0 - (x3 * x2 x1 2 x2 * + (* + x0 x1 2 x0 * + (* - (y3 * x3 x1 x0 + 2 x2 * + x3 + (* - x0 - 3 x1 * + (x2 * + 2 x1 * x0 - 3 x1 * + (* + x0 2^- (y2 * + 3 x2 x2 2 x1 * + (* - 2 x0 * x1 * + x0 2^+ (* y1 * + x3 x2 x1 + 2 x0 * + x3 + (* x2 x0 2 x1 * + x2 + (* + 3 x1 * x0 2 x1 * + (* - (y0 * + (z1 * x1 2 x2 * + 3 x0 * - (x3 * x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + 6 x0 2^* - (y3 * x3 x2 x0 + 2 x3 * + (* - x1 x2 2 x1 * + x0 + (* + (y2 * + x3 x2 x1 + 2 x0 * + x3 + (* x2 x0 2 x1 * + x2 + (* + 3 x0 * x1 2 x0 * + (* - (y1 * - 3 x3 x3 2 x0 * + (* - x1 2^+ 2 x0 * x1 * + (* y0 * - (z0 * 41 mat sum (* :

Sx 125.1389 -

Sx2 125.1389 -

CASE C:

L1a 32 x2 x0 - (* x3 * x2 2^+ x0 2^- (* y3 * x3 x1 3 x2 * - 2 x0 * + 6 x3 * - (* x0 2 x1 * + (x2 * + x1 x1 x0 + (* + x0 2^+ (y2 * + x0 x2 - (x3 * x2 x1 2 x2 * + (* - x0 x1 2 x0 * + (* + (y1 * + x3 x1 2 x2 * + 3 x0 * - 6 x3 * - (* x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + (y0 * - (:

L1b 32 x2 x0 - (* x3 * x2 2^+ x0 2^- (* y3 * x3 x1 3 x2 * - 2 x0 * + 6 x3 * - (* x0 2 x1 * + (x2 * + x1 x1 x0 + (* + x0 2^+ (y2 * x0 x2 - (x3 * x2 x1 2 x2 * + (* - x0 x1 2 x0 * + (* + (y1 * x3 x1 2 x2 * + 3 x0 * - 6 x3 * - (* x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + (- (y0 * 41 mat sum : 150

L1a 150

L1b 150

terms

32 x2 x0 - (* x3 * x2 2^+ x0 2^- (* y3 *

x3 x1 3 x2 * - 2 x0 * + 6 x3 * - (* x0 2 x1 * + (x2 * + x1 x1 x0 + (* + x0 2^+ (y2 *

x0 x2 - (x3 * x2 x1 2 x2 * + (* - x0 x1 2 x0 * + (* + (y1 *

x3 x1 2 x2 * + 3 x0 * - 6 x3 * - (* x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + (- (y0 *

x0 y0 z0 x1 y1 z1 x2 y2 z2 x3 y3 z3 43 mat 3452 - 415 - 5 - 624 - 243 mat

terms #

terms 3 x2 x0 - (* x2 x0 + 2 x3 * + (* y3 * x3 x1 3 x2 2 x3 * + (* - 2 x0 * + (* x0 2 x1 * + (x2 * + x1 x1 x0 + (* + x0 2^+ (y2 * x0 x2 - (x3 * x2 x1 2 x2 * + (* - x0 x1 2 x0 * + (* + (y1 * x3 x1 2 x2 3 x3 * - (* + 3 x0 * - (* x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + (y0 * - 41 mat

lastError x2 - nicht definiert.

This message is obviously wrong. Otherwise the matrix could not be displayed numerically.

Self-healing magic

terms terms :

terms 192130 - 128 - 21641 mat

terms sum 150

a# b# sum a# sum :

L1c _ sum :

32 x2 x0 - (* x3 * x2 2^+ x0 2^- (* y3 *

x3 x1 3 x2 * - 2 x0 * + 6 x3 * - (* x0 2 x1 * + (x2 * + x1 x1 x0 + (* + x0 2^+ (y2 *

x0 x2 - (x3 * x2 x1 2 x2 * + (* - x0 x1 2 x0 * + (* + (y1 *

x3 x1 2 x2 * + 3 x0 * - 6 x3 * - (* x2 x1 x0 + x2 + (* + x1 x1 2 x0 * + (* + (- (y0 *

L1c 150