Mathcad Professional 14.0
WIKA
Parametric Technology Corporation
WIKA
1
1A7E2AE8-1755-4613-9652-65F5E1F93048
7939E398-7170-4DE1-B13B-352A1326C05C
00000000-0000-0000-0000-000000000000
00000000-0000-0000-0000-000000000000
- H4sIAAAAAAAA/4yQwW7CMAyG7aZbS9etu3AhSOUZeIIdENph2iT2ACiUAkVUTF2ROPLm3W8n
u+w0R3b+Ot/vRsmJiJGfyEy1QS228/W+c1+H9e7cta5PSGKMHGl74XqnLZog07b62Bzrqvet
ld8omqGYMF+8hWr5yty1+V7q6FjZKfKNA+tjwCKe/r/7OzzpO1fV84XRIxvAkp+JLQ+imG0E
U8kRWwNryYZtPEgnBkMDxB2Y2wuO7oURV6IMRCqMwCOZI/YMjNofwKg9B6P2R/0XxJMyEIUw
AvvrFu+Xtu6ayp38g6R67VfklhosE14uC6/5J3IpPwAAAP//AwARvY6sxgEAAA==
- iVBORw0KGgoAAAANSUhEUgAAAGoAAAARCAYAAAA1xDmVAAAAAXNSR0IArs4c6QAAAARnQU1B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- H4sIAAAAAAAA/4xTSW/TUBCeZzu24zp1yAK0TkmgSSAsEjz1wi2qKoTEqvQHVMYxTSqy4BjU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- iVBORw0KGgoAAAANSUhEUgAAASYAAACtCAYAAAAdxNJ1AAAAAXNSR0IArs4c6QAAAARnQU1B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=