Mathcad Professional 14.1
Parametric Technology Corporation
1
604CA03E-D21A-4943-B32C-AC07BA7A48B8
DBD2CB93-E381-49F3-AB32-8268DD90B154
00000000-0000-0000-0000-000000000000
00000000-0000-0000-0000-000000000000
- iVBORw0KGgoAAAANSUhEUgAAAGIAAAAWCAYAAAA7FknZAAAAAXNSR0IArs4c6QAAAARnQU1B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- iVBORw0KGgoAAAANSUhEUgAAAGAAAABpCAYAAADFlybwAAAAAXNSR0IArs4c6QAAAARnQU1B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- iVBORw0KGgoAAAANSUhEUgAAAOwAAAAsCAYAAABmO1SgAAAAAXNSR0IArs4c6QAAAARnQU1B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