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Version 3 stable
In case of problem when using with XP please see here
In case characters display uncorrectly, please modify by
Regional and linguistic Options
Language for non unicode software
For using with Linux, please use Wine, see here
Version 3.5.1 Correction bug on intersection. New Splash Screen.
Version 3.5.0 Numerous internal improvements, including redesign of the numeric evaluator and improvement of precision in the GD. Files prior to version 3.3.0 are no longer loaded. Use version 3.4.6 for download on the site.
Version 3.4.9 Fix on fonc algo
Version 3.4.8 Environnement "sequences". User guide http://casyopee.eu/file/Lenvironnement_suite_de_Casyopee.pdf (sorry French only)
Version 3.4.7 Numerical Evaluation enhanced. Approximate values' significant digits in the in the option menu. Points' labels move with the mouse. Variables declared in the algorithms are considered local.
Version 3.4.6 Corrections (modelling)
Adaptation for Linux. Bug on geometrical calculations and formulas whose length exceeds 1024.
Switch Radians/Degré. See here. Bugs on reported points.
correction bugs (intersections, area between curve and line)
correction bugs (modelling, comments in programs)
Enhancement and localisation of the programming environment (function defined by an algorithm) after experimenting.
Option: Creation of functions with values in R² (parametric curves)
See documentation and examples of use in the on line Help
finalisation of the programming environment (function defined by an algorithm)
To do: localisation and English documentation.
Bugs corrected in version 3.3.4:
1. loading functions with exponentials in .CAS files
2. saving and loading values of the variables in .CAS files
Bugs corrected in version 3.3.3:
1. parameters created automaticly
2. wheel in the graphic window
3. redefinition of points
Bugs corrected in version 3.3.2:
about expressions (updating and saving)
Bugs corrected in version 3.3.1:
1. modification of properties of parameters: Casyopée issues a warning, most of the time irrelevant, when the parameter is used in the fomula of a function. In this case please simply ignore and confirm.
2. problem of display of geometrical loci.