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An important point in analysing the dynamics of a given stellar or planetarysystem is the reliable identification of the chaotic or regular behaviour ofits orbits. We introduce here the program LP-VIcode, a fully operational codewhich efficiently computes a suite of ten variational chaos indicators fordynamical systems in any number of dimensions. The user may choose tosimultaneously compute any number of chaos indicators among the following: theLyapunov Exponents, the Mean Exponential Growth factor of Nearby Orbits, theSlope Estimation of the largest Lyapunov Characteristic Exponent, the SmallerALignment Index, the Generalized ALignment Index, the Fast Lyapunov Indicator,the Othogonal Fast Lyapunov Indicator, the dynamical Spectra of StretchingNumbers, the Spectral Distance, and the Relative Lyapunov Indicator. They arecombined in an efficient way, allowing the sharing of differential equationswhenever this is possible, and the individual stopping of their computationwhen any of them saturates.

LP-VIcode: a program to compute a suite of variational chaos indicators