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z5_o>c`8HhpI%b^mH+v=!IoM$iB2*PwF)=Yn@HPc2F-F=5Dew~TiIRc80g^l#CjgiStLL089y(B=waqkl6CkFKD&M%Jwtime\_series\_test.plot_(dm, dv, hue\_factor, results=None, linestyle\_factor=None, hues=None, linestyles=None, alpha\_level=0.05, annotate\_intercept=False, annotation\_hues=None, annotation\_linestyle=':', legend\_kwargs=None, annotation\_legend\_kwargs=None)_ +## time\_series\_test.plot_(dm, dv, hue\_factor, results=None, linestyle\_factor=None, hues=None, linestyles=None, alpha\_level=0.05, annotate\_intercept=False, annotation\_hues=None, annotation\_linestyle=':', legend\_kwargs=None, annotation\_legend\_kwargs=None, x0=0, sampling\_freq=1)_ Visualizes a time series, where the signal is plotted as a function of sample number on the x-axis. One fixed effect is indicated by the hue @@ -457,6 +458,14 @@ annotated in the figure. Optional keywords to be passed to `plt.legend()` for the annotation legend. +* **x0: int, float** + + The starting value on the x-axis. + +* **sampling\_freq: int, float** + + The sampling frequency. + ## time\_series\_test.summarize_(results, detailed=False)_ Generates a string with a human-readable summary of a results `dict` as