Any three of these segment types can be given the modifier ``slanted''.
When a segment is ``slanted'', that means its initial amplitude is the current amplitude of its previous segment, and its final amplitude is its specified amplitude.
Here is a plot of 4 slanted wiggles superimposed on the same 4 not-slanted wiggles.
![\includegraphics [width=3in]{graphics/slanted.eps}](img13.gif)
-This is how you would request slanted segments in a datafile.
ws1 wiggle slanted # A slanted wiggle
20 25 10 .5 # duration
10000 20000 -20000 200 # amplitudes
ts1 twiggle slanted # A slanted twiggle
30 60 30 .01 # base duration
0 8000 -8000 100 # base amplitude
-15000 0 -30000 100 # peak amplitude
.5 1 .25 .001 # peak location
cs1 twiggle curved slanted # A slanted ciggle
30 60 30 .01 # base duration
0 8000 -8000 100 # base amplitude
-15000 0 -30000 100 # peak amplitude
.5 1 .25 .001 # peak location
Here are pairs of plots of identical waveform. The ones on the left are not slanted and the ones on the right are. The first is a pair of wiggles, the second of twiggles, and the last of ciggles.
![\includegraphics [width=2.5in]{graphics/slwigb.eps}](img15.gif)
![\includegraphics [width=2.5in]{graphics/sltwigb.eps}](img17.gif)
![\includegraphics [width=2.5in]{graphics/slcigb.eps}](img19.gif)