heapsize/16         : 32768
kind                : 0
problem type        : 18
topic               : 1
mainchoice          : 0
version             : 132
problem source      : 1
magnification       : 23
background color    : RGB(255,255,235)
text color          : RGB(0,0,0)
highlight color     : RGB(255,0,0)
selection color     : RGB(255,255,128)
text weight         : 0
current line        : 0
nextdefn            : 0
eigenvariable       : 0
nparameters         : 1
nvariables          : 3
variables           : x[a], y[1a], n[0]
varinfo: 0, 0, 10, 0, 0, 6.346017160251364, 0
varinfo: 0, 0, 10, 1, 0, 0.8452904773155648, 0
varinfo: 0, 0, 0, 0, 0, 1, 0
parameters:
parameter: 1, 2, 110, 0, n, 1
control flags       : 40
expandflag          : 0
trigexpandflag      : 0
factorflag          : 0
selected equation   : 0
polyval factor      : 0
polyval function    : 0
polyval dif         : 0
polyval int         : 1
polyval gcd         : 0
polyval zeropower   : 0
polyval fractexp    : 0
polyval negexp      : 0
polyval rootproduct : 0
polyval comdenom    : 0
polyval infraction  : 0
polyval complex     : 0
polyval domainflag  : 0
arithflag           : 263359
polyval ringflag    : 1
polyval orderflag   : 0
nextassumption      : 0
nexttheorem         : 0
active parameter    : 0
function            : =[f](y[a],sin[f](*[f](n[0],x[a])))
ngraphs             : 1
Graph 1:
graph type          : 0
number of points    : 201
linewidth           : 3
graph color         : RGB(255,0,0)
fill color          : RGB(128,128,255)
graph background color: RGB(0,0,0)
border color        : RGB(255,255,0)
axes color          : RGB(0,255,0)
axes label color    : RGB(255,255,0)
title color         : RGB(255,255,0)
ticks               : 2
labels              : 2
save zooms          : 0
save parameters     : 0
show grid           : 0
show titles         : 1
Selected Tool       : 0
whichgraph          : 0
graph function      : sin[f](*[f](n[0],x[a]))
derivative          : *[14f](n[8300],cos[14f](*[14f](n[100],x[10a])))
derivative2         : 0[20](0)
X function          : 0[20](0)
Y function          : 0[20](0)
independent variable: x[a]
dependent variable  : y[a]
radial variable     : r
X variable name     : x
Y variable name     : y
tmin                : 0
tmax                : 6.2831853071796
selected t value    : 0
xmin                : -6.2831853071796
xmax                : 6.2831853071796
ymin                : -2
ymax                : 2
number of singularities formulae: 0
tempsing            : 0
number of jumps formulae: 0
number of open-circle formulae: 0
number of closed-circle formulae: 0
number of restrictions on the singularities: 0
number of restrictions on the jumps: 0
number of dependent variables for ODE solving: 0
number of numerical singularities: 0
number of numerical jumps: 0
viewport            : 0, 0, 1, 1
title rectangle     : 0.59933222036728, 0.32545649838883, 0.6669449081803, 0.35016111707841
crosshair coordinates: 0.1, 0.1
selected rectangle  : 0, 0, 0, 0
number of parameters used: 0
whichparams         : 0, 0, 0, 0, 0, 0
newaxes             : 1
erase               : 1
crosshairs visible  : 0
direction field visible: 0
direction field applicable: 0
What kind of Riemann sum: 0
number of roots     : 0
zoom disabled       : 0
M6}}|}--