[GLOBAL]
Particles=1
Fields=1
Gases=0
Bolds=0
Actions=0



[Particle0]
Name=_electron
Charge=-1
Mass=10
Rxo=0
Ryo=-800
Rzo=0
Vxo=0
Vyo=3
Vzo=0
Radius=5
Picture=electron
Color=0,128,255
Type=C
Radiation=N
Trace=+
ShowName=+
Graph=+
ShowVelocity=-
ShowForce=-


[Particle2]
Name=_k=2*K
Charge=0
Mass=300
Rxo=0
Ryo=-800
Rzo=-300
Vxo=0
Vyo=3
Vzo=0
Radius=5
Picture=stone1
Color=255,255,128
Type=C
Radiation=N
Trace=+
ShowName=+
Graph=+
ShowVelocity=-
ShowForce=-

[Bold0]
Name=viscose_friction=0
Charge=0
Mass=200
Rxo=0
Ryo=0
Rzo=250
Radius=20
Picture=
Color=255,255,255
Trace=-
ShowName=+
Graph=+
ShowVelocity=-
ShowForce=-

[Bold1]
Name=viscose_friction=k
Charge=0
Mass=200
Rxo=0
Ryo=0
Rzo=-100
Radius=20
Picture=
Color=0,128,128
Trace=-
ShowName=+
Graph=+
ShowVelocity=-
ShowForce=-


[Bold2]
Name=viscose_friction=2*k
Charge=0
Mass=200
Rxo=0
Ryo=0
Rzo=-400
Radius=20
Picture=
Color=70,128,128
Trace=-
ShowName=+
Graph=+
ShowVelocity=-
ShowForce=-


[Field0]
Name=Viscous_friction_1
Fx=0
Fy=0
Fz=0+1.10*sin(0.1*T)*{-200#(Z)#200}*{-400#(Y)#400}
Shift1=0
Shift2=0
Shift3=0
Coordinate=C
Var=+
Type=E

[Field1]
Name=Viscous_friction_1
Fx=0
Fy=0+2.10*{-400#(Z)#-200}
Fz=0
Shift1=0
Shift2=0
Shift3=0
Coordinate=C
Var=+
Type=K



[SPACE]
dt=0.001
Solver=Runge Kutta
FlagCollision=-
AnimationScale=0.037037037037037035
Sx=1
Sy=1
Sz=1
Axes=XYZ
2DAxisOffsetHorizontal=0
2DAxisOffsetVertical=0
BackgroundImage=
BackgroundScale=10
BackgroundPositionX=0
BackgroundPositionY=0
BackgroundPositionZ=0
CameraX=41.27669070827806
CameraY=7.402561898144949
CameraZ=6.437148554864415
CameraType=P
FlagAxis=+
ColorAxis=0,255,255
FlagGrid=-
ColorGrid=211,211,211
FlagVelocities=-
VelocityScale=1
FlagForces=-
ForceScale=1
FiniteDifference=0

[COLLISION]
Lx1=-100
Ly1=-100
Lz1=-100
Lx2=100
Ly2=100
Lz2=100
Switch=-
Draw=-

[PLOT]
NameX=Time
NameY=Vz
ScaleX=0.5
ScaleY=50
OffsetX=Left
OffsetY=Center
Color=50,50,50