CMA Description
CACVersion1.000 CoachVersionV6.24
WithResults32 Kind MeasureMode
AlwaysMonitor ShowOldRuns Duration @ DurationUnit NumPoints @ Delay ? DelayUnit Samples
ManualSamples
! EventDrivenSamplesd T0atfirstpulse FirstPointAtStart DoubleClickType T0atfirstpulseManual RepeatUse RepeatCondition RepeatUseCount RepeatCount $ RepeatDelayUser @ RepeatDelayUnit% ResetCountersEachInterval ! UseTimeForEventDriven UseEvents # EventThreshold EventDirection StopOnBit
CanUsePWindow
CanUseMWindow WithProgram AnimateDigital
AlwaysQuickly
AngleUnits
PupilLevel LanguageEN MonitorSpeed HomePageName HomePageURL# DelayTillStart + OriginalDelayTillStart StartTime -
ManualData Number Layout Splitters 1 Splitter11,1,0,0,0,0,0.656296296296296, Splitter21,0,0,1,0,1,6,0.53203125, Splitter31,0,1,0,0,1,4,0.26484375. Splitter41,0,1,0,1,3,1,5,0.53203125, Splitter51,0,1,0,1,4,0,0.91953125, Splitter61,0,0,1,1,2,0,0.91953125 Quadrants Quadrant11,0,0,2,1 Quadrant21,2,0,6,1 Quadrant31,0,1,3,0 Quadrant41,3,1,4,0 Quadrant51,4,1,5,0 Quadrant61,5,1,0,0 Quadrant71,6,0,0,1 PWindow Visible Xcor? Ycor6*%? widthfffffff? heightBpH? DockedTo AWindow Visible Xcor? Ycor? width? height? DockedTo VWindow Visible Xcor? Ycor? width? height? DockedTo MWindow Visible Xcor? Ycor6*%? widthfffffff? heightBpH? DockedTo 1 NewNotes Student Text2 NewNotes Student Text 6 NewRichNotes Student Text '
Procedures $ Program \
Animations Number / 1-1 Source: Chicony USB 2.0 Camera * Bitmaps Number + WebPages Number NewTablesC10 [1/2v^2] D Diagram 1 Diagram 2 flow_2 v Table [1/2v^2] LineNumbers
ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel2 OldYLabelsnelheid (erg glad; 0.3) (m/s) OldShift OldColor OldWidth
OldConnect OldPoints Oldaxis oldXmin OldXmaxnʛ@ oldYmin O; @ OldYmax 9@ Oldkoefx ? Oldkoefy Rows6 Column1t,s,t,2,0,10,8,1,0,0,1,0,1,1,0,2,8,1J Column2[1/2v^2],m^2/s^2,[1/2v^2],2,0,12,3,1,0,0,2,0,1,1,0,0,3,2~ Table D LineNumbers
ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabelafstand (m) OldShift OldColor OldWidth
OldConnect OldPoints Oldaxis oldXmin OldXmaxK7@ oldYmin OldYmax @ Oldkoefx ? Oldkoefy Rows6 Column1t,s,t,2,0,10,8,1,0,0,1,0,1,1,0,2,8,17 Column2D,m,D,2,0,100,1,1,0,0,2,0,1,1,0,0,1,2 Table Diagram 1 LineNumbers
ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor OldWidth
OldConnect OldPoints Oldaxis oldXmin OldXmax @ oldYmin OldYmax @ Oldkoefx Oldkoefy Rows6 Column1t,s,t,2,0,10,8,1,0,0,1,0,0,0,0,2,8,18 Column2v,m/s,v,2,0,10,1,1,0,0,2,1,0,0,0,0,1,1b Column3versnelling,m/s^2,/DerivativeSmooth(v;0.00000001),2,0,10,4,1,0,0,3,0,0,0,0,0,2,2 Table Diagram 2 LineNumbers
ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor OldWidth
OldConnect OldPoints Oldaxis oldXmin OldXmax @ oldYmin OldYmax @ Oldkoefx Oldkoefy Rows8 Column1v,m/s,v,2,0,10,8,1,0,0,1,0,0,0,0,2,8,1P Column2versnelling,m/s^2,+versnelling,2,0,100,1,1,8,0,2,0,0,0,0,0,1,1 Table flow_2 LineNumbers
ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel6 OldYLabelversnelling (erg glad; 0.3) (m/s2) OldShift OldColor OldWidth
OldConnect OldPoints Oldaxis oldXmin OldXmaxnʛ@ oldYmin D
OldYmax Iu @ Oldkoefx ? Oldkoefy Rows6 Column1t,s,t,2,0,10,8,1,0,0,1,0,1,1,0,2,8,1> Column2flow_2,,flow_2,2,0,9,6,1,0,0,2,0,1,1,0,0,6,2 Table v LineNumbers
ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel2 OldYLabelsnelheid (erg glad; 0.3) (m/s) OldShift OldColor OldWidth
OldConnect OldPoints Oldaxis oldXmin OldXmaxK7@ oldYmin 8Pq @ OldYmax 0)؛@ Oldkoefx ? Oldkoefy Rows7 Column1t,s,t,2,0,100,8,1,0,0,1,0,1,1,0,2,8,19 Column2v,m/s,v,2,0,100,1,1,0,0,2,0,1,1,0,0,1,2 Screen Quadrant1EMPTY,# Quadrant2GRAPH,Diagram 2 Quadrant3GRAPH,D Quadrant4GRAPH,v# Quadrant5GRAPH,Diagram 1 Quadrant6EMPTY, Quadrant7EMPTY,
ActiveQuad IsMaximized ShowBox ShowPrg ProgXRel @ ProgYRel @ ProgWRel @ ProgHRel @
DebugListWd ShowMenu ShowButtons ShowEdit
QuadrantData2 1
0
1
8
4
@
@ @
@
@ @
@
@ @
@
@ [|@
8
1
0
@?
@
x
0
QuadrantData3{ 1
0
1
0
0
@
@ @
@
@ @
8
1
0
@?
@
x
0
QuadrantData4 1
0
1
0
4
@
@ @
@
@ @
@
@Gz@
@
@ Xɱ_@
8
1
0
@1ov@
@g @
x
0
QuadrantData5 1
0
1
0
1
0
0
@
@ @
@
@ @
8
1
4
0
@ ?
@
x
0
o NewScreen Quadrant1EMPTY, NewQuadrant1 NewOmschrijving1# Quadrant2GRAPH,Diagram 2 NewQuadrant2$ NewOmschrijving2Diagram 2 Quadrant3GRAPH,D NewQuadrant3 NewOmschrijving3D Quadrant4GRAPH,v NewQuadrant4 NewOmschrijving4v# Quadrant5GRAPH,Diagram 1 NewQuadrant5$ NewOmschrijving5Diagram 1 Quadrant6EMPTY, NewQuadrant6 NewOmschrijving6 Quadrant7EMPTY, NewQuadrant7 NewOmschrijving7: GrModMain Mode Changed MainModel
AlwaysMonitorfalse eM11 ? eM12 eM21 eM22 ? eDx eDy @ ModelXML*
0
10
0.001
RK4
differential
True
D>=100
1
16711680
20
20
MS Sans Serif
8
s
2
False
True
south
False
False
0
False
False
False
False
16711680
False
16711680
351
45
MS Sans Serif
8
m
afgelegde afstand
2
True
True
east
False
False
0
False
False
False
False
16711680
255
268
44
MS Sans Serif
8
2
True
False
south
False
False
v
False
False
False
False
255
200
44
D
335
44
0
255
351
171
MS Sans Serif
8
m^2/s^2
snelheid in het kwadraat
2
True
True
east
False
False
0
False
False
False
False
255
8388736
268
170
MS Sans Serif
8
2
True
False
south
False
False
Paer+Pan-Ph-Pw
False
False
False
False
8421376
200
170
[1/2v^2]
335
170
0
0
165
84
MS Sans Serif
8
J/kg/m
2
True
True
north
False
False
3.96
False
False
False
False
0
0
160
182
MS Sans Serif
8
W/kg
2
True
True
south
False
False
25
False
False
False
False
0
16711935
212
210
MS Sans Serif
8
W/kg
stuwkracht
2
True
True
south
False
False
R*(1-Exp(-lambda*t))
False
False
False
False
16711935
0
237
183
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
Paer
218
199
flow_2
261
173
225
186
247
178
0
187
190
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
R
169
183
Paer
203
201
178
184
196
194
16711680
204
110
MS Sans Serif
8
W/kg
warmtevermogen
2
True
True
south
False
False
alpha*v
False
False
False
False
16711680
0
190
87
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
alpha
175
84
Ph
199
99
187
84
194
88
0
242
133
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
Ph
217
113
flow_2
261
164
236
117
250
146
0
351
102
MS Sans Serif
8
1/m
coefficient i.v.m luchtweerstand
2
True
True
south
False
False
0.0029
False
False
False
False
0
16711680
288
108
MS Sans Serif
8
vermogen nodig om wrijving te overwinnen
2
True
True
south
False
False
K*v*(v-w)^2
False
False
False
False
16711680
0
326
93
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
K
347
95
Pw
300
104
340
82
314
99
0
269
140
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
Pw
279
117
flow_2
267
166
268
128
268
151
0
325
134
MS Sans Serif
8
m/s
windsnelheid
2
True
True
south
False
False
0.95
False
False
False
False
0
0
313
118
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
w
322
126
Pw
301
112
320
120
308
114
255
412
78
MS Sans Serif
8
m/s
snelheid
2
True
True
east
False
False
Sqrt(2*[1/2v^2])
False
False
False
False
255
0
390
129
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
[1/2v^2]
361
161
v
409
91
379
143
403
116
0
331
59
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
v
404
69
Flow_1
271
46
354
47
304
71
0
163
233
MS Sans Serif
8
1/s
2
True
True
south
False
False
0.03
False
False
False
False
0
0
184
218
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
lambda
170
227
Paer
200
214
175
220
192
214
0
343
78
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
v
400
80
Pw
297
99
368
74
315
75
0
307
68
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
v
402
72
Ph
215
103
347
53
265
71
16711935
318
212
MS Sans Serif
8
W/kg
anaeroob vermogen
2
True
True
south
False
False
Pmax*Exp(-lambda*t)
False
False
False
False
16711935
0
389
226
MS Sans Serif
8
W/kg
maximaal anaeroob vermogen
2
True
True
south
False
False
54.5
False
False
False
False
0
0
240
241
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
lambda
172
237
Pan
307
218
211
254
269
238
0
359
208
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
Pmax
383
220
Pan
331
209
371
208
348
205
0
293
184
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
Pan
312
202
flow_2
271
172
301
188
285
178
0
300
80
MS Sans Serif
8
2
True
False
south
False
False
False
False
False
False
16711680
v
400
75
flow_2
267
166
344
61
235
72
; Results Name Number ResultChannel10! ResultChannel2[1/2v^2] ResultChannel3alpha ResultChannel4D ResultChannel5dt ResultChannel6Flow_1 ResultChannel7flow_2 ResultChannel8K ResultChannel9lambda ResultChannel10Paer ResultChannel11Pan ResultChannel12Ph ResultChannel13Pmax ResultChannel14Pw ResultChannel15R ResultChannel16t ResultChannel17v ResultChannel18w%
BinaryResults % x&1? p=
ףp @ ;On? @ (
? (\? @ @ @ 3333333? x&1? ? p=
ףp @ !!-b? ;On? +<Ť? ~-@ (
? (\? ̝? g[7fS@ s}M7? @ dUձ? @ ;On? +<Ť? 3333333? MbX9? rK? p=
ףp @ j%g? ;On? abye? ʩMC@ (
? (\? BY#? lЦ@ G3? @ sk_? @ ;On? abye? 3333333? MbX9? ~ ݢ? p=
ףp @ .keL'? ;On? ^ivqb? "*
@ (
? (\? H s? =@ 1c @ @ <? @ S㥛? ^ivqb? 3333333? MbX9? `,4? p=
ףp @ 4? ;On? '#[? HE@ (
? (\? &Ӡ? ͥ\M@ P; D @ @ ?4? @ ;On? '#[? 3333333? "~j? M