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1120
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1122
24
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1142
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- DotNET VB Script
- '''
''' algorithm based on OnlineConversion.com http://www.onlineconversion.com/day_week_number.htm
Dim accumulateNY() As Integer = {0, 31, 59, 90,120,151,181,212,243,273,304,334}
Dim accumulateLY() As Integer = {0, 31, 60, 91,121,152,182,213,244,274,305,335}
month = month - 1
If year Mod 4 = 0 And year Mod 100 <> 0 Or year Mod 400 = 0 Then
doy = day + accumulateLY(month)
Else
doy = day + accumulateNY(month)
End If
''' </your code>
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- DotNET VB Script
- ''' equation based on algorithm published in National Renewable Energy Laboratory (NREL)
''' http://rredc.nrel.gov/solar/pubs/spectral/model/section2.html
Dim D As Double = 2 * Math.Pi * (doy - 1 ) / 365
dayAngle = 1.00011 + (0.034221 * Math.Cos(D)) + (0.00128 * Math.Sin(D)) + (0.000719 * Math.Cos(2 * D)) + (0.000077 * Math.Sin(2 * D))
''' </your code>
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- DotNET VB Script
- ' The Solar Position algorithm is based on National Oceanic and Atmospheric Administration's Solar Position Calculator http://www.srrb.noaa.gov/highlights/sunrise/azel.html
'Code is ported into vb.net and integrated into Grasshopper by Ted Ngai Jan 30, 2009 www.tedngai.net
Dim hourAngle, haRad, csz, zenith, azDenom As Double
Dim azRad, azimuth, exoatmElevation, refractionCorrection, te As Double
Dim solarZen, elevation, coszen As Double
'timenow is GMT time for calculation
Dim timenow As Double = hrs - tzone
longitude = longitude * -1
Dim JD As Double = calcJD(yr, mth, day)
Dim T As Double = calcTimeJulianCent(JD + timenow / 24.0)
Dim R As Double = calcSunRadVector(T)
Dim alpha As Double = calcSunRtAscension(T)
Dim theta As Double = calcSunDeclination(T)
Dim Etime As Double = calcEquationOfTime(T)
'Dim theta As Double = calcGeomMeanLongSun(T)
Dim eqTime As Double = Etime
Dim solarDec As Double = theta
Dim earthRadVec As Double = R
Dim solarTimeFix As Double = eqTime - 4.0 * longitude + 60.0 * -tzone
Dim trueSolarTime As Double = hrs * 60 + solarTimeFix
While trueSolarTime > 1440
trueSolarTime -= 1440
End While
hourAngle = trueSolarTime / 4.0 - 180.0
If hourAngle < -180 Then
hourAngle = hourAngle + 360
End If
haRad = degToRad(hourAngle)
csz = Math.sin(degToRad(latitude)) * Math.sin(degToRad(solarDec)) + Math.cos(degToRad(latitude)) * Math.cos(degToRad(solarDec)) * Math.cos(haRad)
If csz > 1.0 Then
csz = 1.0
ElseIf csz < -1.0 Then
csz = -1
End If
zenith = radToDeg(Math.acos(csz))
azDenom = (Math.cos(degToRad(latitude)) * Math.sin(degToRad(zenith)))
If Math.abs(azDenom) > 0.001 Then
azRad = ((Math.sin(degToRad(latitude)) * Math.cos(degToRad(zenith))) - Math.sin(degToRad(solarDec))) / azDenom
If Math.abs(azRad) > 1.0 Then
If azRad < 0 Then
azRad = -1.0
Else
azRad = 1.0
End If
End If
azimuth = 180.0 - radToDeg(Math.acos(azRad))
If hourAngle > 0.0 Then
azimuth = -azimuth
End If
Else
If latitude > 0.0 Then
azimuth = 180.0
Else
azimuth = 0.0
End If
End If
If azimuth < 0.0 Then
azimuth = azimuth + 360
End If
exoatmElevation = 90.0 - zenith
If exoatmElevation > 85.0 Then
refractionCorrection = 0.0
Else
te = Math.tan(degToRad(exoatmElevation))
If exoatmElevation > 5.0 Then
refractionCorrection = 58.1 / te - 0.07 / (te * te * te) + 0.000086 / (te * te * te * te * te)
ElseIf exoatmElevation > -0.575 Then
refractionCorrection = 1735.0 + exoatmElevation * (-518.2 + exoatmElevation * (103.4 + exoatmElevation * (-12.79 + exoatmElevation * 0.711)))
Else
refractionCorrection = -20.774 / te
End If
refractionCorrection = refractionCorrection / 3600.0
End If
solarZen = zenith - refractionCorrection
elevation = (Math.floor(100 * (90.0 - solarZen))) / 100
If solarZen < 108.0 Then
azimuth = (Math.floor(100 * azimuth)) / 100
If solarZen < 90.0 Then
coszen = (Math.floor(10000.0 * (Math.cos(degToRad(solarZen))))) / 10000.0
Else
coszen = 0.0
End If
End If
zenAng = coszen
azi = degToRad(azimuth)
hrAngle = hourAngle
solarElev = degToRad(elevation)
eqaTime = eqTime
solDec = solarDec
''' </your code>
-
'Basic Functions
'-----------------------------------------
'Convert radian angle to degrees
Function radTodeg(ByVal angleRad)
radTodeg = (180.0 * angleRad / Math.Pi)
End Function
Function degToRad(ByVal angleDeg)
degToRad = Math.Pi * angleDeg / 180.0
End Function
'Purpose: Julian day from calendar day
'Arguments:
'year : 4 digit year
'month : January = 1
'day : 1-31
'Return value: The Julian day corresponding to the date
'Note: Number is returned for start of day. Fractional days should be added later.
Function calcJD(ByVal yr, ByVal mth, ByVal day)
If mth <= 2 Then
yr = yr - 1
mth = mth + 12
End If
Dim A As Double = Math.Floor(yr / 100)
Dim B As Double = 2 - A + Math.floor(A / 4)
Dim JD As Double = Math.floor(365.25 * (yr + 4716)) + Math.floor(30.6001 * (mth + 1)) + day + B - 1524.5
calcJD = JD
End Function
'Purpose: convert Julian Day to centuries since J2000.0
'Arguments: jd - the Julian Day to convert
'Return value: the T value corresponding to the Julian Day
Function calcTimeJulianCent(ByVal jd)
Dim T As Double = (jd - 2451545.0) / 36525.0
calcTimeJulianCent = T
End Function
'Functions to calculate Rad Vector
'--------------------------------
'Purpose: calculate the Geometric Mean Longitude of the Sun
'Arguments: t - number of Julian centuries since J2000.0
'Return value: the Geometric Mean Longitude of the Sun in degrees
Function calcGeomMeanLongSun(ByVal t)
Dim LO As Double = 280.46646 + t * (36000.76983 + 0.0003032 * t)
While LO > 360.0
LO -= 360.0
End While
While LO < 0.0
LO += 360
End While
calcGeomMeanLongSun = LO
End Function
'Purpose: calculate the Geometric Mean Anomaly of the Sun
'Arguments: t - number of Julian centuries since J2000.0
'Return value: the Geometric Mean Anomaly of the Sun in degrees
Function calcGeomMeanAnomalySun(ByVal t)
Dim M As Double = 357.52911 + t * (35999.05029 - 0.0001537 * t)
calcGeomMeanAnomalySun = M
End Function
'Purpose: calculate the eccentricity of earth's orbit
'Arguments: t - number of Julian centuries since J2000.0
'Return value: the unitless eccentricity
Function calcEccentricityEarthOrbit(ByVal t)
Dim e As Double = 0.016708634 - t * (0.000042037 + 0.0000001267 * t)
calcEccentricityEarthOrbit = e
End Function
'Purpose: calculate the equation of center for the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: in degrees
Function calcSunEqOfCenter(ByVal t)
Dim m As Double = calcGeomMeanAnomalySun(t)
Dim mrad As Double = degToRad(m)
Dim sinm As Double = Math.Sin(mrad)
Dim sin2m As Double = Math.Sin(mrad + mrad)
Dim sin3m As Double = Math.Sin(mrad + mrad + mrad)
Dim C = sinm * (1.914602 - t * (0.004817 + 0.000014 + t)) + sin2m * (0.019993 - 0.000101 * t) + sin3m * 0.000289
calcSunEqOfCenter = C
End Function
'Purpose: calculate the true longitude of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's true longitude in degrees
Function calcSunTrueLong(ByVal t)
Dim lo As Double = calcGeomMeanLongSun(t)
Dim c As Double = calcSunEqOfCenter(t)
Dim O As Double = lo + c
calcSunTrueLong = O
End Function
'Purpose: calculate the true anamoly of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's true anamoly in degrees
Function calcSunTrueAnomaly(ByVal t)
Dim m As Double = calcGeomMeanAnomalySun(t)
Dim c As Double = calcSunEqOfCenter(t)
Dim v As Double = m + c
calcSunTrueAnomaly = v
End Function
'Purpose: calculate the distance to the sun in AU
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun radius vector in AUs
Function calcSunRadVector(ByVal t)
Dim v As Double = calcSunTrueAnomaly(t)
Dim e As Double = calcEccentricityEarthOrbit(t)
Dim R As Double = (1.000001018 * (1 - e * e)) / (1 + e * Math.cos(degToRad(v)))
calcSunRadVector = R
End Function
'Functions to calculate Ascension
'-----------------------------------------------
'Purpose: calculate the apparent longitude of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's apparent longitude in degrees
Function calcSunApparentLong(ByVal t)
Dim o As Double = calcSunTrueLong(t)
Dim omega As Double = 125.04 - 1934.136 * t
Dim lambda As Double = o - 0.00569 - 0.00478 * Math.sin(degToRad(omega))
calcSunApparentLong = lambda
End Function
'Purpose: calculate the mean obliquity of the ecliptic
'Arguments: t : number of Julian centuries since J2000.
'Return value: mean obliquity in degrees
Function calcMeanObliquityOfEcliptic(ByVal t)
Dim seconds As Double = 21.448 - t * (46.815 + t * (0.00059 - t * (0.001813)))
Dim eO As Double = 23.0 + (26.0 + (seconds / 60.0)) / 60.0
calcMeanObliquityOfEcliptic = eO
End Function
'Purpose: calculate the corrected obliquity of the ecliptic
'Arguments: t : number of Julian centuries since J2000.0
'Return value: corrected obliquity in degrees
Function calcObliquityCorrection(ByVal t)
Dim eO As Double = calcMeanObliquityOfEcliptic(t)
Dim omega As Double = 125.04 - 1934.136 * t
Dim e = eO + 0.00256 * Math.cos(degToRad(omega))
calcObliquityCorrection = e
End Function
'Purpose: calculate the right ascension of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's right ascension in degrees
Function calcSunRtAscension(ByVal t)
Dim e As Double = calcObliquityCorrection(t)
Dim lambda As Double = calcSunApparentLong(t)
Dim tananum As Double = (Math.cos(degToRad(e)) * Math.sin(degToRad(lambda)))
Dim tanadenom As Double = (Math.cos(degToRad(lambda)))
Dim alpha As Double = radToDeg(Math.atan2(tananum, tanadenom))
calcSunRtAscension = alpha
End Function
'-----------------------------------------
'Purpose: calculate the declination of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's declination in degrees
Function calcSunDeclination(ByVal t)
Dim e As Double = calcObliquityCorrection(t)
Dim lambda As Double = calcSunApparentLong(t)
Dim sint As Double = Math.sin(degToRad(e)) * Math.sin(degToRad(lambda))
Dim theta As Double = radToDeg(Math.asin(sint))
calcSunDeclination = theta
End Function
'------------------------------------
'Calculate the difference between true solar time and mean solar time
'Arguments: t : number of Julian centuries since J2000.0
'Return value: equation of time in minutes of time
Function calcEquationOfTime(ByVal t)
Dim epsilon As Double = calcObliquityCorrection(t)
Dim lo As Double = calcGeomMeanLongSun(t)
Dim e As Double = calcEccentricityEarthOrbit(t)
Dim m As Double = calcGeomMeanAnomalySun(t)
Dim y As Double = Math.tan(degToRad(epsilon) / 2.0)
y = y * y
Dim sin210 As Double = Math.sin(2.0 * degToRad(lo))
Dim sinm As Double = Math.sin(degToRad(m))
Dim cos210 As Double = Math.cos(2.0 * degToRad(lo))
Dim sin410 As Double = Math.sin(4.0 * degToRad(lo))
Dim sin2m As Double = Math.sin(2.0 * degToRad(m))
Dim Etime As Double = y * sin210 - 2.0 * e * sinm + 4.0 * e * y * sinm * cos210 - 0.5 * y * y * sin410 - 1.25 * e * e * sin2m
calcEquationOfTime = radToDeg(Etime) * 4.0
End Function
'----------------------------------------
'Return the hour angle for the given location, decl, and time of day
Function calcHourAngle(ByVal time, ByVal longitude, ByVal eqtime)
calcHourAngle = 15.0 * (time - (longitude / 15.0) - (eqtime / 60.0))
End Function
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- true
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- 0
-
2318
2542
17
20
-
2318
2542
17
20
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2326.5
2552
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- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Point XYZ
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- 620e77b5-1302-4768-9345-e30536598b97
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-
2366
2491
65
82
-
2385
2493
24
78
-
2397
2532
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- X
- 7743b55b-27f2-4485-ba4f-6510a954e9e3
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- 1
- d157a11e-5e12-4027-a9d7-575436a2e835
- 1
-
2368
2493
17
26
-
2368
2493
17
26
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2376.5
2506
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- Y
- c7d00ed5-1552-46b0-ace8-e5f349e48810
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- 1
- 3a874b76-2ec9-4880-964d-8fdfa8be1127
- 1
-
2368
2519
17
26
-
2368
2519
17
26
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2376.5
2532
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- Z
- 7a4ff10f-2340-48a4-b174-58496fc2567a
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2368
2545
17
26
-
2368
2545
17
26
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2376.5
2558
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- Pt
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-
2409
2493
20
78
-
2409
2493
20
78
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2419
2532
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- Number Slider
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-
706
2531
344
20
-
706
2531
61
20
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706.1907
2531.121
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- 8
- -24
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-
2409
2580
65
64
-
2428
2582
24
60
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2440
2612
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- 7762d9d5-5648-4f7c-867d-0a38de43bab2
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-
2411
2582
17
20
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2411
2582
17
20
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2419.5
2592
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-
2411
2602
17
20
-
2411
2602
17
20
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2419.5
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- Z
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-
2411
2622
17
20
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2411
2622
17
20
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2419.5
2632
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-
2452
2582
20
60
-
2452
2582
20
60
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2462
2612
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- Vector 2Pt
- Sun Vec
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- false
- true
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- longest_list
-
2501
2580
63
68
-
2521
2582
24
64
-
2533
2614
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- A
- 4164e45d-1018-4aac-aad3-2b24db7d4ab5
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-
2503
2582
18
21
-
2503
2582
18
21
-
2512
2592.667
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- B
- f24aeb96-1b3f-42d6-a143-83f875734662
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- 1
- c7aa57d2-533e-468e-967b-ba7d9c6a98a6
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-
2503
2603
18
22
-
2503
2603
18
22
-
2512
2614
- false
- U
- 7c7b3c98-991e-4cbd-ad53-5be04e3305f4
- true
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- 0
- 1
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-
2503
2625
18
21
-
2503
2625
18
21
-
2512
2635.333
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- V
- 3dc56a56-9934-4505-9360-9ab35ab4db80
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- 0
- 0
-
2545
2582
17
32
-
2545
2582
17
32
-
2553.5
2598
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- L
- 5fc7ac7b-929c-4410-a2f3-99ad0c6987c9
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- 0
- 0
-
2545
2614
17
32
-
2545
2614
17
32
-
2553.5
2630
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- 4c619bc9-39fd-4717-82a6-1e07ea237bbe
- Line SDL
- Sun Direction
- 70ac350a-2ecc-4f87-9acb-641c15b94aed
- false
- true
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- longest_list
-
2594
2514
62
104
-
2614
2516
24
100
-
2626
2566
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- S
- 0b13ea58-14c2-4d83-9284-3d7954607cb2
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- 0c13958f-0d80-449a-8299-59742ae59bbe
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-
2596
2516
18
33
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2596
2516
18
33
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2605
2532.667
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- D
- 7588463b-7983-4e21-a874-a40f0e6ad71f
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2596
2549
18
34
-
2596
2549
18
34
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2605
2566
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-
0
0
1
- L
- 40d2d2e0-74b3-47c5-b0db-11e3f625304c
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- 1
-
2596
2583
18
33
-
2596
2583
18
33
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2605
2599.333
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- ae9472ee-fc0a-4658-a5c0-edf85da087d4
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-
2638
2516
16
100
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2638
2516
16
100
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2646
2566
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- Curve | Plane
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- longest_list
-
2043
2396
68
64
-
2063
2398
24
60
-
2075
2428
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- C
- 36b18535-e6d0-4575-8cc3-45dca8aa3d38
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- ced108ab-ec75-4fc2-917d-b6edf327e325
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-
2045
2398
18
30
-
2045
2398
18
30
-
2054
2413
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- P
- ff7c86db-d8bf-4469-89f9-ba340a18dc3b
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- 0cc9fb32-24fe-4ac8-9a6c-88e66e56a2c1
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-
2045
2428
18
30
-
2045
2428
18
30
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2054
2443
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- 3007d66c-1473-49db-b56c-4c4d921e27d3
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-
2087
2398
22
20
-
2087
2398
22
20
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2098
2408
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- t
- 8a23fae3-0b78-4f64-9cee-02d1b0823bb2
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-
2087
2418
22
20
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2087
2418
22
20
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2098
2428
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- uv
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-
2087
2438
22
20
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2087
2438
22
20
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2098
2448
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- bc3e379e-7206-4e7b-b63a-ff61f4b38a3e
- Plane
- Pl
- f9c1a616-9b71-4d50-b00c-ad54ceaa8af1
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- true
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- longest_list
-
1935
2443
67
64
-
1956
2445
24
60
-
1968
2475
- false
- O
- 786c1ba3-da1b-4902-bad2-ff418cae226f
- true
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-
1937
2445
19
20
-
1937
2445
19
20
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1946.5
2455
- false
-
0
0
0
- X
- 0f3a26c7-183b-4369-bd53-58bf2fd3bc0d
- true
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- 1
-
1937
2465
19
20
-
1937
2465
19
20
-
1946.5
2475
- false
-
1
0
0
- Y
- ad5d2144-de76-4cbd-b3e1-56c42eedb290
- true
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- 1
-
1937
2485
19
20
-
1937
2485
19
20
-
1946.5
2495
- false
-
0
1
0
- Pl
- 0cc9fb32-24fe-4ac8-9a6c-88e66e56a2c1
- true
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- 0
-
1980
2445
20
60
-
1980
2445
20
60
-
1990
2475
- false
- 807b86e3-be8d-4970-92b5-f8cdcb45b06b
- Circle
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- false
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- longest_list
-
1922
2665
64
98
-
1942
2667
24
94
-
1954
2714
- false
- P
- 273537c3-ad16-4be4-a616-4feae5f43499
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- 1
-
1924
2667
18
47
-
1924
2667
18
47
-
1933
2690.5
- false
-
0
0
0
0
1
0
1
0
0
- R*10
- R
- 3643462b-4010-44f2-9f6d-f2f2c14f059d
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- 1
- e5172022-0cd1-40a8-b1eb-03243b507ba8
- 1
-
1924
2714
18
47
-
1924
2714
18
47
-
1933
2737.5
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- 1
- C
- f7649783-4271-418b-a3ab-c46ab15dc023
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- 0
-
1966
2667
18
94
-
1966
2667
18
94
-
1975
2714
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- Divide Curve
- Div
- 09251152-7a9a-45e0-8dc2-37353077ccbd
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- longest_list
-
2137
2700
63
64
-
2157
2702
24
60
-
2169
2732
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- C
- b72bf83d-ff67-49c8-bdaa-b91957b71955
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- ef2ea2eb-3647-420e-a4cf-90f189a658b9
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-
2139
2702
18
20
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2139
2702
18
20
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2148
2712
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- N
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-
2139
2722
18
20
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2139
2722
18
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2148
2732
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- 36
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-
2139
2742
18
20
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2139
2742
18
20
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2148
2752
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- P
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-
2181
2702
17
20
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2181
2702
17
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2189.5
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2181
2722
17
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2181
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17
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2189.5
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2181
2742
17
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2181
2742
17
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- Text Tag
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-
2510
2664
45
90
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2529
2666
24
86
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2541
2709
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- L
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-
2512
2666
17
43
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2512
2666
17
43
-
2520.5
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2512
2709
17
43
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2512
2709
17
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2520.5
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- Unit Z
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-
2139
2668
62
28
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2158
2670
24
24
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2170
2682
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2141
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17
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2141
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17
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2149.5
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2182
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17
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2182
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17
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2320
2650
63
64
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2340
2652
24
60
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2352
2682
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2322
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18
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18
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2331
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2322
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18
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2322
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18
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2331
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2322
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18
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2322
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18
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2331
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2364
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17
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2364
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17
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2372.5
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2364
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17
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2364
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17
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2411
2682
66
50
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2432
2684
24
46
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2444
2707
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2413
2684
19
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2413
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19
23
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2422.5
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19
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19
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2456
2684
19
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2456
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19
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707
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346
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39
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344
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69
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- F1
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1599
2497
59
44
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1618
2499
24
40
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1630
2519
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- x*pi/180
-
1601
2499
17
20
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1601
2499
17
20
-
1609.5
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-
1601
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17
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1601
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17
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1609.5
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-
1642
2499
14
40
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1642
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14
40
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1649
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1936
2515
63
44
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1955
2517
24
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1967
2537
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- ' The Solar Position algorithm is based on National Oceanic and Atmospheric Administration's Solar Position Calculator http://www.srrb.noaa.gov/highlights/sunrise/azel.html
'Code is ported into vb.net and integrated into Grasshopper by Ted Ngai Jan 30, 2009 www.tedngai.net
Dim hourAngle, haRad, csz, zenith, azDenom As Double
Dim azRad, azimuth, exoatmElevation, refractionCorrection, te As Double
Dim solarZen, elevation, coszen As Double
'timenow is GMT time for calculation
Dim timenow As Double = hrs - tzone
longitude = longitude * -1
Dim JD As Double = calcJD(yr, mth, day)
Dim T As Double = calcTimeJulianCent(JD + timenow / 24.0)
Dim R As Double = calcSunRadVector(T)
Dim alpha As Double = calcSunRtAscension(T)
Dim theta As Double = calcSunDeclination(T)
Dim Etime As Double = calcEquationOfTime(T)
'Dim theta As Double = calcGeomMeanLongSun(T)
Dim eqTime As Double = Etime
Dim solarDec As Double = theta
Dim earthRadVec As Double = R
Dim solarTimeFix As Double = eqTime - 4.0 * longitude + 60.0 * -tzone
Dim trueSolarTime As Double = hrs * 60 + solarTimeFix
While trueSolarTime > 1440
trueSolarTime -= 1440
End While
hourAngle = trueSolarTime / 4.0 - 180.0
If hourAngle < -180 Then
hourAngle = hourAngle + 360
End If
haRad = degToRad(hourAngle)
csz = Math.sin(degToRad(latitude)) * Math.sin(degToRad(solarDec)) + Math.cos(degToRad(latitude)) * Math.cos(degToRad(solarDec)) * Math.cos(haRad)
If csz > 1.0 Then
csz = 1.0
ElseIf csz < -1.0 Then
csz = -1
End If
zenith = radToDeg(Math.acos(csz))
azDenom = (Math.cos(degToRad(latitude)) * Math.sin(degToRad(zenith)))
If Math.abs(azDenom) > 0.001 Then
azRad = ((Math.sin(degToRad(latitude)) * Math.cos(degToRad(zenith))) - Math.sin(degToRad(solarDec))) / azDenom
If Math.abs(azRad) > 1.0 Then
If azRad < 0 Then
azRad = -1.0
Else
azRad = 1.0
End If
End If
azimuth = 180.0 - radToDeg(Math.acos(azRad))
If hourAngle > 0.0 Then
azimuth = -azimuth
End If
Else
If latitude > 0.0 Then
azimuth = 180.0
Else
azimuth = 0.0
End If
End If
If azimuth < 0.0 Then
azimuth = azimuth + 360
End If
exoatmElevation = 90.0 - zenith
If exoatmElevation > 85.0 Then
refractionCorrection = 0.0
Else
te = Math.tan(degToRad(exoatmElevation))
If exoatmElevation > 5.0 Then
refractionCorrection = 58.1 / te - 0.07 / (te * te * te) + 0.000086 / (te * te * te * te * te)
ElseIf exoatmElevation > -0.575 Then
refractionCorrection = 1735.0 + exoatmElevation * (-518.2 + exoatmElevation * (103.4 + exoatmElevation * (-12.79 + exoatmElevation * 0.711)))
Else
refractionCorrection = -20.774 / te
End If
refractionCorrection = refractionCorrection / 3600.0
End If
solarZen = zenith - refractionCorrection
elevation = (Math.floor(100 * (90.0 - solarZen))) / 100
If solarZen < 108.0 Then
azimuth = (Math.floor(100 * azimuth)) / 100
If solarZen < 90.0 Then
coszen = (Math.floor(10000.0 * (Math.cos(degToRad(solarZen))))) / 10000.0
Else
coszen = 0.0
End If
End If
zenAng = coszen
azi = degToRad(azimuth)
hrAngle = hourAngle
solarElev = degToRad(elevation)
eqaTime = eqTime
solDec = solarDec
''' </your code>
-
'Basic Functions
'-----------------------------------------
'Convert radian angle to degrees
Function radTodeg(ByVal angleRad)
radTodeg = (180.0 * angleRad / Math.Pi)
End Function
Function degToRad(ByVal angleDeg)
degToRad = Math.Pi * angleDeg / 180.0
End Function
'Purpose: Julian day from calendar day
'Arguments:
'year : 4 digit year
'month : January = 1
'day : 1-31
'Return value: The Julian day corresponding to the date
'Note: Number is returned for start of day. Fractional days should be added later.
Function calcJD(ByVal yr, ByVal mth, ByVal day)
If mth <= 2 Then
yr = yr - 1
mth = mth + 12
End If
Dim A As Double = Math.Floor(yr / 100)
Dim B As Double = 2 - A + Math.floor(A / 4)
Dim JD As Double = Math.floor(365.25 * (yr + 4716)) + Math.floor(30.6001 * (mth + 1)) + day + B - 1524.5
calcJD = JD
End Function
'Purpose: convert Julian Day to centuries since J2000.0
'Arguments: jd - the Julian Day to convert
'Return value: the T value corresponding to the Julian Day
Function calcTimeJulianCent(ByVal jd)
Dim T As Double = (jd - 2451545.0) / 36525.0
calcTimeJulianCent = T
End Function
'Functions to calculate Rad Vector
'--------------------------------
'Purpose: calculate the Geometric Mean Longitude of the Sun
'Arguments: t - number of Julian centuries since J2000.0
'Return value: the Geometric Mean Longitude of the Sun in degrees
Function calcGeomMeanLongSun(ByVal t)
Dim LO As Double = 280.46646 + t * (36000.76983 + 0.0003032 * t)
While LO > 360.0
LO -= 360.0
End While
While LO < 0.0
LO += 360
End While
calcGeomMeanLongSun = LO
End Function
'Purpose: calculate the Geometric Mean Anomaly of the Sun
'Arguments: t - number of Julian centuries since J2000.0
'Return value: the Geometric Mean Anomaly of the Sun in degrees
Function calcGeomMeanAnomalySun(ByVal t)
Dim M As Double = 357.52911 + t * (35999.05029 - 0.0001537 * t)
calcGeomMeanAnomalySun = M
End Function
'Purpose: calculate the eccentricity of earth's orbit
'Arguments: t - number of Julian centuries since J2000.0
'Return value: the unitless eccentricity
Function calcEccentricityEarthOrbit(ByVal t)
Dim e As Double = 0.016708634 - t * (0.000042037 + 0.0000001267 * t)
calcEccentricityEarthOrbit = e
End Function
'Purpose: calculate the equation of center for the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: in degrees
Function calcSunEqOfCenter(ByVal t)
Dim m As Double = calcGeomMeanAnomalySun(t)
Dim mrad As Double = degToRad(m)
Dim sinm As Double = Math.Sin(mrad)
Dim sin2m As Double = Math.Sin(mrad + mrad)
Dim sin3m As Double = Math.Sin(mrad + mrad + mrad)
Dim C = sinm * (1.914602 - t * (0.004817 + 0.000014 + t)) + sin2m * (0.019993 - 0.000101 * t) + sin3m * 0.000289
calcSunEqOfCenter = C
End Function
'Purpose: calculate the true longitude of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's true longitude in degrees
Function calcSunTrueLong(ByVal t)
Dim lo As Double = calcGeomMeanLongSun(t)
Dim c As Double = calcSunEqOfCenter(t)
Dim O As Double = lo + c
calcSunTrueLong = O
End Function
'Purpose: calculate the true anamoly of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's true anamoly in degrees
Function calcSunTrueAnomaly(ByVal t)
Dim m As Double = calcGeomMeanAnomalySun(t)
Dim c As Double = calcSunEqOfCenter(t)
Dim v As Double = m + c
calcSunTrueAnomaly = v
End Function
'Purpose: calculate the distance to the sun in AU
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun radius vector in AUs
Function calcSunRadVector(ByVal t)
Dim v As Double = calcSunTrueAnomaly(t)
Dim e As Double = calcEccentricityEarthOrbit(t)
Dim R As Double = (1.000001018 * (1 - e * e)) / (1 + e * Math.cos(degToRad(v)))
calcSunRadVector = R
End Function
'Functions to calculate Ascension
'-----------------------------------------------
'Purpose: calculate the apparent longitude of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's apparent longitude in degrees
Function calcSunApparentLong(ByVal t)
Dim o As Double = calcSunTrueLong(t)
Dim omega As Double = 125.04 - 1934.136 * t
Dim lambda As Double = o - 0.00569 - 0.00478 * Math.sin(degToRad(omega))
calcSunApparentLong = lambda
End Function
'Purpose: calculate the mean obliquity of the ecliptic
'Arguments: t : number of Julian centuries since J2000.
'Return value: mean obliquity in degrees
Function calcMeanObliquityOfEcliptic(ByVal t)
Dim seconds As Double = 21.448 - t * (46.815 + t * (0.00059 - t * (0.001813)))
Dim eO As Double = 23.0 + (26.0 + (seconds / 60.0)) / 60.0
calcMeanObliquityOfEcliptic = eO
End Function
'Purpose: calculate the corrected obliquity of the ecliptic
'Arguments: t : number of Julian centuries since J2000.0
'Return value: corrected obliquity in degrees
Function calcObliquityCorrection(ByVal t)
Dim eO As Double = calcMeanObliquityOfEcliptic(t)
Dim omega As Double = 125.04 - 1934.136 * t
Dim e = eO + 0.00256 * Math.cos(degToRad(omega))
calcObliquityCorrection = e
End Function
'Purpose: calculate the right ascension of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's right ascension in degrees
Function calcSunRtAscension(ByVal t)
Dim e As Double = calcObliquityCorrection(t)
Dim lambda As Double = calcSunApparentLong(t)
Dim tananum As Double = (Math.cos(degToRad(e)) * Math.sin(degToRad(lambda)))
Dim tanadenom As Double = (Math.cos(degToRad(lambda)))
Dim alpha As Double = radToDeg(Math.atan2(tananum, tanadenom))
calcSunRtAscension = alpha
End Function
'-----------------------------------------
'Purpose: calculate the declination of the sun
'Arguments: t : number of Julian centuries since J2000.0
'Return value: sun's declination in degrees
Function calcSunDeclination(ByVal t)
Dim e As Double = calcObliquityCorrection(t)
Dim lambda As Double = calcSunApparentLong(t)
Dim sint As Double = Math.sin(degToRad(e)) * Math.sin(degToRad(lambda))
Dim theta As Double = radToDeg(Math.asin(sint))
calcSunDeclination = theta
End Function
'------------------------------------
'Calculate the difference between true solar time and mean solar time
'Arguments: t : number of Julian centuries since J2000.0
'Return value: equation of time in minutes of time
Function calcEquationOfTime(ByVal t)
Dim epsilon As Double = calcObliquityCorrection(t)
Dim lo As Double = calcGeomMeanLongSun(t)
Dim e As Double = calcEccentricityEarthOrbit(t)
Dim m As Double = calcGeomMeanAnomalySun(t)
Dim y As Double = Math.tan(degToRad(epsilon) / 2.0)
y = y * y
Dim sin210 As Double = Math.sin(2.0 * degToRad(lo))
Dim sinm As Double = Math.sin(degToRad(m))
Dim cos210 As Double = Math.cos(2.0 * degToRad(lo))
Dim sin410 As Double = Math.sin(4.0 * degToRad(lo))
Dim sin2m As Double = Math.sin(2.0 * degToRad(m))
Dim Etime As Double = y * sin210 - 2.0 * e * sinm + 4.0 * e * y * sinm * cos210 - 0.5 * y * y * sin410 - 1.25 * e * e * sin2m
calcEquationOfTime = radToDeg(Etime) * 4.0
End Function
'----------------------------------------
'Return the hour angle for the given location, decl, and time of day
Function calcHourAngle(ByVal time, ByVal longitude, ByVal eqtime)
calcHourAngle = 15.0 * (time - (longitude / 15.0) - (eqtime / 60.0))
End Function
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18
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- DotNET VB Script
- ''' <your code>
Dim I As Integer
Dim newArr(arr.count) As Double
For I = 0 To arr.count - 1
newArr(I) = arr(I)
Next
min = ArrayMin(newArr)
max = ArrayMax(newArr)
''' </your code>
- Function ArrayMin(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MinIndex As Integer = First
ArrayMin = arr(MinIndex)
For Index = First + 1 To Last - 1
If ArrayMin > arr(Index) Then
MinIndex = Index
ArrayMin = arr(MinIndex)
End If
Next
End Function
Function ArrayMax(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MaxIndex As Integer = First
ArrayMax = arr(MaxIndex)
For Index = First + 1 To Last - 1
If ArrayMax < arr(Index) Then
MaxIndex = Index
ArrayMax = arr(MaxIndex)
End If
Next
End Function
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24
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19
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- DotNET VB Script
- ''' <your code>
Dim i As Integer
Dim newPtArray As New List(Of On3dPoint)
Dim tempPtArray As On3dPoint
'newPtArray.Add(riseSet(0))
For i = 0 To pts.Count - 1
tempPtArray = pts(i)
If tempPtArray.IsValid Then
If tempPtArray.z > 0 Then
newPtArray.Add(tempPtArray)
End If
End If
Next
'newPtArray.Add(riseSet(1))
A = newPtArray
''' </your code>
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97
44
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2202
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24
40
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2505
44
20
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44
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2515
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- true
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44
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25
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25
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- DotNET VB Script
- ''' <your code>
Dim incidentVal(normVec.count-1) As Double
Dim I As Integer
Dim K As Integer
Dim chkVal As Double
For I = 0 To normVec.count - 1
For K = 0 To sunVec.count - 1
chkVal = Math.Cos(Math.Acos(OnUtil.ON_DotProduct(normVec(I), sunVec(K))))
If chkVal < 0 Then
chkVal = 0
End If
incidentVal(I) = incidentVal(I) + (dirSolar * chkVal)
Next
Next
A = incidentVal
''' </your code>
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107
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24
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2501
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54
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54
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54
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54
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54
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54
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25
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25
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25
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25
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- This is where solar irradiation is calculated. For more information on this calculation, visit http://solardat.uoregon.edu/SolarRadiationBasics.html#Ref1
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- The Solar Position algorithm is based on National Oceanic and Atmospheric Administration's Solar Position Calculator http://www.srrb.noaa.gov/highlights/sunrise/azel.html
Code is ported into vb.net and integrated into Grasshopper by Ted Ngai Jan 30, 2009 www.tedngai.net
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- This is actually the only thing that matters, give you the vector of the sun. Current the vector points from space towards earth, useful for certain applications. However, if you're calculating incident solar angles, you'll need to reverse the vector.
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- Note:
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- Calculation of solar irradiance is in general based on algorithm by University of Oregon Solar Radiation Monitoring Laboratory http://solardat.uoregon.edu/SolarPositionCalculator.html
A more detailed calculation estimation irradiance on surface at ground level can be found at Solar Energy Research Institute's website http://rredc.nrel.gov/solar/pubs/spectral/model/spectral_model_index.html
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- This solar irradiance is only for visual feedback, the number is not accurate as the current algorithm does not account for radiation reduction through various kinds of scattering (vapor, particle, ozone...etc). DO NOT use for calculating solar cell power output.
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- Input geometry. If you have a simple nurbs model, use the Geo node. If you have multiple objects, it's better to convert them into meshes first, then use join them together as one object, then use the mesh node to bring them in.
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- fb6aba99-fead-4e42-b5d8-c6de5ff90ea6
- DotNET VB Script
- 'Script written by Ted Ngai Apr24,2009
'Script version 0.1 beta copyrighted by Ted Ngai - www.tedngai.net
Dim I As Integer
Dim newArr(arr.count) As Double
For I = 0 To arr.count - 1
newArr(I) = arr(I)
Next
min = ArrayMin(newArr)
max = ArrayMax(newArr)
''' </your code>
- Function ArrayMin(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MinIndex As Integer = First
ArrayMin = arr(MinIndex)
For Index = First + 1 To Last - 1
If ArrayMin > arr(Index) Then
MinIndex = Index
ArrayMin = arr(MinIndex)
End If
Next
End Function
Function ArrayMax(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MaxIndex As Integer = First
ArrayMax = arr(MaxIndex)
For Index = First + 1 To Last - 1
If ArrayMax < arr(Index) Then
MaxIndex = Index
ArrayMax = arr(MaxIndex)
End If
Next
End Function
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- DotNET VB Script
- 'Script written by Ted Ngai Apr24,2009
'Script version 0.1 beta copyrighted by Ted Ngai - www.tedngai.net
Dim dom As Double = maxVal - minVal
Dim I As Integer
Dim K As Double
Dim A(value.count-1) As Integer
Dim B(value.count-1) As Integer
Dim C(value.count-1) As Integer
Dim D(value.count-1) As Integer
Dim E(value.count-1) As Integer
Dim F(value.count-1) As Integer
Dim G(value.count-1) As Integer
Dim H(value.count-1) As Integer
For I = 0 To value.count - 1
K = (value(I) - minVal) / dom
If K <= 0.125 Then
A(I) = 1
B(I) = 0
C(I) = 0
D(I) = 0
E(I) = 0
F(I) = 0
G(I) = 0
H(I) = 0
End If
If K <= 0.25 And K > 0.125 Then
A(I) = 0
B(I) = 1
C(I) = 0
D(I) = 0
E(I) = 0
F(I) = 0
G(I) = 0
H(I) = 0
End If
If K <= 0.375 And K > 0.25 Then
A(I) = 0
B(I) = 0
C(I) = 1
D(I) = 0
E(I) = 0
F(I) = 0
G(I) = 0
H(I) = 0
End If
If K <= 0.5 And K > 0.375 Then
A(I) = 0
B(I) = 0
C(I) = 0
D(I) = 1
E(I) = 0
F(I) = 0
G(I) = 0
H(I) = 0
End If
If K <= 0.625 And K > 0.5 Then
A(I) = 0
B(I) = 0
C(I) = 0
D(I) = 0
E(I) = 1
F(I) = 0
G(I) = 0
H(I) = 0
End If
If K <= 0.75 And K > 0.625 Then
A(I) = 0
B(I) = 0
C(I) = 0
D(I) = 0
E(I) = 0
F(I) = 1
G(I) = 0
H(I) = 0
End If
If K <= 0.875 And K > 0.75 Then
A(I) = 0
B(I) = 0
C(I) = 0
D(I) = 0
E(I) = 0
F(I) = 0
G(I) = 1
H(I) = 0
End If
If K <= 1.1 And K > 0.875 Then
A(I) = 0
B(I) = 0
C(I) = 0
D(I) = 0
E(I) = 0
F(I) = 0
G(I) = 0
H(I) = 1
End If
Next
pattA = A
pattB = B
pattC = C
pattD = D
pattE = E
pattF = F
pattG = G
pattH = H
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60
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60
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60
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-
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37
20
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7112
2576
37
20
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7130.5
2586
- false
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- e691d9bb-f0ce-4111-936d-ea349d6b5004
- true
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-
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37
20
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7112
2596
37
20
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2606
- false
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- 462cb0d7-69aa-46cd-9cf1-cd9d26617aaa
- true
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- true
- 0
-
7112
2616
37
20
-
7112
2616
37
20
-
7130.5
2626
- false
- pattC
- a8224bf3-1ec1-4470-a38a-9e5b7be0cb34
- true
- true
- true
- 0
-
7112
2636
37
20
-
7112
2636
37
20
-
7130.5
2646
- false
- pattD
- fc9fd9d0-3218-4ef6-a68f-ee37550cd59d
- true
- true
- true
- 0
-
7112
2656
37
20
-
7112
2656
37
20
-
7130.5
2666
- false
- pattE
- 63503f0a-9cb4-49f2-bc01-53d3b1ad919f
- true
- true
- true
- 0
-
7112
2676
37
20
-
7112
2676
37
20
-
7130.5
2686
- false
- pattF
- bbe27858-c1bf-4ea2-a7ec-ccb157f8b13e
- true
- true
- true
- 0
-
7112
2696
37
20
-
7112
2696
37
20
-
7130.5
2706
- false
- pattG
- cdc2d688-b881-48a4-8022-11b712db4bf7
- true
- true
- true
- 0
-
7112
2716
37
20
-
7112
2716
37
20
-
7130.5
2726
- false
- pattH
- 53d77089-30be-4566-a19e-a7f7e60c4383
- true
- true
- true
- 0
-
7112
2736
37
20
-
7112
2736
37
20
-
7130.5
2746
- false
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Module E
- 6294bdef-9137-4b67-8b58-8c90d65ad557
- false
- true
- true
- 0
- 1
-
7449
2960
62
20
-
7449
2960
62
20
-
7480.159
2969.901
- false
- Grasshopper.Kernel.Types.GH_Mesh, Grasshopper, Version=1.0.0.19, Culture=neutral, PublicKeyToken=null
- e02e2bf4-71d3-480b-8959-e4f755387101
- 056cc45e-3e2b-4f61-953a-ca9173cadc0e
- d8940ff0-dd4a-4e74-9361-54df537b50db
- Box Morph
- Morph
- 15489ea8-2426-4467-80ea-212e2203c742
- true
- true
- true
- cross_reference
-
7851
3012
66
64
-
7872
3014
24
60
-
7884
3044
- false
- G
- 86288331-fb5e-41df-bf3b-2b8a24e480d3
- true
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- true
- 1
- 6294bdef-9137-4b67-8b58-8c90d65ad557
- 0
-
7853
3014
19
20
-
7853
3014
19
20
-
7862.5
3024
- false
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- 1519a657-ce46-4279-9448-dad491854c03
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- 0
-
7853
3034
19
20
-
7853
3034
19
20
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7862.5
3044
- false
- T
- d738931f-4647-43e8-90d3-112ea46ddac9
- true
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-
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3054
19
20
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7853
3054
19
20
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7862.5
3064
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- 436f9a98-f590-4c95-a7d9-a9b0e6a63089
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-
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3014
19
60
-
7896
3014
19
60
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7905.5
3044
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- 6aa8da2e-6f25-4585-8b37-aa44609beb46
- Bounding Box
- BBox
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- longest_list
-
7631
3006
63
50
-
7651
3008
24
46
-
7663
3031
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- C
- 4592c5f9-8383-4df5-985f-ebde50e33b09
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- 1
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-
7633
3008
18
23
-
7633
3008
18
23
-
7642
3019.5
- false
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- a6df3070-c4a5-4bb5-8a78-afd98ab80d49
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-
7633
3031
18
23
-
7633
3031
18
23
-
7642
3042.5
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- B
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3008
17
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7675
3008
17
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3031
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- 008e9a6f-478a-4813-8c8a-546273bc3a6b
- Cull Pattern
- Cull
- 8aef77cf-1c7f-4a6f-910c-221e27ae0060
- true
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-
7738
3059
61
44
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3061
24
40
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7769
3081
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- Geometry
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62
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- a7cf75a8-3414-439a-a88c-8c9028f3c53e
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66
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- The mesh population is done using component population techniques outlined by nGai. See his original application here:
http://www.tedngai.net/experiments/component-population-on-mesh.html
This module is setup to receive 8 geometrical components to populate the respective range partion derived from the solar values mapped to the mesh in the previous group.
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3511
3489
20
20
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3511
3489
20
20
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3521
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3555
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17
60
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3555
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17
60
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-
3509
3511
65
64
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3531
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24
60
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3543
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3511
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20
20
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3511
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20
20
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3521
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3511
3533
20
20
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3511
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20
20
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3511
3553
20
20
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3511
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20
20
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3521
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3555
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17
60
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3555
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17
60
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2425
3988
225
20
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2425
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70
20
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- 10
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2476
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60
20
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2476
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60
20
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2505.711
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2591
3618
63
64
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2611
3620
24
60
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2623
3650
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2593
3620
18
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2593
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18
20
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2602
3630
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2593
3640
18
20
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2593
3640
18
20
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2602
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2593
3660
18
20
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2593
3660
18
20
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2602
3670
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2635
3620
17
60
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2635
3620
17
60
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- Isotrim
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-
2693
3594
63
58
-
2713
3596
24
54
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2725
3623
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2695
3596
18
27
-
2695
3596
18
27
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2704
3609.5
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2695
3623
18
27
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2695
3623
18
27
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2704
3636.5
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2737
3596
17
54
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2737
3596
17
54
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2745.5
3623
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2424
4010
225
20
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2424
4010
92
20
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2424.074
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-
3046
3717
62
64
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3066
3719
24
60
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3078
3749
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18
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18
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3057
3729
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3048
3739
18
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3048
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18
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3057
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0
0
1
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3048
3759
18
20
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3048
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18
20
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3057
3769
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3090
3719
16
60
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3090
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16
60
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-
2678
3800
142
20
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2678
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42
20
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2678.174
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-
3143
3727
63
44
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3163
3729
24
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3145
3729
18
40
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3145
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18
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3187
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17
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17
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17
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3187
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2890
3820
62
64
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2909
3822
24
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2921
3852
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17
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17
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2933
3822
17
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2933
3822
17
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2941.5
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2933
3842
17
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2933
3842
17
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2941.5
3852
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17
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2933
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17
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2989
3819
62
64
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3008
3821
24
60
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2991
3821
17
20
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2991
3821
17
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2999.5
3831
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2991
3841
17
20
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2991
3841
17
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2999.5
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2991
3861
17
20
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2991
3861
17
20
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2999.5
3871
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3032
3821
17
30
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3032
3821
17
30
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3040.5
3836
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3032
3851
17
30
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3032
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17
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3630
3382
61
44
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3649
3384
24
40
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3661
3404
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3632
3384
17
20
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3632
3384
17
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3640.5
3394
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3632
3404
17
20
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3632
3404
17
20
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3640.5
3414
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3673
3384
16
40
-
3673
3384
16
40
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3681
3404
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-
3630
3426
61
44
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3649
3428
24
40
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3661
3448
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3632
3428
17
20
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3632
3428
17
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3640.5
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3632
3448
17
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3632
3448
17
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3640.5
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3673
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16
40
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3673
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16
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3448
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- Line
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-
3631
3469
61
44
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3650
3471
24
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3662
3491
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3633
3471
17
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17
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3641.5
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3633
3491
17
20
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3633
3491
17
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3641.5
3501
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3674
3471
16
40
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3674
3471
16
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3682
3491
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- Divide Curve
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-
3822
3311
63
64
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3842
3313
24
60
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3854
3343
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3824
3313
18
20
-
3824
3313
18
20
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3833
3323
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- a52287c1-dc06-42c2-94c1-ee2e40abd850
- 1
-
3824
3333
18
20
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3824
3333
18
20
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3833
3343
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-
3824
3353
18
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3824
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18
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3833
3363
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3866
3313
17
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3866
3313
17
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-
3866
3333
17
20
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3866
3333
17
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3874.5
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3866
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17
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3866
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17
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3821
3375
63
64
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3841
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24
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3853
3407
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3823
3377
18
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3823
3377
18
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3832
3387
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3823
3397
18
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3823
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18
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3407
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3823
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18
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18
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3427
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3865
3377
17
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3865
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17
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3865
3397
17
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3865
3397
17
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3873.5
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17
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3865
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17
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3821
3441
63
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3841
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24
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3853
3473
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3928
61
56
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24
52
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17
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17
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17
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17
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61
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24
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17
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17
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17
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16
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4113
63
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19
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19
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19
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19
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16
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16
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3832
4159
63
44
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24
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19
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19
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3834
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19
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19
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16
40
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16
40
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4288
3901
64
84
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24
80
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18
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18
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3923
18
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18
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18
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18
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18
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18
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18
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18
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64
84
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24
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18
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18
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4008
18
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18
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18
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18
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4048
18
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18
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18
80
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18
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4288
3852
63
48
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24
44
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18
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18
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18
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18
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17
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17
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63
44
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24
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19
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19
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19
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19
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16
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4063
63
44
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24
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19
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19
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16
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16
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4072
63
46
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24
42
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18
21
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18
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18
21
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18
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17
42
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17
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66
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3930
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24
48
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18
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18
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18
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18
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20
48
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20
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66
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24
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18
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18
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18
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18
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20
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64
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24
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18
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18
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18
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18
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18
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64
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24
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18
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18
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- 7a8fb7de-6f5d-4e9f-8c70-d3a98dc47b12
- true
- true
- true
- 1
- 721a68aa-da85-43a4-a346-10e7bc31cdea
-
4162
3271
60
20
-
4162
3271
60
20
-
4192.5
3280.894
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- Receiver
- 170eace6-b58e-4e11-908e-2be12c34e92b
- true
- true
- true
- 1
- 721a68aa-da85-43a4-a346-10e7bc31cdea
-
3903
3609
60
20
-
3903
3609
60
20
-
3932.984
3619.41
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- Receiver
- c86a6b78-629d-416d-84ac-152693d1956b
- true
- true
- true
- 1
- 721a68aa-da85-43a4-a346-10e7bc31cdea
-
4179
3896
60
20
-
4179
3896
60
20
-
4208.718
3905.972
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- Receiver
- 62976292-cb88-4be4-bdfe-465d0d81d53c
- true
- true
- true
- 1
- 721a68aa-da85-43a4-a346-10e7bc31cdea
-
3913
4200
60
20
-
3913
4200
60
20
-
3943.468
4209.722
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- 1d93edcb-6128-4133-8280-6e1017283974
- true
- true
- true
- longest_list
-
4550
3820
63
44
-
4571
3822
24
40
-
4583
3842
- false
- S
- ec5b79ec-0a1f-443c-9e98-004484b8fe25
- true
- true
- true
- 1
- 2
- 97e94a7f-5723-42bd-8540-80ead64ca5a0
- a5b53545-e541-426a-8429-f864fcf611bd
- 0
- false
-
4552
3822
19
20
-
4552
3822
19
20
-
4561.5
3832
- false
- O
- f6106209-4daa-4a26-9a39-b4428e1f6b95
- true
- true
- true
- 0
- 1
-
4552
3842
19
20
-
4552
3842
19
20
-
4561.5
3852
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- ced4282b-a60c-4e35-9cba-6f7f26079e05
- true
- true
- true
- 0
- 0
-
4595
3822
16
40
-
4595
3822
16
40
-
4603
3842
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- 747868c2-cafc-4b25-9d0f-92343fbfa999
- true
- true
- true
- longest_list
-
4550
3891
63
44
-
4571
3893
24
40
-
4583
3913
- false
- S
- 8cd2305f-fb72-4fd8-a8ed-c45b071f2c7d
- true
- true
- true
- 1
- 2
- eb2e619b-f723-4894-a4c1-c140af06d2c5
- 33e23677-1a5e-4886-bd8b-46476609e5dd
- 0
- false
-
4552
3893
19
20
-
4552
3893
19
20
-
4561.5
3903
- false
- O
- 82e8ea48-b3d1-43bf-84d0-b6bdd8b9848e
- true
- true
- true
- 0
- 1
-
4552
3913
19
20
-
4552
3913
19
20
-
4561.5
3923
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- 3a80c16d-31e2-49c3-90cf-fe44f036167f
- true
- true
- true
- 0
- 0
-
4595
3893
16
40
-
4595
3893
16
40
-
4603
3913
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- 090907a5-d5d6-4def-94ba-332ac5db214e
- true
- true
- true
- longest_list
-
4550
3962
63
44
-
4571
3964
24
40
-
4583
3984
- false
- S
- eec1cba8-08a6-45a7-bf50-52d68c5a004c
- true
- true
- true
- 1
- 2
- 7ed498df-f63c-430d-9a0d-e97dc7d9f36d
- 4cb83fd9-fa0c-41bc-930e-93f7740cf08b
- 0
- false
-
4552
3964
19
20
-
4552
3964
19
20
-
4561.5
3974
- false
- O
- e277a8d4-cf07-4a83-8dfc-6f87e0cf9f89
- true
- true
- true
- 0
- 1
-
4552
3984
19
20
-
4552
3984
19
20
-
4561.5
3994
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- 54d93052-9ed8-47ba-ba7a-0cf4d635963c
- true
- true
- true
- 0
- 0
-
4595
3964
16
40
-
4595
3964
16
40
-
4603
3984
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- 972d1976-8e82-420a-946e-f2b41fcd58c0
- true
- true
- true
- longest_list
-
4550
4033
63
44
-
4571
4035
24
40
-
4583
4055
- false
- S
- 7a1f6aef-0163-4326-8378-89d075fa21b8
- true
- true
- true
- 1
- 2
- 26aa98c5-34db-426b-b86a-35c320b26e99
- b2e5458a-9610-4384-9582-71b8402b68a0
- 0
- false
-
4552
4035
19
20
-
4552
4035
19
20
-
4561.5
4045
- false
- O
- 3fd336e7-d8e7-4ca9-9d1a-7020013bf204
- true
- true
- true
- 0
- 1
-
4552
4055
19
20
-
4552
4055
19
20
-
4561.5
4065
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- 5b9f2580-3723-4742-8205-1a74be3ee537
- true
- true
- true
- 0
- 0
-
4595
4035
16
40
-
4595
4035
16
40
-
4603
4055
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- c2b67ddf-fc6e-412c-93ba-f5e4b15084ef
- true
- true
- true
- longest_list
-
4550
4104
63
44
-
4571
4106
24
40
-
4583
4126
- false
- S
- f3a777a7-9b73-434b-8663-0e16eb532054
- true
- true
- true
- 1
- 2
- d9d55691-8c1d-48f6-8918-b6aa4b104ef9
- d4440931-6fb3-439f-9f20-b50a3b219734
- 0
- false
-
4552
4106
19
20
-
4552
4106
19
20
-
4561.5
4116
- false
- O
- 3edefda9-31b3-4e88-b151-6182db576efd
- true
- true
- true
- 0
- 1
-
4552
4126
19
20
-
4552
4126
19
20
-
4561.5
4136
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- 6a8a8ab9-ed03-4da6-805f-ac80bf336b10
- true
- true
- true
- 0
- 0
-
4595
4106
16
40
-
4595
4106
16
40
-
4603
4126
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- 954c62a5-d162-421c-b002-a0eba9434ed0
- true
- true
- true
- longest_list
-
4550
4176
63
44
-
4571
4178
24
40
-
4583
4198
- false
- S
- 7fabee8a-4de4-43f6-9d59-21f8f1f1fb76
- true
- true
- true
- 1
- 2
- 70e7c10c-92e0-4bd6-b6b2-0adc2cfd3e83
- 280f804a-f3eb-42d2-b754-ec3a86a54216
- 0
- false
-
4552
4178
19
20
-
4552
4178
19
20
-
4561.5
4188
- false
- O
- 92b20466-2e89-4bd7-8fce-98e35209a344
- true
- true
- true
- 0
- 1
-
4552
4198
19
20
-
4552
4198
19
20
-
4561.5
4208
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- 3c1c8add-9965-4ba7-8128-cb2547288bb6
- true
- true
- true
- 0
- 0
-
4595
4178
16
40
-
4595
4178
16
40
-
4603
4198
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- fae764d5-d985-4f61-9e72-24315cfdc4ad
- true
- true
- true
- longest_list
-
4550
4247
63
44
-
4571
4249
24
40
-
4583
4269
- false
- S
- 17f74fb9-9962-405e-aa86-1d8c4339ab25
- true
- true
- true
- 1
- 2
- 57596994-7fb0-4111-b065-884010255f05
- 92c7fbfa-02a5-486f-a22a-9aa410bb5557
- 0
- false
-
4552
4249
19
20
-
4552
4249
19
20
-
4561.5
4259
- false
- O
- 8bf101a7-9415-4e1c-aade-4f2ff6db421c
- true
- true
- true
- 0
- 1
-
4552
4269
19
20
-
4552
4269
19
20
-
4561.5
4279
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- 223d8030-b798-433a-947c-290bba15ecf6
- true
- true
- true
- 0
- 0
-
4595
4249
16
40
-
4595
4249
16
40
-
4603
4269
- false
- a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850
- Loft
- Loft
- f435a941-bfa6-485e-b27d-d5743f2e292b
- true
- true
- true
- longest_list
-
4550
4317
63
44
-
4571
4319
24
40
-
4583
4339
- false
- S
- b266fa6f-2227-4fd2-9d9a-aa53f8b8b75e
- true
- true
- true
- 1
- 2
- 0c4c21fd-6b50-4fdd-a992-67d8f26a0148
- bb9d3c11-d0e3-4b6d-8256-2a7365e9aeb9
- 0
- false
-
4552
4319
19
20
-
4552
4319
19
20
-
4561.5
4329
- false
- O
- 3ed559d0-8953-4006-9137-7eb893ce66d2
- true
- true
- true
- 0
- 1
-
4552
4339
19
20
-
4552
4339
19
20
-
4561.5
4349
- false
- false
- false
- 10
- 0.01
- 0
- 3
- 0
- L
- edc29726-52d8-4366-bd1e-971dd49a3c91
- true
- true
- true
- 0
- 0
-
4595
4319
16
40
-
4595
4319
16
40
-
4603
4339
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- Receiver
- 4f6a4f8a-9fc7-4090-898f-ce38a84edb89
- true
- true
- true
- 1
- 3dc56a56-9934-4505-9360-9ab35ab4db80
-
2913
3124
60
20
-
2913
3124
60
20
-
2942.827
3133.773
- false
- b464fccb-50e7-41bd-9789-8438db9bea9f
- Angle
- Angle
- 016d9461-72a6-4862-8821-fa10782489ee
- false
- true
- true
- longest_list
-
2999
3163
63
64
-
3018
3165
24
60
-
3030
3195
- false
- A
- dda756c8-a6d0-4dd0-98d1-1d628595416f
- true
- true
- true
- 1
- 4f6a4f8a-9fc7-4090-898f-ce38a84edb89
- 0
-
3001
3165
17
20
-
3001
3165
17
20
-
3009.5
3175
- false
- B
- bd0552d2-3aa9-4d29-bc87-b70660c0c46a
- true
- true
- true
- true
- 1
- d03f021b-5efd-4f36-99fc-ea0cfdd41710
- 0
-
3001
3185
17
20
-
3001
3185
17
20
-
3009.5
3195
- false
- P
- 0cafa9b9-2737-4735-8e53-94c52d665fca
- true
- true
- true
- 0
- 0
-
3001
3205
17
20
-
3001
3205
17
20
-
3009.5
3215
- false
- A
- 09ea5107-b026-4cd8-96cb-33219c5eb435
- true
- true
- true
- 0
- 0
-
3042
3165
18
30
-
3042
3165
18
30
-
3051
3180
- false
- R
- adfcdbaa-eac7-4872-bc3c-4bbb53d347ca
- true
- true
- true
- 0
- 0
-
3042
3195
18
30
-
3042
3195
18
30
-
3051
3210
- false
- fb6aba99-fead-4e42-b5d8-c6de5ff90ea6
- DotNET VB Script
- ''' <your code>
Dim I As Integer
Dim newArr(arr.count) As Double
For I = 0 To arr.count - 1
newArr(I) = arr(I)
Next
min = ArrayMin(newArr)
max = ArrayMax(newArr)
''' </your code>
- Function ArrayMin(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MinIndex As Integer = First
ArrayMin = arr(MinIndex)
For Index = First + 1 To Last - 1
If ArrayMin > arr(Index) Then
MinIndex = Index
ArrayMin = arr(MinIndex)
End If
Next
End Function
Function ArrayMax(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MaxIndex As Integer = First
ArrayMax = arr(MaxIndex)
For Index = First + 1 To Last - 1
If ArrayMax < arr(Index) Then
MaxIndex = Index
ArrayMax = arr(MaxIndex)
End If
Next
End Function
- 0
- min/max
- 14d73115-c922-424e-afde-980c8ab3dabc
- true
- true
- true
- longest_list
-
3157
3183
82
70
-
3182
3185
24
66
-
3194
3218
- false
- 1
- 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2
- Variable x
- Script Variable x
- 1
- true
- true
- 3
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Output
- Print, Reflect and Error streams
- true
- false
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Result A
- Output parameter A
- true
- false
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Result Data
- Output parameter Data
- true
- false
- arr
- ab885a1d-8f2d-4144-b7d3-e3e2922e7451
- true
- true
- true
- 1
- 1
- 09ea5107-b026-4cd8-96cb-33219c5eb435
- 8e991e99-5fb8-41e1-928d-1bba8fb9f7d7
- true
-
3159
3185
23
66
-
3159
3185
23
66
-
3170.5
3218
- false
- out
- a5df8c79-b5ae-4c13-9f53-aec5ea9cd396
- true
- true
- true
- 0
- 0
-
3206
3185
31
22
-
3206
3185
31
22
-
3221.5
3196
- false
- min
- a3fb5971-d4fa-410b-8c07-f0d45e333036
- true
- true
- true
- 0
-
3206
3207
31
22
-
3206
3207
31
22
-
3221.5
3218
- false
- max
- 54b601ea-f682-4432-9960-aea9c6ae615c
- true
- true
- true
- 0
-
3206
3229
31
22
-
3206
3229
31
22
-
3221.5
3240
- false
- 2f77b45b-034d-4053-8872-f38d87cbc676
- F3
- F(x,y,z)
- 85f96a69-9f36-4afd-be6b-eca25e5477f0
- true
- true
- true
- longest_list
-
3269
3146
67
84
-
3296
3148
24
80
-
3308
3188
- false
- F
- f67a8bb0-beab-4744-bce1-b1aebf0dec17
- true
- true
- true
- 0
- (a-m1)/(m2-m1)
-
3271
3148
25
20
-
3271
3148
25
20
-
3283.5
3158
- false
- a
- 78c96d91-e158-46af-8c43-4294a2e27734
- true
- true
- true
- 1
- 09ea5107-b026-4cd8-96cb-33219c5eb435
-
3271
3168
25
20
-
3271
3168
25
20
-
3283.5
3178
- false
- m1
- 0e1190e3-d719-4187-9730-dfd250ccf530
- true
- true
- true
- 1
- a3fb5971-d4fa-410b-8c07-f0d45e333036
-
3271
3188
25
20
-
3271
3188
25
20
-
3283.5
3198
- false
- m2
- 0bbc1633-efe5-4689-b304-4a2fa27da1e9
- true
- true
- true
- 1
- 54b601ea-f682-4432-9960-aea9c6ae615c
-
3271
3208
25
20
-
3271
3208
25
20
-
3283.5
3218
- false
- r
- 6a0b107c-7b59-4f62-9b40-a036b0951800
- true
- true
- true
- 0
-
3320
3148
14
80
-
3320
3148
14
80
-
3327
3188
- false
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- shortest louver
- d1038f27-87e3-4131-aff3-aed59e93bf2c
- true
- true
- true
- 0
-
3091
3093
186
20
-
3091
3093
86
20
-
3091.083
3092.956
- false
- 0
- 0
- 50
- 4
- 1
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- longest louver
- aadda1e6-1a2a-4a5f-8086-7d6ae6a99ebb
- true
- true
- true
- 0
-
3092
3116
182
20
-
3092
3116
82
20
-
3091.682
3115.756
- false
- 10
- 0
- 50
- 4
- 1
- 2f77b45b-034d-4053-8872-f38d87cbc676
- F3
- F(x,y,z)
- 5ac4315d-12e6-4091-8ff1-69e489a9c93e
- true
- true
- true
- longest_list
-
3360
3073
67
84
-
3387
3075
24
80
-
3399
3115
- false
- F
- 8c428706-c2ef-407b-a55f-e1014cbb3b59
- true
- true
- true
- 0
- (a*m2)+m1
-
3362
3075
25
20
-
3362
3075
25
20
-
3374.5
3085
- false
- m1
- 57226e6d-8239-41fc-a445-442da612df53
- true
- true
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20
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20
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3105
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- Integer
- Int
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- fb6aba99-fead-4e42-b5d8-c6de5ff90ea6
- DotNET VB Script
- ''' <your code>
Dim I As Integer
Dim newArr(arr.count) As Double
For I = 0 To arr.count - 1
newArr(I) = arr(I)
Next
min = ArrayMin(newArr)
max = ArrayMax(newArr)
''' </your code>
- Function ArrayMin(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MinIndex As Integer = First
ArrayMin = arr(MinIndex)
For Index = First + 1 To Last - 1
If ArrayMin > arr(Index) Then
MinIndex = Index
ArrayMin = arr(MinIndex)
End If
Next
End Function
Function ArrayMax(ByVal arr)
Dim Index As Integer
Dim First As Integer = LBound(arr)
Dim Last As Integer = UBound(arr)
Dim MaxIndex As Integer = First
ArrayMax = arr(MaxIndex)
For Index = First + 1 To Last - 1
If ArrayMax < arr(Index) Then
MaxIndex = Index
ArrayMax = arr(MaxIndex)
End If
Next
End Function
- 0
- min/max
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- true
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3121
82
70
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3123
24
66
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3156
- false
- 1
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- Variable x
- Script Variable x
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- 3
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- Output
- Print, Reflect and Error streams
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- Result A
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- Result Data
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- true
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- arr
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- true
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- 1
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23
66
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23
66
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31
22
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3123
31
22
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- min
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- true
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31
22
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3606
3145
31
22
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- max
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- true
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3606
3167
31
22
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3606
3167
31
22
-
3621.5
3178
- false
- 72a29b54-2e48-474b-a400-d2124c4edf79
- Param Viewer
- false
- 0
- Viewer
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- true
- true
- true
- 2
- 1
- a52287c1-dc06-42c2-94c1-ee2e40abd850
-
4050
3006
200
100
-
4050
3006
200
100
-
4050.388
3005.615
- false
- 10a8674b-f4bb-4fdf-a56e-94dc606ecf33
- Graft Tree
- Graft
- 42a84f4f-c1ae-40f0-993d-b559512d584a
- false
- true
- true
- longest_list
-
3584
3716
63
46
-
3604
3718
24
42
-
3616
3739
- false
- D
- 12edc759-ab1b-464e-90a9-823b5b42634d
- true
- true
- true
- 2
- 1
- e83e7e48-a5f0-4182-8b8b-f3fef00d12ef
-
3586
3718
18
21
-
3586
3718
18
21
-
3595
3728.5
- false
- S
- 25f3e812-509d-4423-b345-0f5acfb2c1a6
- true
- true
- true
- 0
- 1
- false
-
3586
3739
18
21
-
3586
3739
18
21
-
3595
3749.5
- false
- false
- T
- 6083cd58-62e2-4c25-8fd6-548c97732921
- true
- true
- true
- 0
-
3628
3718
17
42
-
3628
3718
17
42
-
3636.5
3739
- false
- 72a29b54-2e48-474b-a400-d2124c4edf79
- Param Viewer
- false
- 0
- Viewer
- 60da2a79-7c7a-49db-ae4b-6f919261a2d2
- true
- true
- true
- 2
- 1
- de60a5be-b539-45fe-930b-b41bfc2dfa77
-
4047
3119
200
100
-
4047
3119
200
100
-
4046.638
3119.365
- false
- 06b3086c-1e9d-41c2-bcfc-bb843156196e
- Simplify Tree
- Simplify
- c3ddc052-462b-4bca-9545-669f7dab4a10
- false
- true
- true
- longest_list
-
3498
3705
62
68
-
3517
3707
24
64
-
3529
3739
- false
- T
- bf08e7c9-9bba-41aa-95ad-c36b2fa559fb
- true
- true
- true
- 2
- 1
- 16af885f-5ef4-488a-a9e5-be578795dafb
-
3500
3707
17
64
-
3500
3707
17
64
-
3508.5
3739
- false
- T
- e83e7e48-a5f0-4182-8b8b-f3fef00d12ef
- true
- true
- true
- 0
-
3541
3707
17
64
-
3541
3707
17
64
-
3549.5
3739
- false
- 10a8674b-f4bb-4fdf-a56e-94dc606ecf33
- Graft Tree
- Graft
- 9ea19595-7940-4fcd-8b57-1d6d9cb278d3
- false
- true
- true
- longest_list
-
3671
3716
63
46
-
3691
3718
24
42
-
3703
3739
- false
- D
- de9f690a-e2f4-4224-8bfc-268461b4dee6
- true
- true
- true
- 2
- 1
- 6083cd58-62e2-4c25-8fd6-548c97732921
-
3673
3718
18
21
-
3673
3718
18
21
-
3682
3728.5
- false
- S
- 3cc96e0e-82f5-40cb-830e-c52a5880443c
- true
- true
- true
- 0
- 1
- false
-
3673
3739
18
21
-
3673
3739
18
21
-
3682
3749.5
- false
- false
- T
- a52287c1-dc06-42c2-94c1-ee2e40abd850
- true
- true
- true
- 0
-
3715
3718
17
42
-
3715
3718
17
42
-
3723.5
3739
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- Receiver
- 671bb9ed-3ffa-493c-96fe-5f65ce092e36
- true
- true
- true
- 1
- bf507daa-c6b5-4430-acc3-9e79f3ad2f4d
-
2447
3541
60
20
-
2447
3541
60
20
-
2476.8
3550.72
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- Receiver
- a9e9ee61-c2d0-4fa1-a3d7-3c0e2fdb675b
- true
- true
- true
- 1
- d241a060-a844-4bdb-abd1-d451e9a968c8
-
3303
2613
60
20
-
3303
2613
60
20
-
3332.812
2623.437
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- Receiver
- e3cd9497-cb68-4064-b01a-dc455b9d3460
- true
- true
- true
- 1
- 1ed1112f-674d-4c49-ac5d-01c8037274d0
-
3300
2640
60
20
-
3300
2640
60
20
-
3329.687
2650
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- U Receiver
- d77af986-db7a-495a-8c94-6a9e14c3e8d6
- true
- true
- true
- 1
- d241a060-a844-4bdb-abd1-d451e9a968c8
-
2473
3636
70
20
-
2473
3636
70
20
-
2508.27
3645.946
- false
- f19b8c33-dff2-4cc2-b95b-b4005ff3c10c
- Receiver
- true
- 1
- V Receiver
- 23db57fd-9326-4223-bdd4-c62000b7f3be
- true
- true
- true
- 1
- 1ed1112f-674d-4c49-ac5d-01c8037274d0
-
2470
3663
70
20
-
2470
3663
70
20
-
2505.145
3672.509
- false