Multiplication and Division Estimation Game

GeoGebra Commands & Parameters

1. RandomUniform(0, 0.99, 700) → allRandomSeeds, {0.6661452551790485, 0.7629695556758005, 0.12550795244805119, 0.7472537650044028, 0.02432302403290419, 0.5671220278865428, 0.9024392311732627, 0.9574688608402669, 0.43000893898405884, 0.11035844375919407, 0.414390683597525, 0.2856736970932245, 0.716317860228036, 0.4593072876706019, 0.130413770462167, 0.9014880760211134, 0.5371001828587326, 0.25225785056750155, 0.9354346571981285, 0.3897601068924345, 0.3497601632820181, 0.09076249330098247, 0.18557045336235123, 0.49931848643009574, 0.5454662992330658, 0.8405023033902964, 0.8712482244722223, 0.27527469312522046, 0.3602771180657006, 0.19251639586630367, 0.028422475476184622, 0.6345832280467274, 0.0788610189704061, 0.507094956094965, 0.9293109634126848, 0.5674877838426654, 0.8240799263259655, 0.1647756442904258, 0.9736285355382274, 0.9663385155730038, 0.6507359661155947, 0.8619590798440332, 0.9892969965047264, 0.11806082013876087, 0.7602473786257791, 0.7726724477146265, 0.48804458911247367, 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2. Sequence(StartLine + ((((2 * A) + 1) * (x(EndLine) - x(StartLine)) / 22), 0), A, 0, 12) → numberLinePoints
3. Take(allRandomSeeds, randIndex, randIndex + numRandoms - 1) → currentRandomSeeds
4. If(chosenType ≟ cBOTH, Element[{typeA, typeB}, randType], chosenType) → currentType
5. Join(Zip[Sequence[A + ((B * pointSpacing), 0), B, 0, Element[{9, 9, 99, 99}, currentType]], A, Take[numberLinePoints, 1, 10]]) → dragPoints
6. Point(dragPoints) → StudentPoint
7. KeepIf(IsPrime[A], A, Sequence[101, 997, 2]) → primes
8. Remove(Sequence[100, 999], Join[{primes, Sequence[450, 550]}]) → targetByHundreds
9. Remove(Sequence[10, 99], Sequence[45, 55]) → targetByTens
10. Element({targetByTens, targetByTens, targetByHundreds, targetByHundreds}, currentType) → possibleTarget
11. Element(possibleTarget, 1 + floor((currentRandomSeeds(2) * Length[possibleTarget]))) → targetNumber
12. PrimeFactors(targetNumber) → targetFactors
13. Append(true, Sequence[currentRandomSeeds(A) < 0.5, A, 3, Length[targetFactors]]) → takeFactors
14. Product(Zip[If[A, B, 1], A, takeFactors, B, targetFactors]) → factorA
15. If(showDialog, pi / 6, If[animationSlider ≤ 0.5 ∨ (¬showBounce), 0, pi / 6]) → angleDart
16. Element({1 + floor((currentRandomSeeds(3) * targetNumber / 2)), targetNumber + 10 + floor((currentRandomSeeds(3) * 89)), factorA, (targetNumber * divisor)}, currentType) → firstNum
17. Element({targetNumber - firstNum, firstNum - targetNumber, factorB, divisor}, currentType) → secondNum
18. Zip((A * windowWidth / PXwidth), A, PXradii) → radiiTimer
19. Rotate(TimerATop, ((-2 * pi) * (maxTime - timer) / maxTime), CenterTimer) → TimerACurrent
20. Min(accuracyScores) → topAccuracy
21. Min(timeScores) → topTime
22. PixelsToPoint((xMin, yMin), (xMax, yMax), (PXwidth, PXheight), PXDialogCenter) → CenterDialog
23. If(showDialog, CenterDialog + ((285 * windowWidth / PXwidth), 0), StudentPoint) → TargetPoint
24. If(showDialog, DartStart - Midpoint[DartLeft, DartStart], dartBounce - Midpoint[DartLeft, DartStart]) → vTrans
25. Translate(picDartStart, Vector[If[showDialog, TargetPoint, dartBounce] - Midpoint[DartLeft, DartStart]]) → picDartTrans
26. expandQuad(CenterDialog + (offsetWidth, (-offsetHeight)), CenterDialog + (offsetWidth, offsetHeight), CenterDialog + ((-offsetWidth), offsetHeight), CenterDialog + ((-offsetWidth), (-offsetHeight)), 14, (xMin, yMin), (xMax, yMax), (PXwidth, PXheight)) → border
27. Zip(If[timeUsed ≤ 5, A, timeUsed ≤ 10, B, C] / 255, A, {0, 168, 60}, B, {224, 116, 21}, C, {176, 0, 32}) → RGBtimer
28. Circle(TargetPoint, circleSizes(1)) → targetCircle1
29. Circle(TargetPoint, circleSizes(2)) → targetCircle2
30. Circle(TargetPoint, circleSizes(3)) → targetCircle3
31. Circle(TargetPoint, circleSizes(4)) → targetCircle4
32. Rotate(picDartTrans, (-angleDart), If[showDialog, TargetPoint, dartBounce]) → picDart
33. TableText({"\textbf{Total score:}", (((("\cellcolor{" * colorTealLight) * "}\textcolor{WHITE}{") * countPoints) * "}")}, "l") → scoreCounter
34. Text(textProb, PixelsToPoint[(xMin, yMin), (xMax, yMax), (PXwidth, PXheight), (400, 110)], true, true, 0, 0) → textProbDisplay
35. If(correct, colorTealSuccess, correctError, colorOrange, colorRedError) → colorFeedback
36. Text(textFeedback, PixelsToPoint[(xMin, yMin), (xMax, yMax), (PXwidth, PXheight), (400, 180)], true, true, 0, 0) → showResult
37. Zip(If[validate ∧ (¬showDialog), If[correct, A, correctError, B, C], D] / 255, A, {0, 132, 117}, B, {224, 116, 21}, C, {228, 68, 97}, D, {133, 117, 255}) → RGBTarget
38. Rotate(TimerBTop, angleTimerB, CenterTimer) → TimerBCurrent
39. CircleSector(CenterTimer, TimerBCurrent, TimerBTop) → timerB
40. If(0 < timeUsed < 5, 2, 5 ≤ timeUsed < 10, 1, 0) → timeBonus
41. Zip(Segment[A, A - (0, (5 * windowHeight / PXheight))], A, numberLinePoints) → ticks
42. Text(("" * msgTimeOut), CenterDialog, true, true, 0, 0) → displaySummary
43. Circle(CenterTimer, radiiTimer(4)) → timerInnerBackground
44. Segment(StartLine, EndLine) → numberLine
45. Text((("\text{" * ceil(10 - timeUsed)) * "}"), CenterTimer + (0, (3 * windowHeight / PXheight)), true, true, 0, 0) → lblCountDown
46. Zip(Text[("" * A), B, true, true, 0, -1], A, If[currentType ≟ cMULTIPLY ∨ currentType ≟ cDIVIDE, Sequence[0, 1000, 100], Sequence[0, 100, 10]], B, numberLinePoints) → textNums
47. Circle(CenterTimer, radiiTimer(2)) → timerACover
48. Circle(CenterTimer, radiiTimer(2) - (2 * windowWidth / PXwidth)) → timerAInnerGuide
49. Text(strPointsAdded, PixelsToPoint[(xMin, yMin), (xMax, yMax), (PXwidth, PXheight), (400, 220)], true, true, 0, 0) → showPointsAdded
50. Circle(CenterTimer, radiiTimer(1)) → timerAInactive
51. CircleSector(CenterTimer, TimerACurrent, TimerATop) → timerA
52. movingTarget(StudentPoint) → moveTheTarget
53. circlePixels(StudentPoint, 9 + (9 * pulsing), (xMin, yMin), (xMax, yMax), (PXwidth, PXheight)) → pulsingObject
54. Text("\text{Drag to estimate}", StudentPoint + (0, (50 * windowHeight / PXheight)), true, true, 0, 1) → onboardingText