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targetHour * 360 This will make the minute hand rotate in full circles (hence 360, for the number of degrees in a circle) for each hour, making the hour hand rotate appropriately

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(7.3) The gain with the pressure loop closed is in terms of p,:

function initializeGame():Void { targetHour = Mathround(Mathrandom() * 11 + 1); targetMinutes = Mathround(Mathrandom() * 11) * 5; targetHourRotation = targetHour * 360; clock_mchour_mc_rotation = 0; clock_mcminute_mc_rotation = 0; enableAll(true); end_mc_visible = false; }

12 On the next line, set the value of targetMinuteRotation to targetMinutes/5 *



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rotateAmt This will convert the number of minutes to a value between 0 and 11 (by dividing the value by 5), and multiply that value by the rotation amount, which will convert a number of minutes to a rotation value and make the minute hand rotate to the appropriate minute

(7.4)

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function initializeGame():Void { targetHour = Mathround(Mathrandom() * 11 + 1); targetMinutes = Mathround(Mathrandom() * 11) * 5; targetHourRotation = targetHour * 360; targetMinuteRotation = targetMinutes/5 * rotateAmt; clock_mchour_mc_rotation = 0; clock_mcminute_mc_rotation = 0; enableAll(true); end_mc_visible = false; }

targetHourRotation and targetMinuteRotation This will give the full rotation amount for the minute hand to wind the target clock into the exact position when you pass this value into the updateClock function

Then,

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function initializeGame():Void { targetHour = Mathround(Mathrandom() * 11 + 1);





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targetMinutes = Mathround(Mathrandom() * 11) * 5; targetHourRotation = targetHour * 360; targetMinuteRotation = targetMinutes/5 * rotateAmt; fullTargetRotation = targetHourRotation + targetMinuteRotation; clock_mchour_mc_rotation = 0; clock_mcminute_mc_rotation = 0; enableAll(true); end_mc_visible = false; }

display:

Gain may also be espressed in terms of pressure, by substituting for ml and m2 from Eq. (7.2): Xhl = PO - PI PO - P2 In the same manner, Ah2 can be found: Xnz = Pl - P2 PO - P2 (7.6) (7.5)

hands (hour_mc and minute_mc) for the target clock to 0 This will reset the rotation of the clock each time you play the game, which is necessary because the updateClock function will update the rotation of the clock relative to the clock s current position In other words, all the variables

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Assume that the target clock is currently at 12 o clock Assume that the targetMinute is 30 Assume, also, that targetHour has randomly come up with a value of 2, so the full target time would be 2 hours and 30 minutes, or 2:30 Let s say targetHourRotation is equal to a value of 720 (360 * 2 with the number 2 being the value of targetHour) Let s also say that targetMinuteRotation has a value of 180 (like the previous example with the minute hand) This code will add those two values together for a sum of 900 (720 + 180) Flash will then apply a value of 900 to the _rotation value of minute_ mc This will rotate the minute hand 900 degrees If the minute hand is pointing at 12 o clock, it will make two full revolutions (360 degrees * 2 = 720) plus 180 degrees, which will leave the minute hand pointing at 6 (30 minutes past the hour) Flash will then apply a rotation value of 75, or 900 divided by 12, to the hour hand, because the hour hand rotated 1/12 of the distance of the minute hand Rotating the hour hand at a value 75 will place it halfway between the 2 and the 3, making the clock accurately represent 2:30

Using the following expressions for pl, the other gains can be determined:

you ve just defined will rotate the clock perfectly, but only if the initial rotation values of the clock hands are 0

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function initializeGame():Void { targetHour = Mathround(Mathrandom() * 11 + 1); targetMinutes = Mathround(Mathrandom() * 11) * 5; targetHourRotation = targetHour * 360; targetMinuteRotation = targetMinutes/5 * rotateAmt; fullTargetRotation = targetHourRotation + targetMinuteRotation; target_mchour_mc_rotation = 0; target_mcminute_mc_rotation = 0; clock_mchour_mc_rotation = 0; clock_mcminute_mc_rotation = 0; enableAll(true); end_mc_visible = false; }

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