That is true only if each on/off cycle kills .2% of 30000 hrs. If each on/off cycle kills .2% of the remaining filament life then it take 5000 on/off cycles to kill the tube. I don't understand why the article used the .2% figure if the only on/off cycle that kills only .2% of the remaining life is the first one. If, on the other hand, 60hrs are lost for each on/off cycle then each on/off cycle kills more and more than .2% of the remaining life and the last on/off cycle kill 100% of the remaining life. Get it? Download and look at my spread sheet and you will see what I mean. The first column shows a loss of .2% of the remaining life per on/off cycle so 60hrs are lost for the first cycle and the number of hrs lost goes down from there because the remaining life is going down. The second column shows a loss of 60hrs for each on/off cycle and the third column shows what the percentage of remaining life is for each on/off cycle. For the first 60hrs IS .2% of 30000 but 60hrs is 1% of the remaining life by the 400th cycle and 60hrs is 100% of remaining life for the 500th cycle. This isn't difficult to understand. I just think the article should not have used percentages and should have just said that 60hrs would be lost for each on/off cycle. When percentages are used they are normally used to speak to the percentage lost of the remainder. In the end it's no big deal. None of us use those types of tubes to start with and the types of tubes we do use do not suffer that kind of life lost for each on/off cycle. Tre'
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