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

i1ceiling28130times0amountlist2singularpairedi30lengthi20length904015P: 12180

0trueReturns True if the first string starts with the second string and ends with the third. If the second or third strings are left empty they will automatically be assumed to be True.

Returns a substring of the provided string from the first index to the second. It can also be used backwards to reverse a string by making the first index larger than the second.

layers neededvalextra elec003orig extra elecelec for listalli1lengthi1lengthi01112-23001.4253

#floorType in ListsspspsdpsdpsfdpsfdpElectrons in List2262621062106214106214106Level in 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pagechange pagechange page1s^2 ,1s^2 2s^2 2p^6 ,1s^2 2s^2 2p^6 3s^2 3p^6 ,1s^2 2s^2 2p^6 3s^2 3p^6 4s^2 3d^10 4p^6 ,1s^2 2s^2 2p^6 3s^2 3p^6 4s^2 3d^10 4p^6 5s^2 4d^10 5p^6 ,1s^2 2s^2 2p^6 3s^2 3p^6 4s^2 3d^10 4p^6 5s^2 4d^10 5p^6 6s^2 4f^14 5d^10 6p^6 [He],[Ne],[Ar],[Kr],[Xe],[Rn]true049491s^2 2s^2 2p^6 3s^2 3p^6 4s^2 3d^10 4p^6 5s^2 4d^10 5p^1 [Kr] 5s^2 4d^10 5p^1 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