particle. / within fluctuations)
{ Cerenkov Pulse length: (H sub B) = (Z exponent 2)(1-((1)/((beta squared)([n?] squared))))
NaI pulse length: (H sub N)~= ((K? (Z exponent 2))/(beta squared))
---------------------------
(H sub C)=C(Z exponent 2)(1-((1)/(beta exponent 2 )(n squared)))
(H sub N)=(K)((Z squared)/(beta squared))
-----------------------------
(H sub C)=((C)(Z squared))-((C)/((K?)([n?] squared)))(H sub N)
-------------------------------
[graph sketch/picture]
graph of (H sub C) versus (H sub N) as Z=1, Z=2, Z=3, etc.

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particle. / within fluctuations)
{ Cerenkov Pulse length: (H sub B) = (Z exponent 2)(1-((1)/((beta squared)([n?] squared))))
NaI pulse length: (H sub N)~= ((K? (Z exponent 2))/(beta squared))
---------------------------
(H sub C)=C(Z exponent 2)(1-((1)/(beta exponent 2 )(n squared)))
(H sub N)=(K)((Z squared)/(beta squared))
-----------------------------
(H sub C)=((C)(Z squared))-((C)/((K?)([n?] squared)))(H sub N)
-------------------------------
[graph sketch/picture]
graph of (H sub C) versus (H sub N) as Z=1, Z=2, Z=3, etc.