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Data	File	Physical quantities	Reaction(s)	Energies
1	*	ENGY-GAMMA4) INTNSTY-GAMMA ENGY-GAMMA: Energy of gamma-ray #5; INTNSTY-GAMMA: Intensity of gamma transition	40CA(P,P,2*GAMMA)40CA;	5.08 MEV
2	*	THTL5) INTNSTY-GAMMA INTNSTY-GAMMA: Intensity of gamma transition; THTL: Scattering angle theta in lab. system #4	40CA(P,P,2*GAMMA)40CA;	5.08 MEV
3	*	EXC-ENGY J-PI ANG-CORRL6) WDTH-RATIO7) DATA8) ERR18) ERR28) EXC-ENGY: Excitation energy (of the final state) #2; WDTH-RATIO: Level width ratio	40CA(P,P,2*GAMMA)40CA;	5.08 MEV
4	*	THTL5) INTNSTY-GAMMA INTNSTY-GAMMA: Intensity of gamma transition; THTL: Scattering angle theta in lab. system #4	90ZR(P,P,2*GAMMA)90ZR;	7.08 MEV
5	*	EXC-ENGY J-PI ANG-CORRL6) WDTH-RATIO7) DATA8) ERR18) ERR28) EXC-ENGY: Excitation energy (of the final state) #2; WDTH-RATIO: Level width ratio	90ZR(P,P,2*GAMMA)90ZR;	7.08 MEV

4) E(GAMMA1)
5) THE RELATIVE ANGLE OF THE TWO GAMMA-RAYS
6) ASYMMETRY RATIO R=W(PSI=90DEG)-W(PSI=0DEG)/(W(PSI=90DEG)+W(PSI=0DEG)), WHERE W(PSI) IS A GAMMA-GAMMA DIRECTIONAL CORRELATIONFUNCTION AND PSI DENOTES THE ANGLE BETWEEN THE COMPTON SCATTERINGPLANE AND THE PLANE CONTAINING THE TWO PRIMARY QUANTA.
7) GAMMA-GAMMA WIDTH/TOTAL WIDTH
8) THE REDUCED MATRIX ELEMENT RATIO <2E1>/<2M1>

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