LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES LEVEL ENERGIES 1. 0.0 2. 63.3 3 3. 310.3 3 4. 692.3 3 5. 1417.9 4 6. 1920.1 5 7. 2146.8 3 8. 2324.48 24 9. 2711.6 4 10. 3009.6 4 11. 3278.5 4 12. 3962.3 9 13. 6098.34 24 GAMMA ENERGIES NOT CONSTRAINED TO LEVELS 64NI(N,G), (POL N,- ENERGY DE L1 L2 ----------------------------------------------------------------------------------------------------------------------------------- 63.6 10 63.6 10 2 1 247.1 10 247.1 10 3 2 310.2 10 310.2 10 3 1 382.0 10 382.0 10 4 3 629.0 10 629.0 10 4 2 692.6 10 692.6 10 4 1 726.0 10 726.0 10 5 4 1107.4 10 1107.4 10 5 3 1418.0 10 1418.0 10 5 1 1920.0 7 1920.0 7 6 1 2083.8 10 2083.8 10 7 2 2146.7 5 2146.7 5 7 1 2324.4 3 2324.4 3 8 1 2401.5 6 2401.5 6 9 3 2647.9 8 2647.9 8 9 2 2819.7 5 2819.7 5 13 11 3009.4 6 3009.4 6 10 1 3088.6 6 3088.6 6 13 10 3278.4 5 3278.4 5 11 1 3386.7 3 3386.7 3 13 9 3651.0 13 3651.0 13 12 3 3773.7 3 3773.7 3 13 8 3951.40 20 3951.40 20 13 7 3963.1 13 3963.1 13 12 1 4178.1 7 4178.1 7 13 6 4680.3 3 4680.3 3 13 5 5405.80 10 5405.80 10 13 4 5787.80 20 5787.80 20 13 3 6034.80 20 6034.80 20 13 2 DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .0000 F= 16 CHISQ/F = .0000 (FIT OF 29GAMMAS - 12LEVELS)