DiffEqFM.chk
565bccac0d42new_coulomb

DiffEqFM.chk
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			Case 1. y(5) =
			-1.235848513127279266263157529246402852239M+0

			Error in the computed solution = 5.1990277E-36

			For tolerance = 1.0000E-30 time = 0.46 sec.



			Case 2. y(2) =
			1.230600248057767358078517198458216419798M-1
			y'(2) =
			-1.793793747979046168120547067523165832696M-1

			Error in the computed y(2) solution = 1.9702834E-36

			For tolerance = 1.0000E-30 time = 0.44 sec.



			Case 3. y(2) =
			2.812846529108307015513184310578739277283M-1
			y'(2) =
			9.793842850305930428136423127988456087246M-1
			y''(2) =
			-1.077917036147696728438989172661602513711M+1

			Error in the computed y(2) solution = 5.6379906E-39

			For tolerance = 1.0000E-30 time = 0.76 sec.



			Case 4. y(2) =
			2.81284652910830701551318434093M-1
			y'(2) =
			9.79384285030593042813642313393M-1
			y''(2) =
			-1.07791703614769672843898917221M+1

			Error in the computed y(2) solution = 3.0348581E-27

			For tolerance = 1.0000E-20 time = 0.12 sec.



			Case 5. y(2) =
			2.8128465291083070155131843105787392772269571753343M-1
			y'(2) =
			9.7938428503059304281364231279884560872391181737909M-1
			y''(2) =
			-1.0779170361476967284389891726616025137166320376171M+1

			Error in the computed y(2) solution = 1.4242298E-48

			For tolerance = 1.0000E-40 time = 5.56 sec.



			Case 6. y(2) =
			2.81284652910830701551318431057873927722695717534855004196009M-1
			y'(2) =
			9.79384285030593042813642312798845608723911817377796295398664M-1
			y''(2) =
			-1.07791703614769672843898917266160251371663203761733110146568M+1

			Error in the computed y(2) solution = 3.8419117E-59

			For tolerance = 1.0000E-50 time = 35.01 sec.