test_Big_nuderiv.java on high order
initializing big derivative, n=10
der1=39443.000000730855, max error=7.308553904294968E-7
der2=16693.99999980477, max error=2.707747626118362E-7
der3=5309.99999993341, max error=2.0912466425215825E-7
der4=1127.9999998533167, max error=1.4668330550193787E-7
max Berror1=7.7153045874572E-319
max Berror2=7.2221576765426E-319
max Berror3=6.2590806156168E-319
max Berror4=5.1123486576432E-319
initializing big derivative, n=14
der1=162011.002067002, max error=0.0020670020021498203
der2=48237.998719040304, max error=0.003352080297190696
der3=10781.998554205522, max error=0.001445794478058815
der4=1607.9975573401898, max error=0.0024426598101854324
max Berror1=6.34662396030944845796E-312
max Berror2=5.89373112830010565768E-312
max Berror3=5.04584569885697361540E-312
max Berror4=3.97954465562269604616E-312
initializing big derivative, n=18
der1=459588.4576234482, max error=65.37409250775818
der2=105542.28565201722, max error=32.285652017220855
der3=18136.95964540541, max error=37.04035459458828
der4=2091.392313569784, max error=9.564872158691287
max Berror1=7.889259619707189400555676802E-305
max Berror2=7.476812481096422347235159982E-305
max Berror3=6.720916550594083694849961840E-305
max Berror4=5.817508658301775157314447536E-305
finished test_nuderiv.java 88.42799997329712 seconds