last-generated=2015-05-08
statistics-simulation={'numerical Jacobians': '0', 'nonlinear': ' ', 'linear': ' '}
linPieTwo.u=[0., 0.1717071235179901123, 0.56889516115188598633, 0.91876399517059326172, 0.98101383447647094727, 0.71288967132568359375, 0.29854679107666015625, 0.02256772853434289156, 0.0745027586817741394, 0.41868141293525695801, 0.81871199607849121094, 0.99984210729598999023, 0.83766639232635498047, 0.44357180595397949219, 0.08823370188475150588, 0.01570841856300830841, 0.27580839395523071289, 0.68988955020904008109, 0.97354912757873535156, 0.9319617152214050293, 0.59369063377380371094, 0.19107019901275634766, 0.0006315216887742281, 0.15317334234714508057, 0.5439255833625793457, 0.90450847148895263672, 0.98726344108581542969, 0.73535197973251342773, 0.32179406285287021072, 0.03063307143747806549, 0.06184665858745574951, 0.39399644732475280762, 0.79895251989364624023, 0.99857944250106811523, 0.85576784610748546367, 0.46860474348067343575, 0.1030047982931137085, 0.0100724734365940094, 0.25363633036613464355, 0.6664097905158996582, 0.96488821506500244141, 0.9440682530403137207, 0.61824947595596313477, 0.21121364831924438477, 0.00252449139952659607, 0.13551568984985351562, 0.51884508132934570312, 0.88923114538192749023, 0.99228215217590332031, 0.75721979141235351562, 0.34549149870872497559, 0.03988407552242279053, 0.05029737576842308044, 0.36957925558090209961, 0.77843779325485229492, 0.99605733156202880263, 0.8729705810546914968, 0.49371698498724037041, 0.11877874284982681274, 0.0056741274893283844, 0.23208659887313842773, 0.64250963926315307617, 0.95505297183990478516, 0.95505297183990478516, 0.64250963926315307617, 0.23208659887313842773, 0.0056741274893283844, 0.11877874284982681274, 0.49371698498724042592, 0.8729705810546914968, 0.99605733156202869161, 0.77843779325485229492, 0.36957925558090209961, 0.05029737576842308044, 0.03988407552242279053, 0.34549149870872497559, 0.75721979141235351562, 0.99228215217590332031, 0.88923114538192749023, 0.51884508132934570312, 0.13551568984985351562, 0.00252449139952659607, 0.21121364831924438477, 0.61824947595596313477, 0.9440682530403137207, 0.96488821506500244141, 0.6664097905158996582, 0.25363633036613464355, 0.0100724734365940094, 0.1030047982931137085, 0.46860474348068237305, 0.85576784610748291016, 0.99857944250106811523, 0.79895251989364624023, 0.39399644732475280762, 0.06184665858745574951, 0.03063307143747806549, 0.32179406285285949707, 0.73535197973251342773, 0.98726344108581542969, 0.90450847148895263672]
time=[0., 86400.]
linPieTwo.y[1]=[5., 8.43414211273193359375, 15., 15., 15., 15., 10.970935821533203125, 5.45135450363163265308, 6.490055084228515625, 13.3736286163330078125, 15., 15., 15., 13.87143611907958984375, 6.76467418670663001024, 5.31416845321655273438, 10.51616764068603515625, 14.99999999999993249844, 15., 15., 15., 8.82140350341796875, 5.012630462646484375, 8.0634670257568359375, 15., 15., 15., 15., 11.43588161468513320074, 5.6126613616943359375, 6.23693323135375976562, 12.8799285888671875, 15., 15., 15., 14.37209510803204892682, 7.06009578704833984375, 5.20144939422607421875, 10.07272624969482421875, 15., 15., 15., 15., 9.22427272796630859375, 5.05048990249633789062, 7.7103137969970703125, 15., 15., 15., 15., 11.9098300933837890625, 5.79768133163452148438, 6.00594758987426757812, 12.39158535003662109375, 15., 15., 15., 14.87434005737267739278, 7.37557506561279296875, 5.11348247528076171875, 9.64173221588134765625, 15., 15., 15., 15., 9.64173221588134765625, 5.11348247528076171875, 7.37557506561279296875, 14.87434005737267739278, 15., 15., 15., 12.39158535003662109375, 6.00594758987426757812, 5.79768133163452148438, 11.9098300933837890625, 15., 15., 15., 15., 7.7103137969970703125, 5.05048990249633789062, 9.22427272796630859375, 15., 15., 15., 15., 10.07272624969482421875, 5.20144939422607421875, 7.06009578704833984375, 14.3720951080322265625, 15., 15., 15., 12.8799285888671875, 6.23693323135375976562, 5.6126613616943359375, 11.43588161468505859375, 15., 15., 15.]
linPieTwo.y[2]=[55., 55., 53.2087249755859375, 44.1121368408203125, 42.493640899658203125, 49.464870452880859375, 55., 55., 55., 55., 46.713489532470703125, 42.0041046142578125, 46.220672607421875, 55., 54.99999999999998578915, 55., 55., 50.06287002563481536299, 42.68772125244140625, 43.7689971923828125, 52.5640411376953125, 55., 55., 55., 53.85793304443359375, 44.48278045654296875, 42.331150054931640625, 48.880847930908203125, 54.99999999999982236432, 55., 55., 55., 47.22723388671875, 42.03693389892578125, 45.75003433227532667615, 55., 55., 55., 55., 50.67334747314453125, 42.912906646728515625, 43.454227447509765625, 51.92551422119140625, 55., 55., 55., 54.510028839111328125, 44.8799896240234375, 42.200664520263671875, 48.312286376953125, 55., 55., 55., 55., 47.760616302490234375, 42.10250854492222316594, 45.30276489257801841859, 55., 55., 55., 55., 51.294750213623046875, 43.168621063232421875, 43.168621063232421875, 51.294750213623046875, 55., 55., 55., 55., 45.30276489257801841859, 42.10250854492223027137, 47.760616302490234375, 55., 55., 55., 55., 48.312286376953125, 42.200664520263671875, 44.8799896240234375, 54.510028839111328125, 55., 55., 55., 51.92551422119140625, 43.454227447509765625, 42.912906646728515625, 50.67334747314453125, 55., 55., 55., 55., 45.750034332275390625, 42.03693389892578125, 47.22723388671875, 55., 55., 55., 55., 48.880847930908203125, 42.331150054931640625, 44.48278045654296875]
