SuperDensity(Weight of the timeVector)=(0.950512,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.0161329,0) 0
3 (0.0247443,0) (0.950511,0) 0
VectorWithOffsets: No partition found
2 (0.0247444,0) (0,0) 0
1 (0.0255042,0) (0.029436,0) 0
0 (0.016727,0) (0.0294044,0) 0
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (0.950512,0) 0
3 (1,0) (1.90102,0) 0
VectorWithOffsets: No partition found
2 (1,0) (0,0) 0
1 (0.999999,0) (1.69454,0) 0
0 (0.999999,0) (1.69454,0) 0
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.029436,0) 0
2 (0.0247443,0) (3.29273e-18,0) 0
3 (0.0247444,0) (1.69453,0) 0
4 (0.0255041,0) (0.0294359,0) 0
5 (0.016727,0) (0.0294043,0) 0
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.69454,0) 0
2 (1,0) (6.72034e-18,0) 0
3 (0.999999,0) (3.38906,0) 0
4 (0.999999,0) (1.69453,0) 0
5 (1,0) (1.69453,0) 0
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.0294359,0) 0
3 (0.0247444,0) (1.64714,0) 0.1
2 (0.0247444,0) (0.000318034,0) 0.1
1 (0.0255041,0) (0.0288299,0) 0.1
0 (0.0167269,0) (0.0293167,0) 0.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (1.69453,0) 0
3 (1,0) (3.34137,0) 0.1
2 (1,0) (0.0477157,0) 0.1
1 (0.999999,0) (1.67782,0) 0.1
0 (0.999999,0) (1.69447,0) 0.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0288299,0) 0.1
2 (0.0247444,0) (0.000318033,0) 0.1
3 (0.0247443,0) (1.64714,0) 0.1
4 (0.0255042,0) (0.0455431,0) 0.1
5 (0.016727,0) (0.0293833,0) 0.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.67782,0) 0.1
2 (0.999999,0) (0.0477157,0) 0.1
3 (1,0) (3.34135,0) 0.1
4 (1,0) (1.71125,0) 0.1
5 (1,0) (1.6946,0) 0.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.0917246,0) 0.2
3 (0.0247445,0) (1.53959,0) 0.2
2 (0.0247443,0) (0.00409944,0) 0.2
1 (0.0255041,0) (0.0274942,0) 0.2
0 (0.0167271,0) (0.0288638,0) 0.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.75877,0) 0.2
3 (1,0) (3.23003,0) 0.2
2 (1,0) (0.159042,0) 0.2
1 (1,0) (1.6303,0) 0.2
0 (1,0) (1.69353,0) 0.2
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0274942,0) 0.2
2 (0.0247443,0) (0.00409944,0) 0.2
3 (0.0247444,0) (1.5396,0) 0.2
4 (0.0255042,0) (0.162029,0) 0.3
5 (0.016727,0) (0.0323654,0) 0.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.6303,0) 0.2
2 (0.999999,0) (0.159042,0) 0.2
3 (1,0) (3.23004,0) 0.2
4 (1,0) (1.83042,0) 0.3
5 (1,0) (1.69919,0) 0.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.162029,0) 0.3
3 (0.0247444,0) (1.4363,0) 0.3
2 (0.0247444,0) (0.0145495,0) 0.3
1 (0.0255041,0) (0.0261439,0) 0.3
0 (0.0167272,0) (0.0277132,0) 0.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.83042,0) 0.3
3 (1,0) (3.11629,0) 0.3
2 (1,0) (0.272781,0) 0.3
1 (1,0) (1.55865,0) 0.3
0 (1,0) (1.68988,0) 0.3
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0261439,0) 0.3
2 (0.0247445,0) (0.0145495,0) 0.3
3 (0.0247445,0) (1.36085,0) 0.4
4 (0.0255043,0) (0.248844,0) 0.4
5 (0.016727,0) (0.0390116,0) 0.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.55865,0) 0.3
2 (1,0) (0.272781,0) 0.3
3 (0.999999,0) (3.02666,0) 0.4
4 (1,0) (1.91866,0) 0.4
5 (1,0) (1.7077,0) 0.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.248844,0) 0.4
3 (0.0247445,0) (1.36085,0) 0.4
2 (0.0247444,0) (0.0287159,0) 0.4
1 (0.0255043,0) (0.0247247,0) 0.4
0 (0.016727,0) (0.0258514,0) 0.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.91866,0) 0.4
3 (1,0) (3.02667,0) 0.4
2 (1,0) (0.36239,0) 0.4
1 (1,0) (1.47042,0) 0.4
0 (1,0) (1.68138,0) 0.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.0247247,0) 0.4
2 (0.0247444,0) (0.0420003,0) 0.5
3 (0.0247444,0) (1.27775,0) 0.5
4 (0.0255042,0) (0.346035,0) 0.5
5 (0.0167269,0) (0.0521729,0) 0.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.47042,0) 0.4
2 (1,0) (0.458792,0) 0.5
3 (1,0) (2.93029,0) 0.5
4 (0.999999,0) (2.01788,0) 0.5
5 (0.999999,0) (1.72299,0) 0.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.346035,0) 0.5
3 (0.0247444,0) (1.27774,0) 0.5
2 (0.0247443,0) (0.0420003,0) 0.5
1 (0.0255043,0) (0.0226865,0) 0.5
0 (0.0167269,0) (0.0237199,0) 0.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.01788,0) 0.5
3 (1,0) (2.93026,0) 0.5
2 (1,0) (0.458793,0) 0.5
1 (1,0) (1.37119,0) 0.5
0 (1,0) (1.66608,0) 0.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.0199469,0) 0.6
2 (0.0247445,0) (0.0576696,0) 0.6
3 (0.0247444,0) (1.1423,0) 0.6
4 (0.0255042,0) (0.449061,0) 0.6
5 (0.0167271,0) (0.0741564,0) 0.6
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.26542,0) 0.6
2 (1,0) (0.609903,0) 0.6
3 (1,0) (2.77915,0) 0.6
4 (0.999999,0) (2.12365,0) 0.6
5 (0.999999,0) (1.74689,0) 0.6
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.449061,0) 0.6
3 (0.0247444,0) (1.1423,0) 0.6
2 (0.0247445,0) (0.0576698,0) 0.6
1 (0.0255043,0) (0.0171848,0) 0.7
0 (0.0167271,0) (0.0200837,0) 0.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.12365,0) 0.6
3 (1,0) (2.77916,0) 0.6
2 (0.999999,0) (0.609903,0) 0.6
1 (1,0) (1.16124,0) 0.7
0 (1,0) (1.60733,0) 0.7
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.0171848,0) 0.7
2 (0.0247445,0) (0.085149,0) 0.7
3 (0.0247444,0) (0.954614,0) 0.7
4 (0.0255041,0) (0.550485,0) 0.7
5 (0.0167271,0) (0.10729,0) 0.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.16124,0) 0.7
2 (1,0) (0.825071,0) 0.7
3 (1,0) (2.564,0) 0.7
4 (1,0) (2.22784,0) 0.7
5 (1,0) (1.78174,0) 0.7
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.550485,0) 0.7
3 (0.0247444,0) (0.954614,0) 0.7
2 (0.0247444,0) (0.126798,0) 0.8
1 (0.0255043,0) (0.015663,0) 0.8
0 (0.0167271,0) (0.0182201,0) 0.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.22784,0) 0.7
3 (1,0) (2.564,0) 0.7
2 (0.999999,0) (1.06397,0) 0.8
1 (1,0) (1.07326,0) 0.8
0 (1,0) (1.5585,0) 0.8
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.015663,0) 0.8
2 (0.0247445,0) (0.126798,0) 0.8
3 (0.0247444,0) (0.757358,0) 0.8
4 (0.0255041,0) (0.636938,0) 0.8
5 (0.0167271,0) (0.154255,0) 0.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.07326,0) 0.8
2 (1,0) (1.06397,0) 0.8
3 (1,0) (2.32509,0) 0.8
4 (1,0) (2.31581,0) 0.8
5 (1,0) (1.83057,0) 0.8
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.636938,0) 0.8
3 (0.0247444,0) (0.590659,0) 0.9
2 (0.0247444,0) (0.171592,0) 0.9
1 (0.0255041,0) (0.0172352,0) 0.9
0 (0.016727,0) (0.016183,0) 0.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.31581,0) 0.8
3 (1,0) (2.1136,0) 0.9
2 (1,0) (1.27547,0) 0.9
1 (1,0) (1.01748,0) 0.9
0 (1,0) (1.49302,0) 0.9
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0172352,0) 0.9
2 (0.0247444,0) (0.171593,0) 0.9
3 (0.0247444,0) (0.590659,0) 0.9
4 (0.0255042,0) (0.694289,0) 0.9
5 (0.016727,0) (0.217695,0) 0.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.01748,0) 0.9
2 (1,0) (1.27547,0) 0.9
3 (1,0) (2.1136,0) 0.9
4 (0.999999,0) (2.37159,0) 0.9
5 (0.999999,0) (1.89605,0) 0.9
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.717214,0) 1
3 (0.0247444,0) (0.461089,0) 1
2 (0.0247444,0) (0.206078,0) 1
1 (0.0255042,0) (0.0235554,0) 1
0 (0.016727,0) (0.0146711,0) 1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.38819,0) 1
3 (1,0) (1.94955,0) 1
2 (1,0) (1.43953,0) 1
1 (1,0) (1.00088,0) 1
0 (1,0) (1.41092,0) 1
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0235554,0) 1
2 (0.0247444,0) (0.206078,0) 1
3 (0.0247444,0) (0.46109,0) 1
4 (0.0255042,0) (0.711402,0) 1.1
5 (0.016727,0) (0.392695,0) 1.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.00088,0) 1
2 (1,0) (1.43952,0) 1
3 (1,0) (1.94955,0) 1
4 (0.999999,0) (2.37205,0) 1.1
5 (0.999999,0) (2.07274,0) 1.1
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.711402,0) 1.1
3 (0.0247444,0) (0.352391,0) 1.1
2 (0.0247444,0) (0.228524,0) 1.1
1 (0.0255042,0) (0.0338873,0) 1.1
0 (0.016727,0) (0.0144893,0) 1.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.37205,0) 1.1
3 (1,0) (1.8184,0) 1.1
2 (1,0) (1.57067,0) 1.1
1 (0.999999,0) (1.01702,0) 1.1
0 (0.999999,0) (1.31633,0) 1.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0338873,0) 1.1
2 (0.0247444,0) (0.228524,0) 1.1
3 (0.0247444,0) (0.253506,0) 1.2
4 (0.0255042,0) (0.684524,0) 1.2
5 (0.016727,0) (0.49455,0) 1.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.01702,0) 1.1
2 (1,0) (1.57067,0) 1.1
3 (1,0) (1.70081,0) 1.2
4 (1,0) (2.33463,0) 1.2
5 (1,0) (2.17349,0) 1.2
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.684524,0) 1.2
3 (0.0247445,0) (0.253506,0) 1.2
2 (0.0247444,0) (0.247233,0) 1.2
1 (0.0255042,0) (0.0444346,0) 1.2
0 (0.016727,0) (0.015594,0) 1.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.33463,0) 1.2
3 (1,0) (1.70081,0) 1.2
2 (1,0) (1.68826,0) 1.2
1 (1,0) (1.05445,0) 1.2
0 (0.999999,0) (1.21558,0) 1.2
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0444346,0) 1.2
2 (0.0247444,0) (0.265945,0) 1.3
3 (0.0247444,0) (0.169967,0) 1.3
4 (0.0255042,0) (0.636991,0) 1.3
5 (0.016727,0) (0.599173,0) 1.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.05445,0) 1.2
2 (1,0) (1.79051,0) 1.3
3 (0.999999,0) (1.59856,0) 1.3
4 (0.999999,0) (2.27911,0) 1.3
5 (0.999999,0) (2.27663,0) 1.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.636991,0) 1.3
3 (0.0247445,0) (0.169966,0) 1.3
2 (0.0247444,0) (0.265946,0) 1.3
1 (0.0255042,0) (0.0524178,0) 1.3
0 (0.016727,0) (0.017075,0) 1.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.27911,0) 1.3
3 (1,0) (1.59856,0) 1.3
2 (1,0) (1.79051,0) 1.3
1 (1,0) (1.10996,0) 1.3
0 (1,0) (1.11244,0) 1.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0614915,0) 1.4
2 (0.0247444,0) (0.27661,0) 1.4
3 (0.0247444,0) (0.114292,0) 1.4
4 (0.0255041,0) (0.564444,0) 1.4
5 (0.0167271,0) (0.707049,0) 1.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.19158,0) 1.4
2 (0.999999,0) (1.85685,0) 1.4
3 (1,0) (1.53222,0) 1.4
4 (0.999999,0) (2.19749,0) 1.4
5 (0.999999,0) (2.38339,0) 1.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.564444,0) 1.4
3 (0.0247445,0) (0.114292,0) 1.4
2 (0.0247445,0) (0.27661,0) 1.4
1 (0.0255041,0) (0.0800773,0) 1.5
0 (0.0167271,0) (0.0191675,0) 1.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.19749,0) 1.4
3 (0.999999,0) (1.53222,0) 1.4
2 (1,0) (1.85685,0) 1.4
1 (1,0) (1.30604,0) 1.5
0 (1,0) (0.893374,0) 1.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0800773,0) 1.5
2 (0.0247445,0) (0.268623,0) 1.5
3 (0.0247443,0) (0.0931253,0) 1.5
4 (0.0255042,0) (0.468569,0) 1.5
5 (0.016727,0) (0.820329,0) 1.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.30604,0) 1.5
2 (1,0) (1.87003,0) 1.5
3 (1,0) (1.51904,0) 1.5
4 (1,0) (2.08303,0) 1.5
5 (1,0) (2.4957,0) 1.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.468569,0) 1.5
3 (0.0247445,0) (0.0931254,0) 1.5
2 (0.0247444,0) (0.241501,0) 1.6
1 (0.0255043,0) (0.111223,0) 1.6
0 (0.0167269,0) (0.0206583,0) 1.6
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.08303,0) 1.5
3 (0.999999,0) (1.51904,0) 1.5
2 (1,0) (1.83319,0) 1.6
1 (1,0) (1.44355,0) 1.6
0 (1,0) (0.780867,0) 1.6
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.111223,0) 1.6
2 (0.0247443,0) (0.241501,0) 1.6
3 (0.0247445,0) (0.102843,0) 1.6
4 (0.0255043,0) (0.362206,0) 1.6
5 (0.016727,0) (0.934327,0) 1.6
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.44355,0) 1.6
2 (1,0) (1.8332,0) 1.6
3 (1,0) (1.55588,0) 1.6
4 (1,0) (1.94552,0) 1.6
5 (1,0) (2.60821,0) 1.6
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.362206,0) 1.6
3 (0.0247444,0) (0.131926,0) 1.7
2 (0.0247445,0) (0.20537,0) 1.7
1 (0.0255042,0) (0.145463,0) 1.7
0 (0.0167269,0) (0.0228557,0) 1.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.94552,0) 1.6
3 (1,0) (1.62109,0) 1.7
2 (1,0) (1.76798,0) 1.7
1 (1,0) (1.57715,0) 1.7
0 (1,0) (0.683105,0) 1.7
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.145463,0) 1.7
2 (0.0247444,0) (0.20537,0) 1.7
3 (0.0247444,0) (0.131926,0) 1.7
4 (0.0255041,0) (0.262851,0) 1.7
5 (0.0167271,0) (1.03429,0) 1.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.57715,0) 1.7
2 (0.999999,0) (1.76798,0) 1.7
3 (1,0) (1.62109,0) 1.7
4 (0.999998,0) (1.81193,0) 1.7
5 (0.999999,0) (2.70597,0) 1.7
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.183296,0) 1.8
3 (0.0247444,0) (0.165942,0) 1.8
2 (0.0247445,0) (0.170965,0) 1.8
1 (0.0255042,0) (0.168121,0) 1.8
0 (0.0167271,0) (0.0254,0) 1.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999998,0) (1.70971,0) 1.8
3 (1,0) (1.68951,0) 1.8
2 (1,0) (1.69956,0) 1.8
1 (1,0) (1.67936,0) 1.8
0 (1,0) (0.615795,0) 1.8
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.168121,0) 1.8
2 (0.0247444,0) (0.170964,0) 1.8
3 (0.0247444,0) (0.165942,0) 1.8
4 (0.0255041,0) (0.129262,0) 1.9
5 (0.0167271,0) (1.13988,0) 1.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.67936,0) 1.8
2 (1,0) (1.69956,0) 1.8
3 (1,0) (1.68951,0) 1.8
4 (0.999999,0) (1.64858,0) 1.9
5 (1,0) (2.80632,0) 1.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.129262,0) 1.9
3 (0.0247444,0) (0.193665,0) 1.9
2 (0.0247443,0) (0.142264,0) 1.9
1 (0.0255042,0) (0.17522,0) 1.9
0 (0.016727,0) (0.0280978,0) 1.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (1.64858,0) 1.9
3 (1,0) (1.74594,0) 1.9
2 (1,0) (1.64313,0) 1.9
1 (1,0) (1.74049,0) 1.9
0 (1,0) (0.582756,0) 1.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.17522,0) 1.9
2 (0.0247444,0) (0.142264,0) 1.9
3 (0.0247444,0) (0.211175,0) 2
4 (0.0255041,0) (0.102877,0) 2
5 (0.016727,0) (1.152,0) 2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.74049,0) 1.9
2 (1,0) (1.64314,0) 1.9
3 (0.999999,0) (1.78778,0) 2
4 (1,0) (1.61875,0) 2
5 (1,0) (2.8155,0) 2
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.102877,0) 2
3 (0.0247444,0) (0.211175,0) 2
2 (0.0247445,0) (0.117931,0) 2
1 (0.0255041,0) (0.178659,0) 2
0 (0.0167269,0) (0.0310331,0) 2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.61875,0) 2
3 (0.999999,0) (1.78778,0) 2
2 (1,0) (1.60129,0) 2
1 (1,0) (1.77032,0) 2
0 (1,0) (0.573566,0) 2
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.178659,0) 2
2 (0.0247445,0) (0.0965566,0) 2.1
3 (0.0247444,0) (0.220018,0) 2.1
4 (0.0255041,0) (0.105114,0) 2.1
5 (0.016727,0) (1.15227,0) 2.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.77032,0) 2
2 (1,0) (1.57107,0) 2.1
3 (0.999999,0) (1.818,0) 2.1
4 (1,0) (1.60756,0) 2.1
5 (1,0) (2.81306,0) 2.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.105114,0) 2.1
3 (0.0247444,0) (0.220019,0) 2.1
2 (0.0247444,0) (0.0965564,0) 2.1
1 (0.0255041,0) (0.192089,0) 2.1
0 (0.0167271,0) (0.0337469,0) 2.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.60756,0) 2.1
3 (1,0) (1.818,0) 2.1
2 (1,0) (1.57107,0) 2.1
1 (1,0) (1.78151,0) 2.1
0 (1,0) (0.576009,0) 2.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.213194,0) 2.2
2 (0.0247444,0) (0.0797759,0) 2.2
3 (0.0247443,0) (0.221373,0) 2.2
4 (0.0255042,0) (0.135961,0) 2.2
5 (0.016727,0) (1.13873,0) 2.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.77177,0) 2.2
2 (0.999999,0) (1.55294,0) 2.2
3 (1,0) (1.83613,0) 2.2
4 (0.999999,0) (1.6173,0) 2.2
5 (0.999999,0) (2.79828,0) 2.2
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.135961,0) 2.2
3 (0.0247444,0) (0.221373,0) 2.2
2 (0.0247443,0) (0.079776,0) 2.2
1 (0.0255042,0) (0.224482,0) 2.3
0 (0.0167271,0) (0.0340064,0) 2.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (1.6173,0) 2.2
3 (1,0) (1.83613,0) 2.2
2 (1,0) (1.55294,0) 2.2
1 (1,0) (1.72355,0) 2.3
0 (1,0) (0.631717,0) 2.3
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.224482,0) 2.3
2 (0.0247444,0) (0.0722229,0) 2.3
3 (0.0247444,0) (0.213117,0) 2.3
4 (0.0255042,0) (0.195465,0) 2.3
5 (0.0167269,0) (1.09683,0) 2.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.72355,0) 2.3
2 (1,0) (1.55364,0) 2.3
3 (1,0) (1.83543,0) 2.3
4 (1,0) (1.66552,0) 2.3
5 (1,0) (2.75736,0) 2.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.195465,0) 2.3
3 (0.0247444,0) (0.213116,0) 2.3
2 (0.0247444,0) (0.078808,0) 2.4
1 (0.0255042,0) (0.212845,0) 2.4
0 (0.016727,0) (0.0320456,0) 2.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.66552,0) 2.3
3 (1,0) (1.83543,0) 2.3
2 (1,0) (1.58063,0) 2.4
1 (0.999999,0) (1.62297,0) 2.4
0 (0.999999,0) (0.709929,0) 2.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.212845,0) 2.4
2 (0.0247444,0) (0.0788081,0) 2.4
3 (0.0247444,0) (0.192715,0) 2.4
4 (0.0255041,0) (0.28441,0) 2.4
5 (0.0167269,0) (1.01665,0) 2.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.62297,0) 2.4
2 (1,0) (1.58063,0) 2.4
3 (1,0) (1.80844,0) 2.4
4 (1,0) (1.7661,0) 2.4
5 (1,0) (2.67914,0) 2.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.28441,0) 2.4
3 (0.0247444,0) (0.161648,0) 2.5
2 (0.0247444,0) (0.0998216,0) 2.5
1 (0.0255041,0) (0.184837,0) 2.5
0 (0.0167271,0) (0.0314334,0) 2.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.7661,0) 2.4
3 (1,0) (1.75636,0) 2.5
2 (1,0) (1.63271,0) 2.5
1 (1,0) (1.47922,0) 2.5
0 (1,0) (0.818974,0) 2.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.184837,0) 2.5
2 (0.0247444,0) (0.0998213,0) 2.5
3 (0.0247444,0) (0.161649,0) 2.5
4 (0.0255042,0) (0.400153,0) 2.5
5 (0.016727,0) (0.906995,0) 2.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.47922,0) 2.5
2 (1,0) (1.63271,0) 2.5
3 (0.999999,0) (1.75636,0) 2.5
4 (1,0) (1.90985,0) 2.5
5 (1,0) (2.5701,0) 2.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.530208,0) 2.6
3 (0.0247444,0) (0.126744,0) 2.6
2 (0.0247444,0) (0.127845,0) 2.6
1 (0.0255043,0) (0.159534,0) 2.6
0 (0.016727,0) (0.0329232,0) 2.6
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.06521,0) 2.6
3 (1,0) (1.69343,0) 2.6
2 (0.999999,0) (1.69564,0) 2.6
1 (0.999999,0) (1.32386,0) 2.6
0 (0.999998,0) (0.937478,0) 2.6
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.159534,0) 2.6
2 (0.0247445,0) (0.127845,0) 2.6
3 (0.0247444,0) (0.126744,0) 2.6
4 (0.0255043,0) (0.653681,0) 2.7
5 (0.016727,0) (0.682245,0) 2.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.32386,0) 2.6
2 (1,0) (1.69564,0) 2.6
3 (1,0) (1.69344,0) 2.6
4 (1,0) (2.20021,0) 2.7
5 (1,0) (2.34237,0) 2.7
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.653681,0) 2.7
3 (0.0247444,0) (0.0982979,0) 2.7
2 (0.0247443,0) (0.151876,0) 2.7
1 (0.0255041,0) (0.14801,0) 2.7
0 (0.016727,0) (0.0344083,0) 2.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.20021,0) 2.7
3 (1,0) (1.64096,0) 2.7
2 (1,0) (1.74811,0) 2.7
1 (1,0) (1.18886,0) 2.7
0 (1,0) (1.0467,0) 2.7
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.14801,0) 2.7
2 (0.0247444,0) (0.151875,0) 2.7
3 (0.0247444,0) (0.0865545,0) 2.8
4 (0.0255041,0) (0.75362,0) 2.8
5 (0.0167271,0) (0.583543,0) 2.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.18886,0) 2.7
2 (1,0) (1.74811,0) 2.7
3 (1,0) (1.61444,0) 2.8
4 (1,0) (2.3046,0) 2.8
5 (1,0) (2.24497,0) 2.8
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.75362,0) 2.8
3 (0.0247444,0) (0.0865547,0) 2.8
2 (0.0247444,0) (0.16665,0) 2.8
1 (0.0255042,0) (0.143556,0) 2.8
0 (0.016727,0) (0.0331135,0) 2.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.3046,0) 2.8
3 (1,0) (1.61444,0) 2.8
2 (1,0) (1.77463,0) 2.8
1 (0.999999,0) (1.08447,0) 2.8
0 (0.999999,0) (1.14411,0) 2.8
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.143556,0) 2.8
2 (0.0247445,0) (0.176819,0) 2.9
3 (0.0247444,0) (0.0974133,0) 2.9
4 (0.0255043,0) (0.827995,0) 2.9
5 (0.0167271,0) (0.484291,0) 2.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.08447,0) 2.8
2 (1,0) (1.77394,0) 2.9
3 (1,0) (1.61513,0) 2.9
4 (1,0) (2.39011,0) 2.9
5 (1,0) (2.14986,0) 2.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.827995,0) 2.9
3 (0.0247444,0) (0.0974134,0) 2.9
2 (0.0247444,0) (0.17682,0) 2.9
1 (0.0255042,0) (0.132422,0) 2.9
0 (0.016727,0) (0.0289659,0) 2.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.39011,0) 2.9
3 (1,0) (1.61513,0) 2.9
2 (1,0) (1.77394,0) 2.9
1 (1,0) (0.998963,0) 2.9
0 (1,0) (1.23921,0) 2.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.110437,0) 3
2 (0.0247444,0) (0.189965,0) 3
3 (0.0247444,0) (0.130403,0) 3
4 (0.0255042,0) (0.885228,0) 3
5 (0.0167269,0) (0.381766,0) 3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (0.919745,0) 3
2 (1,0) (1.7541,0) 3
3 (0.999999,0) (1.63497,0) 3
4 (1,0) (2.46933,0) 3
5 (1,0) (2.0513,0) 3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.885228,0) 3
3 (0.0247444,0) (0.130403,0) 3
2 (0.0247444,0) (0.189965,0) 3
1 (0.0255042,0) (0.0863929,0) 3.1
0 (0.016727,0) (0.0240619,0) 3.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.46933,0) 3
3 (1,0) (1.63498,0) 3
2 (0.999999,0) (1.7541,0) 3
1 (1,0) (0.853006,0) 3.1
0 (1,0) (1.43226,0) 3.1
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0863929,0) 3.1
2 (0.0247444,0) (0.206271,0) 3.1
3 (0.0247444,0) (0.182599,0) 3.1
4 (0.0255042,0) (0.927922,0) 3.1
5 (0.016727,0) (0.286336,0) 3.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (0.853006,0) 3.1
2 (0.999999,0) (1.71821,0) 3.1
3 (1,0) (1.67086,0) 3.1
4 (0.999999,0) (2.53606,0) 3.1
5 (0.999999,0) (1.95681,0) 3.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.927922,0) 3.1
3 (0.0247444,0) (0.182599,0) 3.1
2 (0.0247444,0) (0.217375,0) 3.2
1 (0.0255042,0) (0.0708277,0) 3.2
0 (0.016727,0) (0.0256702,0) 3.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.53606,0) 3.1
3 (0.999999,0) (1.67086,0) 3.1
2 (1,0) (1.65693,0) 3.2
1 (1,0) (0.821404,0) 3.2
0 (1,0) (1.50797,0) 3.2
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0708277,0) 3.2
2 (0.0247444,0) (0.217374,0) 3.2
3 (0.0247444,0) (0.254976,0) 3.2
4 (0.0255043,0) (0.94396,0) 3.2
5 (0.016727,0) (0.212239,0) 3.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (0.821404,0) 3.2
2 (1,0) (1.65693,0) 3.2
3 (1,0) (1.73214,0) 3.2
4 (0.999999,0) (2.56767,0) 3.2
5 (0.999999,0) (1.8811,0) 3.2
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.94396,0) 3.2
3 (0.0247444,0) (0.351097,0) 3.3
2 (0.0247444,0) (0.215606,0) 3.3
1 (0.0255042,0) (0.0652418,0) 3.3
0 (0.016727,0) (0.0267931,0) 3.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.56767,0) 3.2
3 (1,0) (1.83003,0) 3.3
2 (1,0) (1.55905,0) 3.3
1 (1,0) (0.843177,0) 3.3
0 (1,0) (1.55649,0) 3.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0652418,0) 3.3
2 (0.0247444,0) (0.215607,0) 3.3
3 (0.0247444,0) (0.351097,0) 3.3
4 (0.0255042,0) (0.916602,0) 3.3
5 (0.016727,0) (0.164842,0) 3.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (0.843177,0) 3.3
2 (1,0) (1.55905,0) 3.3
3 (0.999999,0) (1.83003,0) 3.3
4 (1,0) (2.5459,0) 3.3
5 (1,0) (1.83258,0) 3.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.843095,0) 3.4
3 (0.0247444,0) (0.466558,0) 3.4
2 (0.0247444,0) (0.202733,0) 3.4
1 (0.0255043,0) (0.0632397,0) 3.4
0 (0.016727,0) (0.0255469,0) 3.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.47439,0) 3.4
3 (1,0) (1.95836,0) 3.4
2 (1,0) (1.43071,0) 3.4
1 (1,0) (0.914682,0) 3.4
0 (0.999999,0) (1.58195,0) 3.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.0632397,0) 3.4
2 (0.0247444,0) (0.202732,0) 3.4
3 (0.0247444,0) (0.466558,0) 3.4
4 (0.0255042,0) (0.741201,0) 3.5
5 (0.016727,0) (0.12295,0) 3.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (0.914682,0) 3.4
2 (1,0) (1.43071,0) 3.4
3 (1,0) (1.95836,0) 3.4
4 (0.999999,0) (2.37629,0) 3.5
5 (0.999999,0) (1.79415,0) 3.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.741201,0) 3.5
3 (0.0247444,0) (0.583861,0) 3.5
2 (0.0247444,0) (0.189306,0) 3.5
1 (0.0255043,0) (0.0594451,0) 3.5
0 (0.0167271,0) (0.0233395,0) 3.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.37629,0) 3.5
3 (1,0) (2.08909,0) 3.5
2 (1,0) (1.29998,0) 3.5
1 (1,0) (1.01278,0) 3.5
0 (1,0) (1.59492,0) 3.5
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.0594451,0) 3.5
2 (0.0247444,0) (0.189306,0) 3.5
3 (0.0247444,0) (0.685197,0) 3.6
4 (0.0255041,0) (0.63643,0) 3.6
5 (0.016727,0) (0.115152,0) 3.6
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.01278,0) 3.5
2 (0.999999,0) (1.29998,0) 3.5
3 (1,0) (2.19317,0) 3.6
4 (0.999999,0) (2.27662,0) 3.6
5 (1,0) (1.78666,0) 3.6
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.63643,0) 3.6
3 (0.0247444,0) (0.685197,0) 3.6
2 (0.0247444,0) (0.186568,0) 3.6
1 (0.0255042,0) (0.0543456,0) 3.6
0 (0.0167271,0) (0.0230262,0) 3.6
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.27662,0) 3.6
3 (0.999999,0) (2.19316,0) 3.6
2 (1,0) (1.19591,0) 3.6
1 (1,0) (1.11245,0) 3.6
0 (0.999999,0) (1.60241,0) 3.6
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0543456,0) 3.6
2 (0.0247444,0) (0.198218,0) 3.7
3 (0.0247444,0) (0.770653,0) 3.7
4 (0.0255042,0) (0.543092,0) 3.7
5 (0.0167271,0) (0.115719,0) 3.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.11245,0) 3.6
2 (0.999999,0) (1.1221,0) 3.7
3 (1,0) (2.26697,0) 3.7
4 (1,0) (2.18689,0) 3.7
5 (1,0) (1.78473,0) 3.7
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.543092,0) 3.7
3 (0.0247444,0) (0.770653,0) 3.7
2 (0.0247444,0) (0.198218,0) 3.7
1 (0.0255042,0) (0.0507437,0) 3.7
0 (0.016727,0) (0.0255294,0) 3.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.18689,0) 3.7
3 (1,0) (2.26697,0) 3.7
2 (1,0) (1.1221,0) 3.7
1 (1,0) (1.20219,0) 3.7
0 (1,0) (1.60434,0) 3.7
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0485792,0) 3.8
2 (0.0247444,0) (0.217289,0) 3.8
3 (0.0247444,0) (0.855649,0) 3.8
4 (0.0255042,0) (0.457797,0) 3.8
5 (0.016727,0) (0.125489,0) 3.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.28532,0) 3.8
2 (1,0) (1.05618,0) 3.8
3 (1,0) (2.3329,0) 3.8
4 (0.999999,0) (2.10375,0) 3.8
5 (0.999999,0) (1.79101,0) 3.8
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.457797,0) 3.8
3 (0.0247444,0) (0.855649,0) 3.8
2 (0.0247444,0) (0.217289,0) 3.8
1 (0.0255041,0) (0.0456775,0) 3.9
0 (0.016727,0) (0.0313271,0) 3.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.10375,0) 3.8
3 (0.999999,0) (2.3329,0) 3.8
2 (0.999998,0) (1.05618,0) 3.8
1 (0.999999,0) (1.36943,0) 3.9
0 (0.999999,0) (1.58368,0) 3.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0456775,0) 3.9
2 (0.0247444,0) (0.2307,0) 3.9
3 (0.0247444,0) (0.945488,0) 3.9
4 (0.0255043,0) (0.370789,0) 3.9
5 (0.0167271,0) (0.142185,0) 3.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.36943,0) 3.9
2 (1,0) (0.979749,0) 3.9
3 (1,0) (2.40932,0) 3.9
4 (0.999999,0) (2.01965,0) 3.9
5 (0.999999,0) (1.80539,0) 3.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.370789,0) 3.9
3 (0.0247444,0) (0.945487,0) 3.9
2 (0.0247445,0) (0.230592,0) 4
1 (0.0255041,0) (0.0427168,0) 4
0 (0.016727,0) (0.0324867,0) 4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (0.999999,0) (2.01965,0) 3.9
3 (1,0) (2.40932,0) 3.9
2 (0.999999,0) (0.906176,0) 4
1 (1,0) (1.45434,0) 4
0 (1,0) (1.56486,0) 4
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0427168,0) 4
2 (0.0247445,0) (0.230592,0) 4
3 (0.0247444,0) (1.01895,0) 4
4 (0.0255042,0) (0.282908,0) 4
5 (0.016727,0) (0.162157,0) 4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.45434,0) 4
2 (0.999999,0) (0.906175,0) 4
3 (0.999999,0) (2.4829,0) 4
4 (1,0) (1.93473,0) 4
5 (1,0) (1.82421,0) 4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.282908,0) 4
3 (0.0247444,0) (1.04679,0) 4.1
2 (0.0247444,0) (0.223703,0) 4.1
1 (0.0255042,0) (0.044244,0) 4.1
0 (0.016727,0) (0.0342112,0) 4.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.93473,0) 4
3 (1,0) (2.51762,0) 4.1
2 (1,0) (0.871452,0) 4.1
1 (1,0) (1.52824,0) 4.1
0 (1,0) (1.54609,0) 4.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.044244,0) 4.1
2 (0.0247444,0) (0.223702,0) 4.1
3 (0.0247443,0) (1.04679,0) 4.1
4 (0.0255043,0) (0.210538,0) 4.1
5 (0.016727,0) (0.182653,0) 4.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.52824,0) 4.1
2 (1,0) (0.87145,0) 4.1
3 (1,0) (2.51762,0) 4.1
4 (1,0) (1.86083,0) 4.1
5 (1,0) (1.84298,0) 4.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.172697,0) 4.2
3 (0.0247444,0) (1.02586,0) 4.2
2 (0.0247444,0) (0.226392,0) 4.2
1 (0.0255043,0) (0.0528297,0) 4.2
0 (0.016727,0) (0.0374829,0) 4.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.8144,0) 4.2
3 (1,0) (2.494,0) 4.2
2 (1,0) (0.895073,0) 4.2
1 (0.999999,0) (1.57467,0) 4.2
0 (0.999998,0) (1.53083,0) 4.2
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255043,0) (0.0528297,0) 4.2
2 (0.0247444,0) (0.226391,0) 4.2
3 (0.0247444,0) (1.02586,0) 4.2
4 (0.0255041,0) (0.173035,0) 4.3
5 (0.0167271,0) (0.214411,0) 4.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.57467,0) 4.2
2 (1,0) (0.895073,0) 4.2
3 (0.999999,0) (2.494,0) 4.2
4 (1,0) (1.80369,0) 4.3
5 (1,0) (1.86749,0) 4.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.173035,0) 4.3
3 (0.0247444,0) (0.985293,0) 4.3
2 (0.0247444,0) (0.245972,0) 4.3
1 (0.0255041,0) (0.0638795,0) 4.3
0 (0.016727,0) (0.0414545,0) 4.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.80369,0) 4.3
3 (0.999999,0) (2.43386,0) 4.3
2 (0.999999,0) (0.955213,0) 4.3
1 (1,0) (1.58538,0) 4.3
0 (1,0) (1.52158,0) 4.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0638795,0) 4.3
2 (0.0247444,0) (0.245972,0) 4.3
3 (0.0247444,0) (0.954177,0) 4.4
4 (0.0255041,0) (0.196307,0) 4.4
5 (0.016727,0) (0.22038,0) 4.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.58538,0) 4.3
2 (1,0) (0.955214,0) 4.3
3 (1,0) (2.37992,0) 4.4
4 (1,0) (1.82121,0) 4.4
5 (1,0) (1.86992,0) 4.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.196307,0) 4.4
3 (0.0247444,0) (0.954177,0) 4.4
2 (0.0247444,0) (0.268796,0) 4.4
1 (0.0255042,0) (0.0696291,0) 4.4
0 (0.0167271,0) (0.0450002,0) 4.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.82121,0) 4.4
3 (1,0) (2.37992,0) 4.4
2 (0.999999,0) (1.00915,0) 4.4
1 (0.999999,0) (1.56786,0) 4.4
0 (1,0) (1.51916,0) 4.4
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0696291,0) 4.4
2 (0.0247444,0) (0.273368,0) 4.5
3 (0.0247445,0) (0.929706,0) 4.5
4 (0.0255042,0) (0.224209,0) 4.5
5 (0.0167271,0) (0.222511,0) 4.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.56786,0) 4.4
2 (0.999999,0) (1.0382,0) 4.5
3 (1,0) (2.35087,0) 4.5
4 (1,0) (1.84966,0) 4.5
5 (1,0) (1.86849,0) 4.5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.224209,0) 4.5
3 (0.0247443,0) (0.929707,0) 4.5
2 (0.0247444,0) (0.273368,0) 4.5
1 (0.0255042,0) (0.0690799,0) 4.5
0 (0.016727,0) (0.0485573,0) 4.5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.84966,0) 4.5
3 (1,0) (2.35087,0) 4.5
2 (1,0) (1.0382,0) 4.5
1 (0.999998,0) (1.53941,0) 4.5
0 (0.999998,0) (1.52058,0) 4.5
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0708257,0) 4.6
2 (0.0247444,0) (0.25687,0) 4.6
3 (0.0247444,0) (0.884563,0) 4.6
4 (0.0255043,0) (0.2531,0) 4.6
5 (0.016727,0) (0.228951,0) 4.6
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999998,0) (1.51226,0) 4.6
2 (1,0) (1.06684,0) 4.6
3 (1,0) (2.32223,0) 4.6
4 (1,0) (1.87681,0) 4.6
5 (1,0) (1.86997,0) 4.6
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.2531,0) 4.6
3 (0.0247444,0) (0.884564,0) 4.6
2 (0.0247444,0) (0.256869,0) 4.6
1 (0.0255041,0) (0.0828816,0) 4.7
0 (0.0167271,0) (0.0599538,0) 4.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.87681,0) 4.6
3 (1,0) (2.32223,0) 4.6
2 (1,0) (1.06684,0) 4.6
1 (1,0) (1.48473,0) 4.7
0 (1,0) (1.50885,0) 4.7
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0828816,0) 4.7
2 (0.0247444,0) (0.242178,0) 4.7
3 (0.0247444,0) (0.802324,0) 4.7
4 (0.0255041,0) (0.292692,0) 4.7
5 (0.0167269,0) (0.245636,0) 4.7
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.48473,0) 4.7
2 (1,0) (1.13439,0) 4.7
3 (1,0) (2.25468,0) 4.7
4 (1,0) (1.90434,0) 4.7
5 (1,0) (1.88022,0) 4.7
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255041,0) (0.292692,0) 4.7
3 (0.0247444,0) (0.802324,0) 4.7
2 (0.0247444,0) (0.25308,0) 4.8
1 (0.0255042,0) (0.101017,0) 4.8
0 (0.0167271,0) (0.0659678,0) 4.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.90434,0) 4.7
3 (0.999999,0) (2.25468,0) 4.7
2 (1,0) (1.25052,0) 4.8
1 (1,0) (1.44825,0) 4.8
0 (1,0) (1.49021,0) 4.8
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.101017,0) 4.8
2 (0.0247444,0) (0.25308,0) 4.8
3 (0.0247444,0) (0.697091,0) 4.8
4 (0.0255043,0) (0.347299,0) 4.8
5 (0.016727,0) (0.270295,0) 4.8
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.44825,0) 4.8
2 (1,0) (1.25052,0) 4.8
3 (1,0) (2.13855,0) 4.8
4 (1,0) (1.94082,0) 4.8
5 (0.999999,0) (1.89886,0) 4.8
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255043,0) (0.347299,0) 4.8
3 (0.0247444,0) (0.597495,0) 4.9
2 (0.0247444,0) (0.286243,0) 4.9
1 (0.0255042,0) (0.111462,0) 4.9
0 (0.016727,0) (0.0701254,0) 4.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (1.94082,0) 4.8
3 (0.999999,0) (2.00579,0) 4.9
2 (0.999999,0) (1.38328,0) 4.9
1 (0.999999,0) (1.40255,0) 4.9
0 (0.999999,0) (1.46917,0) 4.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.111462,0) 4.9
2 (0.0247444,0) (0.286243,0) 4.9
3 (0.0247444,0) (0.597496,0) 4.9
4 (0.0255042,0) (0.403444,0) 4.9
5 (0.016727,0) (0.29549,0) 4.9
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (0.999999,0) (1.40255,0) 4.9
2 (1,0) (1.38328,0) 4.9
3 (1,0) (2.00579,0) 4.9
4 (1,0) (1.98652,0) 4.9
5 (1,0) (1.9199,0) 4.9
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.440177,0) 5
3 (0.0247444,0) (0.519301,0) 5
2 (0.0247444,0) (0.315348,0) 5
1 (0.0255042,0) (0.106549,0) 5
0 (0.016727,0) (0.0738914,0) 5
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.02816,0) 5
3 (1,0) (1.89849,0) 5
2 (1,0) (1.49058,0) 5
1 (1,0) (1.36091,0) 5
0 (1,0) (1.45006,0) 5
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.106549,0) 5
2 (0.0247444,0) (0.315349,0) 5
3 (0.0247444,0) (0.519302,0) 5
4 (0.0255042,0) (0.449561,0) 5.1
5 (0.016727,0) (0.345437,0) 5.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.36091,0) 5
2 (1,0) (1.49058,0) 5
3 (1,0) (1.89849,0) 5
4 (1,0) (2.0501,0) 5.1
5 (1,0) (1.95944,0) 5.1
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.449561,0) 5.1
3 (0.0247444,0) (0.458097,0) 5.1
2 (0.0247444,0) (0.322945,0) 5.1
1 (0.0255041,0) (0.0939918,0) 5.1
0 (0.016727,0) (0.0805304,0) 5.1
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.0501,0) 5.1
3 (1,0) (1.82969,0) 5.1
2 (0.999999,0) (1.55938,0) 5.1
1 (1,0) (1.33897,0) 5.1
0 (1,0) (1.42963,0) 5.1
SuperDensity(Weight of the timeVector)=(1.69453,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255041,0) (0.0939918,0) 5.1
2 (0.0247444,0) (0.322945,0) 5.1
3 (0.0247444,0) (0.402994,0) 5.2
4 (0.0255042,0) (0.441642,0) 5.2
5 (0.016727,0) (0.385863,0) 5.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.33897,0) 5.1
2 (0.999999,0) (1.55938,0) 5.1
3 (1,0) (1.77735,0) 5.2
4 (1,0) (2.04898,0) 5.2
5 (1,0) (1.98916,0) 5.2
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.441642,0) 5.2
3 (0.0247444,0) (0.402994,0) 5.2
2 (0.0247444,0) (0.320179,0) 5.2
1 (0.0255042,0) (0.0872023,0) 5.2
0 (0.016727,0) (0.0912396,0) 5.2
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.04898,0) 5.2
3 (0.999999,0) (1.77735,0) 5.2
2 (1,0) (1.61172,0) 5.2
1 (1,0) (1.3401,0) 5.2
0 (1,0) (1.39991,0) 5.2
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0872023,0) 5.2
2 (0.0247444,0) (0.330602,0) 5.3
3 (0.0247444,0) (0.350138,0) 5.3
4 (0.0255042,0) (0.428713,0) 5.3
5 (0.016727,0) (0.440674,0) 5.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.3401,0) 5.2
2 (0.999999,0) (1.675,0) 5.3
3 (1,0) (1.71407,0) 5.3
4 (1,0) (2.0347,0) 5.3
5 (1,0) (2.03198,0) 5.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
4 (0.0255042,0) (0.428713,0) 5.3
3 (0.0247444,0) (0.350138,0) 5.3
2 (0.0247444,0) (0.330603,0) 5.3
1 (0.0255042,0) (0.0885501,0) 5.3
0 (0.016727,0) (0.103234,0) 5.3
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
4 (1,0) (2.0347,0) 5.3
3 (1,0) (1.71407,0) 5.3
2 (1,0) (1.675,0) 5.3
1 (1,0) (1.35437,0) 5.3
0 (1,0) (1.3571,0) 5.3
SuperDensity(Weight of the timeVector)=(1.69454,0)
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(0,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(0,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(1,0) 
site nupNdown(gs) nupNdown(timevector) time
1 (0.0255042,0) (0.0873716,0) 5.4
2 (0.0247444,0) (0.360175,0) 5.4
#Using Matrix A:
#A(0,0)=(0,0) #A(0,1)=(0,0) #A(0,2)=(0,0) #A(0,3)=(0,0) 
#A(1,0)=(0,0) #A(1,1)=(1,0) #A(1,2)=(0,0) #A(1,3)=(0,0) 
#A(2,0)=(0,0) #A(2,1)=(0,0) #A(2,2)=(1,0) #A(2,3)=(0,0) 
#A(3,0)=(0,0) #A(3,1)=(0,0) #A(3,2)=(0,0) #A(3,3)=(2,0) 
site nup+ndown(gs) nup+ndown(timevector) time
1 (1,0) (1.37183,0) 5.4
2 (1,0) (1.75045,0) 5.4
Fri May 13 10:49:00 PDT 2011
