Gauss seidel

198
Gauss Seidel step:1 x0 = -64/1- (-8 x 0)/1- (1 x 0)/1- (1 x 0)/1 = -64 x1 = -36/-6- (16 x 0)/-6- (4 x 0)/-6- (1 x 0)/-6 = 6 x2 = -4/-4- (16 x 0)/-4- (2 x 0)/-4- (1 x 0)/-4 = 1 x3 = -64/1- (9 x 0)/1- (8 x 0)/1- (-3 x 0)/1 = -64 step:2 x0 = -64/1- (-8 x 6)/1- (1 x 1)/1- (1 x -64)/1 = 47 x1 = -36/-6- (16 x -64)/-6- (4 x 1)/-6- (1 x -64)/-6 = -174.667 x2 = -4/-4- (16 x -64)/-4- (2 x 6)/-4- (1 x -64)/-4 = -268 x3 = -64/1- (9 x -64)/1- (8 x 6)/1- (-3 x 1)/1 = 467 step:3 x0 = -64/1- (-8 x -174.667)/1- (1 x -268)/1- (1 x 467)/1 = - 1660.336 x1 = -36/-6- (16 x 47)/-6- (4 x -268)/-6- (1 x 467)/-6 = 30.5 x2 = -4/-4- (16 x 47)/-4- (2 x -174.667)/-4- (1 x 467)/-4 = 218.416 x3 = -64/1- (9 x 47)/1- (8 x -174.667)/1- (-3 x -268)/1 = 106.336 step:4 x0 = -64/1- (-8 x 30.5)/1- (1 x 218.416)/1- (1 x 106.336)/1 = - 144.752

Transcript of Gauss seidel

Page 1: Gauss seidel

Gauss Seidel

step:1

x0 = -64/1- (-8 x 0)/1- (1 x 0)/1- (1 x 0)/1 = -64

x1 = -36/-6- (16 x 0)/-6- (4 x 0)/-6- (1 x 0)/-6 = 6

x2 = -4/-4- (16 x 0)/-4- (2 x 0)/-4- (1 x 0)/-4 = 1

x3 = -64/1- (9 x 0)/1- (8 x 0)/1- (-3 x 0)/1 = -64

step:2

x0 = -64/1- (-8 x 6)/1- (1 x 1)/1- (1 x -64)/1 = 47

x1 = -36/-6- (16 x -64)/-6- (4 x 1)/-6- (1 x -64)/-6 = -174.667

x2 = -4/-4- (16 x -64)/-4- (2 x 6)/-4- (1 x -64)/-4 = -268

x3 = -64/1- (9 x -64)/1- (8 x 6)/1- (-3 x 1)/1 = 467

step:3

x0 = -64/1- (-8 x -174.667)/1- (1 x -268)/1- (1 x 467)/1 = -1660.336

x1 = -36/-6- (16 x 47)/-6- (4 x -268)/-6- (1 x 467)/-6 = 30.5

x2 = -4/-4- (16 x 47)/-4- (2 x -174.667)/-4- (1 x 467)/-4 = 218.416

x3 = -64/1- (9 x 47)/1- (8 x -174.667)/1- (-3 x -268)/1 = 106.336

step:4

x0 = -64/1- (-8 x 30.5)/1- (1 x 218.416)/1- (1 x 106.336)/1 = -144.752

x1 = -36/-6- (16 x -1660.336)/-6- (4 x 218.416)/-6- (1 x 106.336)/-6 = -4258.229

x2 = -4/-4- (16 x -1660.336)/-4- (2 x 30.5)/-4- (1 x 106.336)/-4 = -6598.51

x3 = -64/1- (9 x -1660.336)/1- (8 x 30.5)/1- (-3 x 218.416)/1 = 15290.272

step:5

Page 2: Gauss seidel

x0 = -64/1- (-8 x -4258.229)/1- (1 x -6598.51)/1- (1 x 15290.272)/1 = -42821.594

x1 = -36/-6- (16 x -144.752)/-6- (4 x -6598.51)/-6- (1 x 15290.272)/-6 = -2230.633

x2 = -4/-4- (16 x -144.752)/-4- (2 x -4258.229)/-4- (1 x 15290.272)/-4 = 1115.445

x3 = -64/1- (9 x -144.752)/1- (8 x -4258.229)/1- (-3 x -6598.51)/1 = 15509.07

step:6

x0 = -64/1- (-8 x -2230.633)/1- (1 x 1115.445)/1- (1 x 15509.07)/1 = -34533.579

x1 = -36/-6- (16 x -42821.594)/-6- (4 x 1115.445)/-6- (1 x 15509.07)/-6 = -110856.442

x2 = -4/-4- (16 x -42821.594)/-4- (2 x -2230.633)/-4- (1 x 15509.07)/-4 = -168523.425

x3 = -64/1- (9 x -42821.594)/1- (8 x -2230.633)/1- (-3 x 1115.445)/1 = 406521.745

step:7

x0 = -64/1- (-8 x -110856.442)/1- (1 x -168523.425)/1- (1 x 406521.745)/1 = -1124913.856

x1 = -36/-6- (16 x -34533.579)/-6- (4 x -168523.425)/-6- (1 x 406521.745)/-6 = -136678.87

x2 = -4/-4- (16 x -34533.579)/-4- (2 x -110856.442)/-4- (1 x 406521.745)/-4 = -91931.101

x3 = -64/1- (9 x -34533.579)/1- (8 x -110856.442)/1- (-3 x -168523.425)/1 = 692019.472

step:8

x0 = -64/1- (-8 x -136678.87)/1- (1 x -91931.101)/1- (1 x 692019.472)/1 = -1693583.331

x1 = -36/-6- (16 x -1124913.856)/-6- (4 x -91931.101)/-6- (1 x 692019.472)/-6 = -2945715.105

x2 = -4/-4- (16 x -1124913.856)/-4- (2 x -136678.87)/-4- (1 x 692019.472)/-4 = -4394988.991

x3 = -64/1- (9 x -1124913.856)/1- (8 x -136678.87)/1- (-3 x -91931.101)/1 = 10941798.361

step:9

x0 = -64/1- (-8 x -2945715.105)/1- (1 x -4394988.991)/1- (1 x 10941798.361)/1 = -30112594.21

x1 = -36/-6- (16 x -1693583.331)/-6- (4 x -4394988.991)/-6- (1 x 10941798.361)/-6 = -5622575.817

Page 3: Gauss seidel

x2 = -4/-4- (16 x -1693583.331)/-4- (2 x -2945715.105)/-4- (1 x 10941798.361)/-4 = -5511740.286

x3 = -64/1- (9 x -1693583.331)/1- (8 x -2945715.105)/1- (-3 x -4394988.991)/1 = 25622939.846

step:10

x0 = -64/1- (-8 x -5622575.817)/1- (1 x -5511740.286)/1- (1 x 25622939.846)/1 = -65091870.096

x1 = -36/-6- (16 x -30112594.21)/-6- (4 x -5511740.286)/-6- (1 x 25622939.846)/-6 = -79704248.776

x2 = -4/-4- (16 x -30112594.21)/-4- (2 x -5622575.817)/-4- (1 x 25622939.846)/-4 = -116855928.787

x3 = -64/1- (9 x -30112594.21)/1- (8 x -5622575.817)/1- (-3 x -5511740.286)/1 = 299458669.568

step:11

x0 = -64/1- (-8 x -79704248.776)/1- (1 x -116855928.787)/1- (1 x 299458669.568)/1 = -820236794.989

x1 = -36/-6- (16 x -65091870.096)/-6- (4 x -116855928.787)/-6- (1 x 299458669.568)/-6 = -201572488.519

x2 = -4/-4- (16 x -65091870.096)/-4- (2 x -79704248.776)/-4- (1 x 299458669.568)/-4 = -225354936.38

x3 = -64/1- (9 x -65091870.096)/1- (8 x -79704248.776)/1- (-3 x -116855928.787)/1 = 872892970.711

step:12

x0 = -64/1- (-8 x -201572488.519)/1- (1 x -225354936.38)/1- (1 x 872892970.711)/1 = -2260118006.483

x1 = -36/-6- (16 x -820236794.989)/-6- (4 x -225354936.38)/-6- (1 x 872892970.711)/-6 = -2192052576.439

x2 = -4/-4- (16 x -820236794.989)/-4- (2 x -201572488.519)/-4- (1 x 872892970.711)/-4 = -3163510180.538

Page 4: Gauss seidel

x3 = -64/1- (9 x -820236794.989)/1- (8 x -201572488.519)/1- (-3 x -225354936.38)/1 = 8318646189.913

step:13

x0 = -64/1- (-8 x -2192052576.439)/1- (1 x -3163510180.538)/1- (1 x 8318646189.913)/1 = -22691556684.887

x1 = -36/-6- (16 x -2260118006.483)/-6- (4 x -3163510180.538)/-6- (1 x 8318646189.913)/-6 = -6749547099.994

x2 = -4/-4- (16 x -2260118006.483)/-4- (2 x -2192052576.439)/-4- (1 x 8318646189.913)/-4 = -8056836765.673

x3 = -64/1- (9 x -2260118006.483)/1- (8 x -2192052576.439)/1- (-3 x -3163510180.538)/1 = 28386952064.245

step:14

x0 = -64/1- (-8 x -6749547099.994)/1- (1 x -8056836765.673)/1- (1 x 28386952064.245)/1 = -74326492162.524

x1 = -36/-6- (16 x -22691556684.887)/-6- (4 x -8056836765.673)/-6- (1 x 28386952064.245)/-6 = -61150883653.44

x2 = -4/-4- (16 x -22691556684.887)/-4- (2 x -6749547099.994)/-4- (1 x 28386952064.245)/-4 = -87044262272.484

x3 = -64/1- (9 x -22691556684.887)/1- (8 x -6749547099.994)/1- (-3 x -8056836765.673)/1 = 234049876602.916

step:15

x0 = -64/1- (-8 x -61150883653.44)/1- (1 x -87044262272.484)/1- (1 x 234049876602.916)/1 = -636212683621.952

x1 = -36/-6- (16 x -74326492162.524)/-6- (4 x -87044262272.484)/-6- (1 x 234049876602.916)/-6 = -217225174508.567

x2 = -4/-4- (16 x -74326492162.524)/-4- (2 x -61150883653.44)/-4- (1 x 234049876602.916)/-4 = -269368941325.087

Page 5: Gauss seidel

x3 = -64/1- (9 x -74326492162.524)/1- (8 x -61150883653.44)/1- (-3 x -87044262272.484)/1 = 897012711808.784

step:16

x0 = -64/1- (-8 x -217225174508.567)/1- (1 x -269368941325.087)/1- (1 x 897012711808.784)/1 = -2365445166616.233

x1 = -36/-6- (16 x -636212683621.952)/-6- (4 x -269368941325.087)/-6- (1 x 897012711808.784)/-6 = -1726644331901.132

x2 = -4/-4- (16 x -636212683621.952)/-4- (2 x -217225174508.567)/-4- (1 x 897012711808.784)/-4 = -2429210143788.896

x3 = -64/1- (9 x -636212683621.952)/1- (8 x -217225174508.567)/1- (-3 x -269368941325.087)/1 = 6655608724626.844

step:17

x0 = -64/1- (-8 x -1726644331901.132)/1- (1 x -2429210143788.896)/1- (1 x 6655608724626.844)/1 = -18039553236111.004

x1 = -36/-6- (16 x -2365445166616.233)/-6- (4 x -2429210143788.896)/-6- (1 x 6655608724626.844)/-6 = -6818059086058.745

x2 = -4/-4- (16 x -2365445166616.233)/-4- (2 x -1726644331901.132)/-4- (1 x 6655608724626.844)/-4 = -8661200651257.787

x3 = -64/1- (9 x -2365445166616.233)/1- (8 x -1726644331901.132)/1- (-3 x -2429210143788.896)/1 = 27814530723324.47

step:18

x0 = -64/1- (-8 x -6818059086058.745)/1- (1 x -8661200651257.787)/1- (1 x 27814530723324.47)/1 = -73697802760600.64

x1 = -36/-6- (16 x -18039553236111.004)/-6- (4 x -8661200651257.787)/-6- (1 x 27814530723324.47)/-6 = -49243853943241.125

x2 = -4/-4- (16 x -18039553236111.004)/-4- (2 x -6818059086058.745)/-4- (1 x 27814530723324.47)/-4 = -68613609806641.27

Page 6: Gauss seidel

x3 = -64/1- (9 x -18039553236111.004)/1- (8 x -6818059086058.745)/1- (-3 x -8661200651257.787)/1 = 190916849859631.62

step:19

x0 = -64/1- (-8 x -49243853943241.125)/1- (1 x -68613609806641.27)/1- (1 x 190916849859631.62)/1 = -516254071598983.4

x1 = -36/-6- (16 x -73697802760600.64)/-6- (4 x -68613609806641.27)/-6- (1 x 190916849859631.62)/-6 = -210450405589417.94

x2 = -4/-4- (16 x -73697802760600.64)/-4- (2 x -49243853943241.125)/-4- (1 x 190916849859631.62)/-4 = -271683925549114.22

x3 = -64/1- (9 x -73697802760600.64)/1- (8 x -49243853943241.125)/1- (-3 x -68613609806641.27)/1 = 851390226971347

step:20

x0 = -64/1- (-8 x -210450405589417.94)/1- (1 x -271683925549114.22)/1- (1 x 851390226971347)/1 = -2263309546137640

x1 = -36/-6- (16 x -516254071598983.4)/-6- (4 x -271683925549114.22)/-6- (1 x 851390226971347)/-6 = -1415901770134801.2

x2 = -4/-4- (16 x -516254071598983.4)/-4- (2 x -210450405589417.94)/-4- (1 x 851390226971347)/-4 = -1957393932447804.8

x3 = -64/1- (9 x -516254071598983.4)/1- (8 x -210450405589417.94)/1- (-3 x -271683925549114.22)/1 = 5514838112458787

step:21

x0 = -64/1- (-8 x -1415901770134801.2)/1- (1 x -1957393932447804.8)/1- (1 x 5514838112458787)/1 = -14884658341089456

x1 = -36/-6- (16 x -2263309546137640)/-6- (4 x -1957393932447804.8)/-6- (1 x 5514838112458787)/-6 = -6421281725922440

x2 = -4/-4- (16 x -2263309546137640)/-4- (2 x -1415901770134801.2)/-4- (1 x 5514838112458787)/-4 = -8382479541503262

Page 7: Gauss seidel

x3 = -64/1- (9 x -2263309546137640)/1- (8 x -1415901770134801.2)/1- (-3 x -1957393932447804.8)/1 = 25824818278973690

step:22

x0 = -64/1- (-8 x -6421281725922440)/1- (1 x -8382479541503262)/1- (1 x 25824818278973690)/1 = -68812592544850010

x1 = -36/-6- (16 x -14884658341089456)/-6- (4 x -8382479541503262)/-6- (1 x 25824818278973690)/-6 = -40976605557411770

x2 = -4/-4- (16 x -14884658341089456)/-4- (2 x -6421281725922440)/-4- (1 x 25824818278973690)/-4 = -56293069657575620

x3 = -64/1- (9 x -14884658341089456)/1- (8 x -6421281725922440)/1- (-3 x -8382479541503262)/1 = 160184740252674780

step:23

x0 = -64/1- (-8 x -40976605557411770)/1- (1 x -56293069657575620)/1- (1 x 160184740252674780)/1 = -431704515054393400

x1 = -36/-6- (16 x -68812592544850010)/-6- (4 x -56293069657575620)/-6- (1 x 160184740252674780)/-6 = -194331503182537950

x2 = -4/-4- (16 x -68812592544850010)/-4- (2 x -40976605557411770)/-4- (1 x 160184740252674780)/-4 = -255692487894937200

x3 = -64/1- (9 x -68812592544850010)/1- (8 x -40976605557411770)/1- (-3 x -56293069657575620)/1 = 778246968390217500

step:24

x0 = -64/1- (-8 x -194331503182537950)/1- (1 x -255692487894937200)/1- (1 x 778246968390217500)/1 = -2077206505955583700

x1 = -36/-6- (16 x -431704515054393400)/-6- (4 x -255692487894937200)/-6- (1 x 778246968390217500)/-6 = -1191965870676637700

x2 = -4/-4- (16 x -431704515054393400)/-4- (2 x -194331503182537950)/-4- (1 x 778246968390217500)/-4 = -1629422069711288000

Page 8: Gauss seidel

x3 = -64/1- (9 x -431704515054393400)/1- (8 x -194331503182537950)/1- (-3 x -255692487894937200)/1 = 4672915197265032000

step:25

x0 = -64/1- (-8 x -1191965870676637700)/1- (1 x -1629422069711288000)/1- (1 x 4672915197265032000)/1 = -12579220092966846000

x1 = -36/-6- (16 x -2077206505955583700)/-6- (4 x -1629422069711288000)/-6- (1 x 4672915197265032000)/-6 = -5846679529478242000

x2 = -4/-4- (16 x -2077206505955583700)/-4- (2 x -1191965870676637700)/-4- (1 x 4672915197265032000)/-4 = -7736580159844396000

x3 = -64/1- (9 x -2077206505955583700)/1- (8 x -1191965870676637700)/1- (-3 x -1629422069711288000)/1 = 23342319309879493000

step:26

x0 = -64/1- (-8 x -5846679529478242000)/1- (1 x -7736580159844396000)/1- (1 x 23342319309879493000)/1 = -62379175385861040000

x1 = -36/-6- (16 x -12579220092966846000)/-6- (4 x -7736580159844396000)/-6- (1 x 23342319309879493000)/-6 = -34811920469494608000

x2 = -4/-4- (16 x -12579220092966846000)/-4- (2 x -5846679529478242000)/-4- (1 x 23342319309879493000)/-4 = -47404640309136640000

x3 = -64/1- (9 x -12579220092966846000)/1- (8 x -5846679529478242000)/1- (-3 x -7736580159844396000)/1 = 136776676592994390000

step:27

x0 = -64/1- (-8 x -34811920469494608000)/1- (1 x -47404640309136640000)/1- (1 x 136776676592994390000)/1 = -367867400039814660000

x1 = -36/-6- (16 x -62379175385861040000)/-6- (4 x -47404640309136640000)/-6- (1 x 136776676592994390000)/-6 = -175151448469554800000

x2 = -4/-4- (16 x -62379175385861040000)/-4- (2 x -34811920469494608000)/-4- (1 x 136776676592994390000)/-4 = -232728492629942860000

Page 9: Gauss seidel

x3 = -64/1- (9 x -62379175385861040000)/1- (8 x -34811920469494608000)/1- (-3 x -47404640309136640000)/1 = 697694021301296300000

step:28

x0 = -64/1- (-8 x -175151448469554800000)/1- (1 x -232728492629942860000)/1- (1 x 697694021301296300000)/1 = -1.8661771164277916e+21

x1 = -36/-6- (16 x -367867400039814660000)/-6- (4 x -232728492629942860000)/-6- (1 x 697694021301296300000)/-6 = -1.0198497249759182e+21

x2 = -4/-4- (16 x -367867400039814660000)/-4- (2 x -175151448469554800000)/-4- (1 x 697694021301296300000)/-4 = -1.384621819068712e+21

x3 = -64/1- (9 x -367867400039814660000)/1- (8 x -175151448469554800000)/1- (-3 x -232728492629942860000)/1 = 4.0138327102249417e+21

step:29

x0 = -64/1- (-8 x -1.0198497249759182e+21)/1- (1 x -1.384621819068712e+21)/1- (1 x 4.0138327102249417e+21)/1 = -1.0788008690963576e+22

x1 = -36/-6- (16 x -1.8661771164277916e+21)/-6- (4 x -1.384621819068712e+21)/-6- (1 x 4.0138327102249417e+21)/-6 = -5.230581404815761e+21

x2 = -4/-4- (16 x -1.8661771164277916e+21)/-4- (2 x -1.0198497249759182e+21)/-4- (1 x 4.0138327102249417e+21)/-4 = -6.97117515064289e+21

x3 = -64/1- (9 x -1.8661771164277916e+21)/1- (8 x -1.0198497249759182e+21)/1- (-3 x -1.384621819068712e+21)/1 = 2.0800526390451335e+22

step:30

x0 = -64/1- (-8 x -5.230581404815761e+21)/1- (1 x -6.97117515064289e+21)/1- (1 x 2.0800526390451335e+22)/1 = -5.567400247833453e+22

x1 = -36/-6- (16 x -1.0788008690963576e+22)/-6- (4 x -6.97117515064289e+21)/-6- (1 x 2.0800526390451335e+22)/-6 = -2.9948718877922904e+22

x2 = -4/-4- (16 x -1.0788008690963576e+22)/-4- (2 x -5.230581404815761e+21)/-4- (1 x 2.0800526390451335e+22)/-4 = -4.056719386864935e+22

Page 10: Gauss seidel

x3 = -64/1- (9 x -1.0788008690963576e+22)/1- (8 x -5.230581404815761e+21)/1- (-3 x -6.97117515064289e+21)/1 = 1.180232040052696e+23

step:31

x0 = -64/1- (-8 x -2.9948718877922904e+22)/1- (1 x -4.056719386864935e+22)/1- (1 x 1.180232040052696e+23)/1 = -3.170457611600035e+23

x1 = -36/-6- (16 x -5.567400247833453e+22)/-6- (4 x -4.056719386864935e+22)/-6- (1 x 1.180232040052696e+23)/-6 = -1.5583826852044672e+23

x2 = -4/-4- (16 x -5.567400247833453e+22)/-4- (2 x -2.9948718877922904e+22)/-4- (1 x 1.180232040052696e+23)/-4 = -2.081645683509822e+23

x3 = -64/1- (9 x -5.567400247833453e+22)/1- (8 x -2.9948718877922904e+22)/1- (-3 x -4.056719386864935e+22)/1 = 6.189541917224461e+23

step:32

x0 = -64/1- (-8 x -1.5583826852044672e+23)/1- (1 x -2.081645683509822e+23)/1- (1 x 6.189541917224461e+23)/1 = -1.6574957715350377e+24

x1 = -36/-6- (16 x -3.170457611600035e+23)/-6- (4 x -2.081645683509822e+23)/-6- (1 x 6.189541917224461e+23)/-6 = -8.810727100402565e+23

x2 = -4/-4- (16 x -3.170457611600035e+23)/-4- (2 x -1.5583826852044672e+23)/-4- (1 x 6.189541917224461e+23)/-4 = -1.1913636309696258e+24

x3 = -64/1- (9 x -3.170457611600035e+23)/1- (8 x -1.5583826852044672e+23)/1- (-3 x -2.081645683509822e+23)/1 = 3.475624293550659e+24

step:33

x0 = -64/1- (-8 x -8.810727100402565e+23)/1- (1 x -1.1913636309696258e+24)/1- (1 x 3.475624293550659e+24)/1 = -9.332842342903085e+24

x1 = -36/-6- (16 x -1.6574957715350377e+24)/-6- (4 x -1.1913636309696258e+24)/-6- (1 x 3.475624293550659e+24)/-6 = -4.6349604291480746e+24

x2 = -4/-4- (16 x -1.6574957715350377e+24)/-4- (2 x -8.810727100402565e+23)/-4- (1 x 3.475624293550659e+24)/-4 = -6.201613367772614e+24

Page 11: Gauss seidel

x3 = -64/1- (9 x -1.6574957715350377e+24)/1- (8 x -8.810727100402565e+23)/1- (-3 x -1.1913636309696258e+24)/1 = 1.8391952731228514e+25

step:34

x0 = -64/1- (-8 x -4.6349604291480746e+24)/1- (1 x -6.201613367772614e+24)/1- (1 x 1.8391952731228514e+25)/1 = -4.927002279664049e+25

x1 = -36/-6- (16 x -9.332842342903085e+24)/-6- (4 x -6.201613367772614e+24)/-6- (1 x 1.8391952731228514e+25)/-6 = -2.5956663037718555e+25

x2 = -4/-4- (16 x -9.332842342903085e+24)/-4- (2 x -4.6349604291480746e+24)/-4- (1 x 1.8391952731228514e+25)/-4 = -3.5050861403379246e+25

x3 = -64/1- (9 x -9.332842342903085e+24)/1- (8 x -4.6349604291480746e+24)/1- (-3 x -6.201613367772614e+24)/1 = 1.0247042441599455e+26

step:35

x0 = -64/1- (-8 x -2.5956663037718555e+25)/1- (1 x -3.5050861403379246e+25)/1- (1 x 1.0247042441599455e+26)/1 = -2.7507286731436373e+26

x1 = -36/-6- (16 x -4.927002279664049e+25)/-6- (4 x -3.5050861403379246e+25)/-6- (1 x 1.0247042441599455e+26)/-6 = -1.3767556432396171e+26

x2 = -4/-4- (16 x -4.927002279664049e+25)/-4- (2 x -2.5956663037718555e+25)/-4- (1 x 1.0247042441599455e+26)/-4 = -1.8444081660142262e+26

x3 = -64/1- (9 x -4.927002279664049e+25)/1- (8 x -2.5956663037718555e+25)/1- (-3 x -3.5050861403379246e+25)/1 = 5.459309252613752e+26

step:36

x0 = -64/1- (-8 x -1.3767556432396171e+26)/1- (1 x -1.8444081660142262e+26)/1- (1 x 5.459309252613752e+26)/1 = -1.4628946232516463e+27

x1 = -36/-6- (16 x -2.7507286731436373e+26)/-6- (4 x -1.8444081660142262e+26)/-6- (1 x 5.459309252613752e+26)/-6 = -7.654997030290224e+26

x2 = -4/-4- (16 x -2.7507286731436373e+26)/-4- (2 x -1.3767556432396171e+26)/-4- (1 x 5.459309252613752e+26)/-4 = -1.0326465201040921e+27

Page 12: Gauss seidel

x3 = -64/1- (9 x -2.7507286731436373e+26)/1- (8 x -1.3767556432396171e+26)/1- (-3 x -1.8444081660142262e+26)/1 = 3.0237378706167e+27

step:37

x0 = -64/1- (-8 x -7.654997030290224e+26)/1- (1 x -1.0326465201040921e+27)/1- (1 x 3.0237378706167e+27)/1 = -8.115088974744787e+27

x1 = -36/-6- (16 x -1.4628946232516463e+27)/-6- (4 x -1.0326465201040921e+27)/-6- (1 x 3.0237378706167e+27)/-6 = -4.0855270303043347e+27

x2 = -4/-4- (16 x -1.4628946232516463e+27)/-4- (2 x -7.654997030290224e+26)/-4- (1 x 3.0237378706167e+27)/-4 = -5.478393876866922e+27

x3 = -64/1- (9 x -1.4628946232516463e+27)/1- (8 x -7.654997030290224e+26)/1- (-3 x -1.0326465201040921e+27)/1 = 1.6192109673184718e+28

step:38

x0 = -64/1- (-8 x -4.0855270303043347e+27)/1- (1 x -5.478393876866922e+27)/1- (1 x 1.6192109673184718e+28)/1 = -4.339793203875248e+28

x1 = -36/-6- (16 x -8.115088974744787e+27)/-6- (4 x -5.478393876866922e+27)/-6- (1 x 1.6192109673184718e+28)/-6 = -2.2593814905033262e+28

x2 = -4/-4- (16 x -8.115088974744787e+27)/-4- (2 x -4.0855270303043347e+27)/-4- (1 x 1.6192109673184718e+28)/-4 = -3.0455091995835137e+28

x3 = -64/1- (9 x -8.115088974744787e+27)/1- (8 x -4.0855270303043347e+27)/1- (-3 x -5.478393876866922e+27)/1 = 8.9284835384537e+28

step:39

x0 = -64/1- (-8 x -2.2593814905033262e+28)/1- (1 x -3.0455091995835137e+28)/1- (1 x 8.9284835384537e+28)/1 = -2.3958026262896798e+29

x1 = -36/-6- (16 x -4.339793203875248e+28)/-6- (4 x -3.0455091995835137e+28)/-6- (1 x 8.9284835384537e+28)/-6 = -1.2115040753647387e+29

x2 = -4/-4- (16 x -4.339793203875248e+28)/-4- (2 x -2.2593814905033262e+28)/-4- (1 x 8.9284835384537e+28)/-4 = -1.625674267613923e+29

Page 13: Gauss seidel

x3 = -64/1- (9 x -4.339793203875248e+28)/1- (8 x -2.2593814905033262e+28)/1- (-3 x -3.0455091995835137e+28)/1 = 4.79966631601533e+29

step:40

x0 = -64/1- (-8 x -1.2115040753647387e+29)/1- (1 x -1.625674267613923e+29)/1- (1 x 4.79966631601533e+29)/1 = -1.2866024651319316e+30

x1 = -36/-6- (16 x -2.3958026262896798e+29)/-6- (4 x -1.625674267613923e+29)/-6- (1 x 4.79966631601533e+29)/-6 = -6.67264546251254e+29

x2 = -4/-4- (16 x -2.3958026262896798e+29)/-4- (2 x -1.2115040753647387e+29)/-4- (1 x 4.79966631601533e+29)/-4 = -8.989045963837255e+29

x3 = -64/1- (9 x -2.3958026262896798e+29)/1- (8 x -1.2115040753647387e+29)/1- (-3 x -1.625674267613923e+29)/1 = 2.637723343668326e+30

step:41

x0 = -64/1- (-8 x -6.67264546251254e+29)/1- (1 x -8.989045963837255e+29)/1- (1 x 2.637723343668326e+30)/1 = -7.076935117294632e+30

x1 = -36/-6- (16 x -1.2866024651319316e+30)/-6- (4 x -8.989045963837255e+29)/-6- (1 x 2.637723343668326e+30)/-6 = -3.590589080662914e+30

x2 = -4/-4- (16 x -1.2866024651319316e+30)/-4- (2 x -6.67264546251254e+29)/-4- (1 x 2.637723343668326e+30)/-4 = -4.820611297736272e+30

x3 = -64/1- (9 x -1.2866024651319316e+30)/1- (8 x -6.67264546251254e+29)/1- (-3 x -8.989045963837255e+29)/1 = 1.4220824767046241e+31

step:42

x0 = -64/1- (-8 x -3.590589080662914e+30)/1- (1 x -4.820611297736272e+30)/1- (1 x 1.4220824767046241e+31)/1 = -3.812492611461328e+31

x1 = -36/-6- (16 x -7.076935117294632e+30)/-6- (4 x -4.820611297736272e+30)/-6- (1 x 1.4220824767046241e+31)/-6 = -1.9715430383435493e+31

x2 = -4/-4- (16 x -7.076935117294632e+30)/-4- (2 x -3.590589080662914e+30)/-4- (1 x 1.4220824767046241e+31)/-4 = -2.6547828817748425e+31

Page 14: Gauss seidel

x3 = -64/1- (9 x -7.076935117294632e+30)/1- (8 x -3.590589080662914e+30)/1- (-3 x -4.820611297736272e+30)/1 = 7.795529480774618e+31

step:43

x0 = -64/1- (-8 x -1.9715430383435493e+31)/1- (1 x -2.6547828817748425e+31)/1- (1 x 7.795529480774618e+31)/1 = -2.091309090574817e+32

x1 = -36/-6- (16 x -3.812492611461328e+31)/-6- (4 x -2.6547828817748425e+31)/-6- (1 x 7.795529480774618e+31)/-6 = -1.0637247304951002e+32

x2 = -4/-4- (16 x -3.812492611461328e+31)/-4- (2 x -1.9715430383435493e+31)/-4- (1 x 7.795529480774618e+31)/-4 = -1.4286859594823431e+32

x3 = -64/1- (9 x -3.812492611461328e+31)/1- (8 x -1.9715430383435493e+31)/1- (-3 x -2.6547828817748425e+31)/1 = 4.212042916457582e+32

step:44

x0 = -64/1- (-8 x -1.0637247304951002e+32)/1- (1 x -1.4286859594823431e+32)/1- (1 x 4.212042916457582e+32)/1 = -1.129315480093604e+33

x1 = -36/-6- (16 x -2.091309090574817e+32)/-6- (4 x -1.4286859594823431e+32)/-6- (1 x 4.212042916457582e+32)/-6 = -5.827274395111477e+32

x2 = -4/-4- (16 x -2.091309090574817e+32)/-4- (2 x -1.0637247304951002e+32)/-4- (1 x 4.212042916457582e+32)/-4 = -7.844087998432424e+32

x3 = -64/1- (9 x -2.091309090574817e+32)/1- (8 x -1.0637247304951002e+32)/1- (-3 x -1.4286859594823431e+32)/1 = 2.3045521780687127e+33

step:45

x0 = -64/1- (-8 x -5.827274395111477e+32)/1- (1 x -7.844087998432424e+32)/1- (1 x 2.3045521780687127e+33)/1 = -6.181962894314652e+33

x1 = -36/-6- (16 x -1.129315480093604e+33)/-6- (4 x -7.844087998432424e+32)/-6- (1 x 2.3045521780687127e+33)/-6 = -3.150355117133654e+33

x2 = -4/-4- (16 x -1.129315480093604e+33)/-4- (2 x -5.827274395111477e+32)/-4- (1 x 2.3045521780687127e+33)/-4 = -4.2324875956128115e+33

Page 15: Gauss seidel

x3 = -64/1- (9 x -1.129315480093604e+33)/1- (8 x -5.827274395111477e+32)/1- (-3 x -7.844087998432424e+32)/1 = 1.247243243740189e+34

step:46

x0 = -64/1- (-8 x -3.150355117133654e+33)/1- (1 x -4.2324875956128115e+33)/1- (1 x 1.247243243740189e+34)/1 = -3.3442785778858313e+34

x1 = -36/-6- (16 x -6.181962894314652e+33)/-6- (4 x -4.2324875956128115e+33)/-6- (1 x 1.247243243740189e+34)/-6 = -1.7228154042347297e+34

x2 = -4/-4- (16 x -6.181962894314652e+33)/-4- (2 x -3.150355117133654e+33)/-4- (1 x 1.247243243740189e+34)/-4 = -2.318492102647496e+34

x3 = -64/1- (9 x -6.181962894314652e+33)/1- (8 x -3.150355117133654e+33)/1- (-3 x -4.2324875956128115e+33)/1 = 6.814304419906266e+34

step:47

x0 = -64/1- (-8 x -1.7228154042347297e+34)/1- (1 x -2.318492102647496e+34)/1- (1 x 6.814304419906266e+34)/1 = -1.8278335551136608e+35

x1 = -36/-6- (16 x -3.3442785778858313e+34)/-6- (4 x -2.318492102647496e+34)/-6- (1 x 6.814304419906266e+34)/-6 = -9.328020206142838e+34

x2 = -4/-4- (16 x -3.3442785778858313e+34)/-4- (2 x -1.7228154042347297e+34)/-4- (1 x 6.814304419906266e+34)/-4 = -1.2534945908684123e+35

x3 = -64/1- (9 x -3.3442785778858313e+34)/1- (8 x -1.7228154042347297e+34)/1- (-3 x -2.318492102647496e+34)/1 = 3.6925554126907836e+35

step:48

x0 = -64/1- (-8 x -9.328020206142838e+34)/1- (1 x -1.2534945908684123e+35)/1- (1 x 3.6925554126907836e+35)/1 = -9.901476986736641e+35

x1 = -36/-6- (16 x -1.8278335551136608e+35)/-6- (4 x -1.2534945908684123e+35)/-6- (1 x 3.6925554126907836e+35)/-6 = -5.09445997210024e+35

x2 = -4/-4- (16 x -1.8278335551136608e+35)/-4- (2 x -9.328020206142838e+34)/-4- (1 x 3.6925554126907836e+35)/-4 = -6.854596377589088e+35

Page 16: Gauss seidel

x3 = -64/1- (9 x -1.8278335551136608e+35)/1- (8 x -9.328020206142838e+34)/1- (-3 x -1.2534945908684123e+35)/1 = 2.015243438833198e+36

step:49

x0 = -64/1- (-8 x -5.09445997210024e+35)/1- (1 x -6.854596377589088e+35)/1- (1 x 2.015243438833198e+36)/1 = -5.405351778754481e+36

x1 = -36/-6- (16 x -9.901476986736641e+35)/-6- (4 x -6.854596377589088e+35)/-6- (1 x 2.015243438833198e+36)/-6 = -2.761493048496844e+36

x2 = -4/-4- (16 x -9.901476986736641e+35)/-4- (2 x -5.09445997210024e+35)/-4- (1 x 2.015243438833198e+36)/-4 = -3.711502933591369e+36

x3 = -64/1- (9 x -9.901476986736641e+35)/1- (8 x -5.09445997210024e+35)/1- (-3 x -6.854596377589088e+35)/1 = 1.0930518352466445e+37

step:50

x0 = -64/1- (-8 x -2.761493048496844e+36)/1- (1 x -3.711502933591369e+36)/1- (1 x 1.0930518352466445e+37)/1 = -2.931095980684983e+37

x1 = -36/-6- (16 x -5.405351778754481e+36)/-6- (4 x -3.711502933591369e+36)/-6- (1 x 1.0930518352466445e+37)/-6 = -1.5066853640328456e+37

x2 = -4/-4- (16 x -5.405351778754481e+36)/-4- (2 x -2.761493048496844e+36)/-4- (1 x 1.0930518352466445e+37)/-4 = -2.0269524051149735e+37

x3 = -64/1- (9 x -5.405351778754481e+36)/1- (8 x -2.761493048496844e+36)/1- (-3 x -3.711502933591369e+36)/1 = 5.960560159599097e+37

step:51

x0 = -64/1- (-8 x -1.5066853640328456e+37)/1- (1 x -2.0269524051149735e+37)/1- (1 x 5.960560159599097e+37)/1 = -1.5987090666746888e+38

x1 = -36/-6- (16 x -2.931095980684983e+37)/-6- (4 x -2.0269524051149735e+37)/-6- (1 x 5.960560159599097e+37)/-6 = -8.174130858636753e+37

x2 = -4/-4- (16 x -2.931095980684983e+37)/-4- (2 x -1.5066853640328456e+37)/-4- (1 x 5.960560159599097e+37)/-4 = -1.0987586564856582e+38

Page 17: Gauss seidel

x3 = -64/1- (9 x -2.931095980684983e+37)/1- (8 x -1.5066853640328456e+37)/1- (-3 x -2.0269524051149735e+37)/1 = 3.2352489523082694e+38

step:52

x0 = -64/1- (-8 x -8.174130858636753e+37)/1- (1 x -1.0987586564856582e+38)/1- (1 x 3.2352489523082694e+38)/1 = -8.675794982732014e+38

x1 = -36/-6- (16 x -1.5987090666746888e+38)/-6- (4 x -1.0987586564856582e+38)/-6- (1 x 3.2352489523082694e+38)/-6 = -4.456521790071564e+38

x2 = -4/-4- (16 x -1.5987090666746888e+38)/-4- (2 x -8.174130858636753e+37)/-4- (1 x 3.2352489523082694e+38)/-4 = -5.9947305715535254e+38

x3 = -64/1- (9 x -1.5987090666746888e+38)/1- (8 x -8.174130858636753e+37)/1- (-3 x -1.0987586564856582e+38)/1 = 1.763141031752463e+39

step:53

x0 = -64/1- (-8 x -4.456521790071564e+38)/1- (1 x -5.9947305715535254e+38)/1- (1 x 1.763141031752463e+39)/1 = -4.728885406654362e+39

x1 = -36/-6- (16 x -8.675794982732014e+38)/-6- (4 x -5.9947305715535254e+38)/-6- (1 x 1.763141031752463e+39)/-6 = -2.4193371948733614e+39

x2 = -4/-4- (16 x -8.675794982732014e+38)/-4- (2 x -4.456521790071564e+38)/-4- (1 x 1.763141031752463e+39)/-4 = -3.2523588246582677e+39

x3 = -64/1- (9 x -8.675794982732014e+38)/1- (8 x -4.456521790071564e+38)/1- (-3 x -5.9947305715535254e+38)/1 = 9.575013745050007e+39

step:54

x0 = -64/1- (-8 x -2.4193371948733614e+39)/1- (1 x -3.2523588246582677e+39)/1- (1 x 9.575013745050007e+39)/1 = -2.567735247937863e+40

x1 = -36/-6- (16 x -4.728885406654362e+39)/-6- (4 x -3.2523588246582677e+39)/-6- (1 x 9.575013745050007e+39)/-6 = -1.3182764676675476e+40

x2 = -4/-4- (16 x -4.728885406654362e+39)/-4- (2 x -2.4193371948733614e+39)/-4- (1 x 9.575013745050007e+39)/-4 = -1.773145678779163e+40

Page 18: Gauss seidel

x3 = -64/1- (9 x -4.728885406654362e+39)/1- (8 x -2.4193371948733614e+39)/1- (-3 x -3.2523588246582677e+39)/1 = 5.215758974490134e+40

step:55

x0 = -64/1- (-8 x -1.3182764676675476e+40)/1- (1 x -1.773145678779163e+40)/1- (1 x 5.215758974490134e+40)/1 = -1.3988825037051352e+41

x1 = -36/-6- (16 x -2.567735247937863e+40)/-6- (4 x -1.773145678779163e+40)/-6- (1 x 5.215758974490134e+40)/-6 = -7.160097951272054e+40

x2 = -4/-4- (16 x -2.567735247937863e+40)/-4- (2 x -1.3182764676675476e+40)/-4- (1 x 5.215758974490134e+40)/-4 = -9.626139481962694e+40

x3 = -64/1- (9 x -2.567735247937863e+40)/1- (8 x -1.3182764676675476e+40)/1- (-3 x -1.773145678779163e+40)/1 = 2.833639193644366e+41

step:56

x0 = -64/1- (-8 x -7.160097951272054e+40)/1- (1 x -9.626139481962694e+40)/1- (1 x 2.833639193644366e+41)/1 = -7.59910360646574e+41

x1 = -36/-6- (16 x -1.3988825037051352e+41)/-6- (4 x -9.626139481962694e+40)/-6- (1 x 2.833639193644366e+41)/-6 = -3.899822776403812e+41

x2 = -4/-4- (16 x -1.3988825037051352e+41)/-4- (2 x -7.160097951272054e+40)/-4- (1 x 2.833639193644366e+41)/-4 = -5.245125113973052e+41

x3 = -64/1- (9 x -1.3988825037051352e+41)/1- (8 x -7.160097951272054e+40)/1- (-3 x -9.626139481962694e+40)/1 = 1.5430179049775052e+42

step:57

x0 = -64/1- (-8 x -3.899822776403812e+41)/1- (1 x -5.245125113973052e+41)/1- (1 x 1.5430179049775052e+42)/1 = -4.1383636147032495e+42

x1 = -36/-6- (16 x -7.59910360646574e+41)/-6- (4 x -5.245125113973052e+41)/-6- (1 x 1.5430179049775052e+42)/-6 = -2.1189329851594833e+42

x2 = -4/-4- (16 x -7.59910360646574e+41)/-4- (2 x -3.899822776403812e+41)/-4- (1 x 1.5430179049775052e+42)/-4 = -2.8488781051621106e+42

Page 19: Gauss seidel

x3 = -64/1- (9 x -7.59910360646574e+41)/1- (8 x -3.899822776403812e+41)/1- (-3 x -5.245125113973052e+41)/1 = 8.385513932750302e+42

step:58

x0 = -64/1- (-8 x -2.1189329851594833e+42)/1- (1 x -2.8488781051621106e+42)/1- (1 x 8.385513932750302e+42)/1 = -2.2488099708864056e+43

x1 = -36/-6- (16 x -4.1383636147032495e+42)/-6- (4 x -2.8488781051621106e+42)/-6- (1 x 8.385513932750302e+42)/-6 = -1.1537302720525022e+43

x2 = -4/-4- (16 x -4.1383636147032495e+42)/-4- (2 x -2.1189329851594833e+42)/-4- (1 x 8.385513932750302e+42)/-4 = -1.5516542468205163e+43

x3 = -64/1- (9 x -4.1383636147032495e+42)/1- (8 x -2.1189329851594833e+42)/1- (-3 x -2.8488781051621106e+42)/1 = 4.565010209811878e+43

step:59

x0 = -64/1- (-8 x -1.1537302720525022e+43)/1- (1 x -1.5516542468205163e+43)/1- (1 x 4.565010209811878e+43)/1 = -1.224319813941138e+44

x1 = -36/-6- (16 x -2.2488099708864056e+43)/-6- (4 x -1.5516542468205163e+43)/-6- (1 x 4.565010209811878e+43)/-6 = -6.270427718608779e+43

x2 = -4/-4- (16 x -2.2488099708864056e+43)/-4- (2 x -1.1537302720525022e+43)/-4- (1 x 4.565010209811878e+43)/-4 = -8.430852467118904e+43

x3 = -64/1- (9 x -2.2488099708864056e+43)/1- (8 x -1.1537302720525022e+43)/1- (-3 x -1.5516542468205163e+43)/1 = 2.481416917393612e+44

step:60

x0 = -64/1- (-8 x -6.270427718608779e+43)/1- (1 x -8.430852467118904e+43)/1- (1 x 2.481416917393612e+44)/1 = -6.654673845568745e+44

x1 = -36/-6- (16 x -1.224319813941138e+44)/-6- (4 x -8.430852467118904e+43)/-6- (1 x 2.481416917393612e+44)/-6 = -3.4133401820853596e+44

x2 = -4/-4- (16 x -1.224319813941138e+44)/-4- (2 x -6.270427718608779e+43)/-4- (1 x 2.481416917393612e+44)/-4 = -4.590446412346588e+44

Page 20: Gauss seidel

x3 = -64/1- (9 x -1.224319813941138e+44)/1- (8 x -6.270427718608779e+43)/1- (-3 x -8.430852467118904e+43)/1 = 1.3505964760221594e+45

step:61

x0 = -64/1- (-8 x -3.4133401820853596e+44)/1- (1 x -4.590446412346588e+44)/1- (1 x 1.3505964760221594e+45)/1 = -3.6222239804557886e+45

x1 = -36/-6- (16 x -6.654673845568745e+44)/-6- (4 x -4.590446412346588e+44)/-6- (1 x 1.3505964760221594e+45)/-6 = -1.8555100403044113e+45

x2 = -4/-4- (16 x -6.654673845568745e+44)/-4- (2 x -3.4133401820853596e+44)/-4- (1 x 1.3505964760221594e+45)/-4 = -2.4948874283262262e+45

x3 = -64/1- (9 x -6.654673845568745e+44)/1- (8 x -3.4133401820853596e+44)/1- (-3 x -4.590446412346588e+44)/1 = 7.342744682976182e+45

step:62

x0 = -64/1- (-8 x -1.8555100403044113e+45)/1- (1 x -2.4948874283262262e+45)/1- (1 x 7.342744682976182e+45)/1 = -1.9691937577085247e+46

x1 = -36/-6- (16 x -3.6222239804557886e+45)/-6- (4 x -2.4948874283262262e+45)/-6- (1 x 7.342744682976182e+45)/-6 = -1.009873145293689e+46

x2 = -4/-4- (16 x -3.6222239804557886e+45)/-4- (2 x -1.8555100403044113e+45)/-4- (1 x 7.342744682976182e+45)/-4 = -1.3580964771231317e+46

x3 = -64/1- (9 x -3.6222239804557886e+45)/1- (8 x -1.8555100403044113e+45)/1- (-3 x -2.4948874283262262e+45)/1 = 3.9959433861558706e+46

step:63

x0 = -64/1- (-8 x -1.009873145293689e+46)/1- (1 x -1.3580964771231317e+46)/1- (1 x 3.9959433861558706e+46)/1 = -1.071683207138225e+47

x1 = -36/-6- (16 x -1.9691937577085247e+46)/-6- (4 x -1.3580964771231317e+46)/-6- (1 x 3.9959433861558706e+46)/-6 = -5.490590440945508e+46

x2 = -4/-4- (16 x -1.9691937577085247e+46)/-4- (2 x -1.009873145293689e+46)/-4- (1 x 3.9959433861558706e+46)/-4 = -7.382725756941976e+46

Page 21: Gauss seidel

x3 = -64/1- (9 x -1.9691937577085247e+46)/1- (8 x -1.009873145293689e+46)/1- (-3 x -1.3580964771231317e+46)/1 = 2.172743955035684e+47

step:64

x0 = -64/1- (-8 x -5.490590440945508e+46)/1- (1 x -7.382725756941976e+46)/1- (1 x 2.172743955035684e+47)/1 = -5.8269437320978934e+47

x1 = -36/-6- (16 x -1.071683207138225e+47)/-6- (4 x -7.382725756941976e+46)/-6- (1 x 2.172743955035684e+47)/-6 = -2.987879610325451e+47

x2 = -4/-4- (16 x -1.071683207138225e+47)/-4- (2 x -5.490590440945508e+46)/-4- (1 x 2.172743955035684e+47)/-4 = -4.018076361841254e+47

x3 = -64/1- (9 x -1.071683207138225e+47)/1- (8 x -5.490590440945508e+46)/1- (-3 x -7.382725756941976e+46)/1 = 1.1822803489917839e+48

step:65

x0 = -64/1- (-8 x -2.987879610325451e+47)/1- (1 x -4.018076361841254e+47)/1- (1 x 1.1822803489917839e+48)/1 = -3.170776401068019e+48

x1 = -36/-6- (16 x -5.8269437320978934e+47)/-6- (4 x -4.018076361841254e+47)/-6- (1 x 1.1822803489917839e+48)/-6 = -1.6246766945168912e+48

x2 = -4/-4- (16 x -5.8269437320978934e+47)/-4- (2 x -2.987879610325451e+47)/-4- (1 x 1.1822803489917839e+48)/-4 = -2.184601386107484e+48

x3 = -64/1- (9 x -5.8269437320978934e+47)/1- (8 x -2.987879610325451e+47)/1- (-3 x -4.018076361841254e+47)/1 = 6.429130138596089e+48

step:66

x0 = -64/1- (-8 x -1.6246766945168912e+48)/1- (1 x -2.184601386107484e+48)/1- (1 x 6.429130138596089e+48)/1 = -1.7241942308623736e+49

x1 = -36/-6- (16 x -3.170776401068019e+48)/-6- (4 x -2.184601386107484e+48)/-6- (1 x 6.429130138596089e+48)/-6 = -8.840282970487025e+48

x2 = -4/-4- (16 x -3.170776401068019e+48)/-4- (2 x -1.6246766945168912e+48)/-4- (1 x 6.429130138596089e+48)/-4 = -1.18881614168815e+49

Page 22: Gauss seidel

x3 = -64/1- (9 x -3.170776401068019e+48)/1- (8 x -1.6246766945168912e+48)/1- (-3 x -2.184601386107484e+48)/1 = 3.4980597007424845e+49

step:67

x0 = -64/1- (-8 x -8.840282970487025e+48)/1- (1 x -1.18881614168815e+49)/1- (1 x 3.4980597007424845e+49)/1 = -9.381469935443954e+49

x1 = -36/-6- (16 x -1.7241942308623736e+49)/-6- (4 x -1.18881614168815e+49)/-6- (1 x 3.4980597007424845e+49)/-6 = -4.807385426634682e+49

x2 = -4/-4- (16 x -1.7241942308623736e+49)/-4- (2 x -8.840282970487025e+48)/-4- (1 x 3.4980597007424845e+49)/-4 = -6.464276146788224e+49

x3 = -64/1- (9 x -1.7241942308623736e+49)/1- (8 x -8.840282970487025e+48)/1- (-3 x -1.18881614168815e+49)/1 = 1.9023526029086533e+50

step:68

x0 = -64/1- (-8 x -4.807385426634682e+49)/1- (1 x -6.464276146788224e+49)/1- (1 x 1.9023526029086533e+50)/1 = -5.101833329537577e+50

x1 = -36/-6- (16 x -9.381469935443954e+49)/-6- (4 x -6.464276146788224e+49)/-6- (1 x 1.9023526029086533e+50)/-6 = -2.6156182920861605e+50

x2 = -4/-4- (16 x -9.381469935443954e+49)/-4- (2 x -4.807385426634682e+49)/-4- (1 x 1.9023526029086533e+50)/-4 = -3.5173690947821524e+50

x3 = -64/1- (9 x -9.381469935443954e+49)/1- (8 x -4.807385426634682e+49)/1- (-3 x -6.464276146788224e+49)/1 = 1.0349948439170839e+51

step:69

x0 = -64/1- (-8 x -2.6156182920861605e+50)/1- (1 x -3.5173690947821524e+50)/1- (1 x 1.0349948439170839e+51)/1 = -2.775752568107797e+51

x1 = -36/-6- (16 x -5.101833329537577e+50)/-6- (4 x -3.5173690947821524e+50)/-6- (1 x 1.0349948439170839e+51)/-6 = -1.4224810202093164e+51

x2 = -4/-4- (16 x -5.101833329537577e+50)/-4- (2 x -2.6156182920861605e+50)/-4- (1 x 1.0349948439170839e+51)/-4 = -1.9127655354400674e+51

Page 23: Gauss seidel

x3 = -64/1- (9 x -5.101833329537577e+50)/1- (8 x -2.6156182920861605e+50)/1- (-3 x -3.5173690947821524e+50)/1 = 5.628933901818101e+51

step:70

x0 = -64/1- (-8 x -1.4224810202093164e+51)/1- (1 x -1.9127655354400674e+51)/1- (1 x 5.628933901818101e+51)/1 = -1.5096016528052564e+52

x1 = -36/-6- (16 x -2.775752568107797e+51)/-6- (4 x -1.9127655354400674e+51)/-6- (1 x 5.628933901818101e+51)/-6 = -7.739028221611153e+51

x2 = -4/-4- (16 x -2.775752568107797e+51)/-4- (2 x -1.4224810202093164e+51)/-4- (1 x 5.628933901818101e+51)/-4 = -1.0407017307081322e+52

x3 = -64/1- (9 x -2.775752568107797e+51)/1- (8 x -1.4224810202093164e+51)/1- (-3 x -1.9127655354400674e+51)/1 = 3.0623324668324504e+52

step:71

x0 = -64/1- (-8 x -7.739028221611153e+51)/1- (1 x -1.0407017307081322e+52)/1- (1 x 3.0623324668324504e+52)/1 = -8.21285331341324e+52

x1 = -36/-6- (16 x -1.5096016528052564e+52)/-6- (4 x -1.0407017307081322e+52)/-6- (1 x 3.0623324668324504e+52)/-6 = -4.20901681681403e+52

x2 = -4/-4- (16 x -1.5096016528052564e+52)/-4- (2 x -7.739028221611153e+51)/-4- (1 x 3.0623324668324504e+52)/-4 = -5.659774905593471e+52

x3 = -64/1- (9 x -1.5096016528052564e+52)/1- (8 x -7.739028221611153e+51)/1- (-3 x -1.0407017307081322e+52)/1 = 1.6655532260411833e+53

step:72

x0 = -64/1- (-8 x -4.20901681681403e+52)/1- (1 x -5.659774905593471e+52)/1- (1 x 1.6655532260411833e+53)/1 = -4.46678918893306e+53

x1 = -36/-6- (16 x -8.21285331341324e+52)/-6- (4 x -5.659774905593471e+52)/-6- (1 x 1.6655532260411833e+53)/-6 = -2.2898203396095646e+53

x2 = -4/-4- (16 x -8.21285331341324e+52)/-4- (2 x -4.20901681681403e+52)/-4- (1 x 1.6655532260411833e+53)/-4 = -3.0792038596957018e+53

Page 24: Gauss seidel

x3 = -64/1- (9 x -8.21285331341324e+52)/1- (8 x -4.20901681681403e+52)/1- (-3 x -5.659774905593471e+52)/1 = 9.060848963845098e+53

step:73

x0 = -64/1- (-8 x -2.2898203396095646e+53)/1- (1 x -3.0792038596957018e+53)/1- (1 x 9.060848963845098e+53)/1 = -2.4300207821025912e+54

x1 = -36/-6- (16 x -4.46678918893306e+53)/-6- (4 x -3.0792038596957018e+53)/-6- (1 x 9.060848963845098e+53)/-6 = -1.2454098916311111e+54

x2 = -4/-4- (16 x -4.46678918893306e+53)/-4- (2 x -2.2898203396095646e+53)/-4- (1 x 9.060848963845098e+53)/-4 = -1.6746854684575747e+54

x3 = -64/1- (9 x -4.46678918893306e+53)/1- (8 x -2.2898203396095646e+53)/1- (-3 x -3.0792038596957018e+53)/1 = 4.928205383818695e+54

step:74

x0 = -64/1- (-8 x -1.2454098916311111e+54)/1- (1 x -1.6746854684575747e+54)/1- (1 x 4.928205383818695e+54)/1 = -1.3216799048410011e+55

x1 = -36/-6- (16 x -2.4300207821025912e+54)/-6- (4 x -1.6746854684575747e+54)/-6- (1 x 4.928205383818695e+54)/-6 = -6.775144833942176e+54

x2 = -4/-4- (16 x -2.4300207821025912e+54)/-4- (2 x -1.2454098916311111e+54)/-4- (1 x 4.928205383818695e+54)/-4 = -9.110736728271247e+54

x3 = -64/1- (9 x -2.4300207821025912e+54)/1- (8 x -1.2454098916311111e+54)/1- (-3 x -1.6746854684575747e+54)/1 = 2.6809409766599484e+55

step:75

x0 = -64/1- (-8 x -6.775144833942176e+54)/1- (1 x -9.110736728271247e+54)/1- (1 x 2.6809409766599484e+55)/1 = -7.189983170986565e+55

x1 = -36/-6- (16 x -1.3216799048410011e+55)/-6- (4 x -9.110736728271247e+54)/-6- (1 x 2.6809409766599484e+55)/-6 = -3.685038698684095e+55

x2 = -4/-4- (16 x -1.3216799048410011e+55)/-4- (2 x -6.775144833942176e+54)/-4- (1 x 2.6809409766599484e+55)/-4 = -4.955241616896126e+55

Page 25: Gauss seidel

x3 = -64/1- (9 x -1.3216799048410011e+55)/1- (8 x -6.775144833942176e+54)/1- (-3 x -9.110736728271247e+54)/1 = 1.4582013992241378e+56

step:76

x0 = -64/1- (-8 x -3.685038698684095e+55)/1- (1 x -4.955241616896126e+55)/1- (1 x 1.4582013992241378e+56)/1 = -3.9107081964818013e+56

x1 = -36/-6- (16 x -7.189983170986565e+55)/-6- (4 x -4.955241616896126e+55)/-6- (1 x 1.4582013992241378e+56)/-6 = -2.0046447201854694e+56

x2 = -4/-4- (16 x -7.189983170986565e+55)/-4- (2 x -3.685038698684095e+55)/-4- (1 x 1.4582013992241378e+56)/-4 = -2.6956948535227963e+56

x3 = -64/1- (9 x -7.189983170986565e+55)/1- (8 x -3.685038698684095e+55)/1- (-3 x -4.955241616896126e+55)/1 = 7.932443327766348e+56

step:77

x0 = -64/1- (-8 x -2.0046447201854694e+56)/1- (1 x -2.6956948535227963e+56)/1- (1 x 7.932443327766348e+56)/1 = -2.1273906235727306e+57

x1 = -36/-6- (16 x -3.9107081964818013e+56)/-6- (4 x -2.6956948535227963e+56)/-6- (1 x 7.932443327766348e+56)/-6 = -1.090361120500561e+57

x2 = -4/-4- (16 x -3.9107081964818013e+56)/-4- (2 x -2.0046447201854694e+56)/-4- (1 x 7.932443327766348e+56)/-4 = -1.4662044314078353e+57

x3 = -64/1- (9 x -3.9107081964818013e+56)/1- (8 x -2.0046447201854694e+56)/1- (-3 x -2.6956948535227963e+56)/1 = 4.314644696925157e+57

step:78

x0 = -64/1- (-8 x -1.090361120500561e+57)/1- (1 x -1.4662044314078353e+57)/1- (1 x 4.314644696925157e+57)/1 = -1.157132922952181e+58

x1 = -36/-6- (16 x -2.1273906235727306e+57)/-6- (4 x -1.4662044314078353e+57)/-6- (1 x 4.314644696925157e+57)/-6 = -5.931403834311645e+57

x2 = -4/-4- (16 x -2.1273906235727306e+57)/-4- (2 x -1.090361120500561e+57)/-4- (1 x 4.314644696925157e+57)/-4 = -7.976081880309914e+57

Page 26: Gauss seidel

x3 = -64/1- (9 x -2.1273906235727306e+57)/1- (8 x -1.090361120500561e+57)/1- (-3 x -1.4662044314078353e+57)/1 = 2.3470791281935558e+58

step:79

x0 = -64/1- (-8 x -5.931403834311645e+57)/1- (1 x -7.976081880309914e+57)/1- (1 x 2.3470791281935558e+58)/1 = -6.294594007611881e+58

x1 = -36/-6- (16 x -1.157132922952181e+58)/-6- (4 x -7.976081880309914e+57)/-6- (1 x 2.3470791281935558e+58)/-6 = -3.2262467318608844e+58

x2 = -4/-4- (16 x -1.157132922952181e+58)/-4- (2 x -5.931403834311645e+57)/-4- (1 x 2.3470791281935558e+58)/-4 = -4.3383321014759173e+58

x3 = -64/1- (9 x -1.157132922952181e+58)/1- (8 x -5.931403834311645e+57)/1- (-3 x -7.976081880309914e+57)/1 = 1.276649480992597e+59

step:80

x0 = -64/1- (-8 x -3.2262467318608844e+58)/1- (1 x -4.3383321014759173e+58)/1- (1 x 1.276649480992597e+59)/1 = -3.423813656333713e+59

x1 = -36/-6- (16 x -6.294594007611881e+58)/-6- (4 x -4.3383321014759173e+58)/-6- (1 x 1.276649480992597e+59)/-6 = -1.7550056286294631e+59

x2 = -4/-4- (16 x -6.294594007611881e+58)/-4- (2 x -3.2262467318608844e+58)/-4- (1 x 1.276649480992597e+59)/-4 = -2.3599875693896474e+59

x3 = -64/1- (9 x -6.294594007611881e+58)/1- (8 x -3.2262467318608844e+58)/1- (-3 x -4.3383321014759173e+58)/1 = 6.944632361896625e+59

step:81

x0 = -64/1- (-8 x -1.7550056286294631e+59)/1- (1 x -2.3599875693896474e+59)/1- (1 x 6.944632361896625e+59)/1 = -1.862468982154268e+60

x1 = -36/-6- (16 x -3.423813656333713e+59)/-6- (4 x -2.3599875693896474e+59)/-6- (1 x 6.944632361896625e+59)/-6 = -9.546056069500229e+59

x2 = -4/-4- (16 x -3.423813656333713e+59)/-4- (2 x -1.7550056286294631e+59)/-4- (1 x 6.944632361896625e+59)/-4 = -1.2836599349175425e+60

Page 27: Gauss seidel

x3 = -64/1- (9 x -3.423813656333713e+59)/1- (8 x -1.7550056286294631e+59)/1- (-3 x -2.3599875693896474e+59)/1 = 3.7774405227870184e+60

step:82

x0 = -64/1- (-8 x -9.546056069500229e+59)/1- (1 x -1.2836599349175425e+60)/1- (1 x 3.7774405227870184e+60)/1 = -1.0130625443469659e+61

x1 = -36/-6- (16 x -1.862468982154268e+60)/-6- (4 x -1.2836599349175425e+60)/-6- (1 x 3.7774405227870184e+60)/-6 = -5.192783821891907e+60

x2 = -4/-4- (16 x -1.862468982154268e+60)/-4- (2 x -9.546056069500229e+59)/-4- (1 x 3.7774405227870184e+60)/-4 = -6.98281860139533e+60

x3 = -64/1- (9 x -1.862468982154268e+60)/1- (8 x -9.546056069500229e+59)/1- (-3 x -1.2836599349175425e+60)/1 = 2.0548085890235968e+61

step:83

x0 = -64/1- (-8 x -5.192783821891907e+60)/1- (1 x -6.98281860139533e+60)/1- (1 x 2.0548085890235968e+61)/1 = -5.51075378639759e+61

x1 = -36/-6- (16 x -1.0130625443469659e+61)/-6- (4 x -6.98281860139533e+60)/-6- (1 x 2.0548085890235968e+61)/-6 = -2.824553260180998e+61

x2 = -4/-4- (16 x -1.0130625443469659e+61)/-4- (2 x -5.192783821891907e+60)/-4- (1 x 2.0548085890235968e+61)/-4 = -3.79818722122656e+61

x3 = -64/1- (9 x -1.0130625443469659e+61)/1- (8 x -5.192783821891907e+60)/1- (-3 x -6.98281860139533e+60)/1 = 1.117694437621762e+62

step:84

x0 = -64/1- (-8 x -2.824553260180998e+61)/1- (1 x -3.79818722122656e+61)/1- (1 x 1.117694437621762e+62)/1 = -2.9975183236439043e+62

x1 = -36/-6- (16 x -5.51075378639759e+61)/-6- (4 x -3.79818722122656e+61)/-6- (1 x 1.117694437621762e+62)/-6 = -1.5364644181841677e+62

x2 = -4/-4- (16 x -5.51075378639759e+61)/-4- (2 x -2.824553260180998e+61)/-4- (1 x 1.117694437621762e+62)/-4 = -2.0661055681626453e+62

Page 28: Gauss seidel

x3 = -64/1- (9 x -5.51075378639759e+61)/1- (8 x -2.824553260180998e+61)/1- (-3 x -3.79818722122656e+61)/1 = 6.0798648495346615e+62

step:85

x0 = -64/1- (-8 x -1.5364644181841677e+62)/1- (1 x -2.0661055681626453e+62)/1- (1 x 6.0798648495346615e+62)/1 = -1.6305474626845358e+63

x1 = -36/-6- (16 x -2.9975183236439043e+62)/-6- (4 x -2.0661055681626453e+62)/-6- (1 x 6.0798648495346615e+62)/-6 = -8.357475100236398e+62

x2 = -4/-4- (16 x -2.9975183236439043e+62)/-4- (2 x -1.5364644181841677e+62)/-4- (1 x 6.0798648495346615e+62)/-4 = -1.1238339291284034e+63

x3 = -64/1- (9 x -2.9975183236439043e+62)/1- (8 x -1.5364644181841677e+62)/1- (-3 x -2.0661055681626453e+62)/1 = 3.307106355378055e+63

step:86

x0 = -64/1- (-8 x -8.357475100236398e+62)/1- (1 x -1.1238339291284034e+63)/1- (1 x 3.307106355378055e+63)/1 = -8.86925250643877e+63

x1 = -36/-6- (16 x -1.6305474626845358e+63)/-6- (4 x -1.1238339291284034e+63)/-6- (1 x 3.307106355378055e+63)/-6 = -4.5461647940146894e+63

x2 = -4/-4- (16 x -1.6305474626845358e+63)/-4- (2 x -8.357475100236398e+62)/-4- (1 x 3.307106355378055e+63)/-4 = -6.11328701690545e+63

x3 = -64/1- (9 x -1.6305474626845358e+63)/1- (8 x -8.357475100236398e+62)/1- (-3 x -1.1238339291284034e+63)/1 = 1.798940545696473e+64

step:87

x0 = -64/1- (-8 x -4.5461647940146894e+63)/1- (1 x -6.11328701690545e+63)/1- (1 x 1.798940545696473e+64)/1 = -4.8245436792176797e+64

x1 = -36/-6- (16 x -8.86925250643877e+63)/-6- (4 x -6.11328701690545e+63)/-6- (1 x 1.798940545696473e+64)/-6 = -2.4728630452279565e+64

x2 = -4/-4- (16 x -8.86925250643877e+63)/-4- (2 x -4.5461647940146894e+63)/-4- (1 x 1.798940545696473e+64)/-4 = -3.325274105852124e+64

Page 29: Gauss seidel

x3 = -64/1- (9 x -8.86925250643877e+63)/1- (8 x -4.5461647940146894e+63)/1- (-3 x -6.11328701690545e+63)/1 = 9.785272985935009e+64

step:88

x0 = -64/1- (-8 x -2.4728630452279565e+64)/1- (1 x -3.325274105852124e+64)/1- (1 x 9.785272985935009e+64)/1 = -2.6242903241906535e+65

x1 = -36/-6- (16 x -4.8245436792176797e+64)/-6- (4 x -3.325274105852124e+64)/-6- (1 x 9.785272985935009e+64)/-6 = -1.3451420384159393e+65

x2 = -4/-4- (16 x -4.8245436792176797e+64)/-4- (2 x -2.4728630452279565e+64)/-4- (1 x 9.785272985935009e+64)/-4 = -1.8088287993000944e+65

x3 = -64/1- (9 x -4.8245436792176797e+64)/1- (8 x -2.4728630452279565e+64)/1- (-3 x -3.325274105852124e+64)/1 = 5.32279751572264e+65

step:89

x0 = -64/1- (-8 x -1.3451420384159393e+65)/1- (1 x -1.8088287993000944e+65)/1- (1 x 5.32279751572264e+65)/1 = -1.427510502375006e+66

x1 = -36/-6- (16 x -2.6242903241906535e+65)/-6- (4 x -1.8088287993000944e+65)/-6- (1 x 5.32279751572264e+65)/-6 = -7.316860478088032e+65

x2 = -4/-4- (16 x -2.6242903241906535e+65)/-4- (2 x -1.3451420384159393e+65)/-4- (1 x 5.32279751572264e+65)/-4 = -9.839032937039923e+65

x3 = -64/1- (9 x -2.6242903241906535e+65)/1- (8 x -1.3451420384159393e+65)/1- (-3 x -1.8088287993000944e+65)/1 = 2.895326282714311e+66

step:90

x0 = -64/1- (-8 x -7.316860478088032e+65)/1- (1 x -9.839032937039923e+65)/1- (1 x 2.895326282714311e+66)/1 = -7.764911371480744e+66

x1 = -36/-6- (16 x -1.427510502375006e+66)/-6- (4 x -9.839032937039923e+65)/-6- (1 x 2.895326282714311e+66)/-6 = -3.980075821683626e+66

x2 = -4/-4- (16 x -1.427510502375006e+66)/-4- (2 x -7.316860478088032e+65)/-4- (1 x 2.895326282714311e+66)/-4 = -5.352053462725848e+66

Page 30: Gauss seidel

x3 = -64/1- (9 x -1.427510502375006e+66)/1- (8 x -7.316860478088032e+65)/1- (-3 x -9.839032937039923e+65)/1 = 1.5749373022733504e+67

step:91

x0 = -64/1- (-8 x -3.980075821683626e+66)/1- (1 x -5.352053462725848e+66)/1- (1 x 1.5749373022733504e+67)/1 = -4.2237926133476663e+67

x1 = -36/-6- (16 x -7.764911371480744e+66)/-6- (4 x -5.352053462725848e+66)/-6- (1 x 1.5749373022733504e+67)/-6 = -2.1649570461976965e+67

x2 = -4/-4- (16 x -7.764911371480744e+66)/-4- (2 x -3.980075821683626e+66)/-4- (1 x 1.5749373022733504e+67)/-4 = -2.911234014108141e+67

x3 = -64/1- (9 x -7.764911371480744e+66)/1- (8 x -3.980075821683626e+66)/1- (-3 x -5.352053462725848e+66)/1 = 8.566864852861815e+67

step:92

x0 = -64/1- (-8 x -2.1649570461976965e+67)/1- (1 x -2.911234014108141e+67)/1- (1 x 8.566864852861815e+67)/1 = -2.2975287208335244e+68

x1 = -36/-6- (16 x -4.2237926133476663e+67)/-6- (4 x -2.911234014108141e+67)/-6- (1 x 8.566864852861815e+67)/-6 = -1.1776458836188903e+68

x2 = -4/-4- (16 x -4.2237926133476663e+67)/-4- (2 x -2.1649570461976965e+67)/-4- (1 x 8.566864852861815e+67)/-4 = -1.583593276327406e+68

x3 = -64/1- (9 x -4.2237926133476663e+67)/1- (8 x -2.1649570461976965e+67)/1- (-3 x -2.911234014108141e+67)/1 = 4.660008784738615e+68

step:93

x0 = -64/1- (-8 x -1.1776458836188903e+68)/1- (1 x -1.583593276327406e+68)/1- (1 x 4.660008784738615e+68)/1 = -1.249758257736233e+69

x1 = -36/-6- (16 x -2.2975287208335244e+68)/-6- (4 x -1.583593276327406e+68)/-6- (1 x 4.660008784738615e+68)/-6 = -6.405803975651234e+68

x2 = -4/-4- (16 x -2.2975287208335244e+68)/-4- (2 x -1.1776458836188903e+68)/-4- (1 x 4.660008784738615e+68)/-4 = -8.61393562895889e+68

Page 31: Gauss seidel

x3 = -64/1- (9 x -2.2975287208335244e+68)/1- (8 x -1.1776458836188903e+68)/1- (-3 x -1.583593276327406e+68)/1 = 2.5348145727470624e+69

step:94

x0 = -64/1- (-8 x -6.405803975651234e+68)/1- (1 x -8.61393562895889e+68)/1- (1 x 2.5348145727470624e+69)/1 = -6.79806419037216e+69

x1 = -36/-6- (16 x -1.249758257736233e+69)/-6- (4 x -8.61393562895889e+68)/-6- (1 x 2.5348145727470624e+69)/-6 = -3.484481967102703e+69

x2 = -4/-4- (16 x -1.249758257736233e+69)/-4- (2 x -6.405803975651234e+68)/-4- (1 x 2.5348145727470624e+69)/-4 = -4.685619586540728e+69

x3 = -64/1- (9 x -1.249758257736233e+69)/1- (8 x -6.405803975651234e+68)/1- (-3 x -8.61393562895889e+68)/1 = 1.3788286811459417e+70

step:95

x0 = -64/1- (-8 x -3.484481967102703e+69)/1- (1 x -4.685619586540728e+69)/1- (1 x 1.3788286811459417e+70)/1 = -3.697852296174031e+70

x1 = -36/-6- (16 x -6.79806419037216e+69)/-6- (4 x -4.685619586540728e+69)/-6- (1 x 1.3788286811459417e+70)/-6 = -1.8953869763443008e+70

x2 = -4/-4- (16 x -6.79806419037216e+69)/-4- (2 x -3.484481967102703e+69)/-4- (1 x 1.3788286811459417e+70)/-4 = -2.5487426042175135e+70

x3 = -64/1- (9 x -6.79806419037216e+69)/1- (8 x -3.484481967102703e+69)/1- (-3 x -4.685619586540728e+69)/1 = 7.500157469054888e+70

step:96

x0 = -64/1- (-8 x -1.8953869763443008e+70)/1- (1 x -2.5487426042175135e+70)/1- (1 x 7.500157469054888e+70)/1 = -2.0114510675591782e+71

x1 = -36/-6- (16 x -3.697852296174031e+70)/-6- (4 x -2.5487426042175135e+70)/-6- (1 x 7.500157469054888e+70)/-6 = -1.0310074947766611e+71

x2 = -4/-4- (16 x -3.697852296174031e+70)/-4- (2 x -1.8953869763443008e+70)/-4- (1 x 7.500157469054888e+70)/-4 = -1.3864063305604554e+71

Page 32: Gauss seidel

x3 = -64/1- (9 x -3.697852296174031e+70)/1- (8 x -1.8953869763443008e+70)/1- (-3 x -2.5487426042175135e+70)/1 = 4.079753866366814e+71

step:97

x0 = -64/1- (-8 x -1.0310074947766611e+71)/1- (1 x -1.3864063305604554e+71)/1- (1 x 4.079753866366814e+71)/1 = -1.0941407494019646e+72

x1 = -36/-6- (16 x -2.0114510675591782e+71)/-6- (4 x -1.3864063305604554e+71)/-6- (1 x 4.079753866366814e+71)/-6 = -5.608181422803644e+71

x2 = -4/-4- (16 x -2.0114510675591782e+71)/-4- (2 x -1.0310074947766611e+71)/-4- (1 x 4.079753866366814e+71)/-4 = -7.541369551033339e+71

x3 = -64/1- (9 x -2.0114510675591782e+71)/1- (8 x -1.0310074947766611e+71)/1- (-3 x -1.3864063305604554e+71)/1 = 2.2191900574564524e+72

step:98

x0 = -64/1- (-8 x -5.608181422803644e+71)/1- (1 x -7.541369551033339e+71)/1- (1 x 2.2191900574564524e+72)/1 = -5.951598240596033e+72

x1 = -36/-6- (16 x -1.0941407494019646e+72)/-6- (4 x -7.541369551033339e+71)/-6- (1 x 2.2191900574564524e+72)/-6 = -3.0506016255647198e+72

x2 = -4/-4- (16 x -1.0941407494019646e+72)/-4- (2 x -5.608181422803644e+71)/-4- (1 x 2.2191900574564524e+72)/-4 = -4.102174554383928e+72

x3 = -64/1- (9 x -1.0941407494019646e+72)/1- (8 x -5.608181422803644e+71)/1- (-3 x -7.541369551033339e+71)/1 = 1.2071401017550594e+73

step:99

x0 = -64/1- (-8 x -3.0506016255647198e+72)/1- (1 x -4.102174554383928e+72)/1- (1 x 1.2071401017550594e+73)/1 = -3.2374039467684426e+73

x1 = -36/-6- (16 x -5.951598240596033e+72)/-6- (4 x -4.102174554383928e+72)/-6- (1 x 1.2071401017550594e+73)/-6 = -1.6593811508253608e+73

x2 = -4/-4- (16 x -5.951598240596033e+72)/-4- (2 x -3.0506016255647198e+72)/-4- (1 x 1.2071401017550594e+73)/-4 = -2.231384352077884e+73

Page 33: Gauss seidel

x3 = -64/1- (9 x -5.951598240596033e+72)/1- (8 x -3.0506016255647198e+72)/1- (-3 x -4.102174554383928e+72)/1 = 6.566267350673028e+73

step:100

x0 = -64/1- (-8 x -1.6593811508253608e+73)/1- (1 x -2.231384352077884e+73)/1- (1 x 6.566267350673028e+73)/1 = -1.760993220519803e+74

x1 = -36/-6- (16 x -3.2374039467684426e+73)/-6- (4 x -2.231384352077884e+73)/-6- (1 x 6.566267350673028e+73)/-6 = -9.026288867655598e+73

x2 = -4/-4- (16 x -3.2374039467684426e+73)/-4- (2 x -1.6593811508253608e+73)/-4- (1 x 6.566267350673028e+73)/-4 = -1.2137739524818194e+74

x3 = -64/1- (9 x -3.2374039467684426e+73)/1- (8 x -1.6593811508253608e+73)/1- (-3 x -2.231384352077884e+73)/1 = 3.5717531671285215e+74

step:101

x0 = -64/1- (-8 x -9.026288867655598e+73)/1- (1 x -1.2137739524818194e+74)/1- (1 x 3.5717531671285215e+74)/1 = -9.579010308771182e+74

x1 = -36/-6- (16 x -1.760993220519803e+74)/-6- (4 x -1.2137739524818194e+74)/-6- (1 x 3.5717531671285215e+74)/-6 = -4.9098723618526e+74

x2 = -4/-4- (16 x -1.760993220519803e+74)/-4- (2 x -9.026288867655598e+73)/-4- (1 x 3.5717531671285215e+74)/-4 = -6.602349033679862e+74

x3 = -64/1- (9 x -1.760993220519803e+74)/1- (8 x -9.026288867655598e+73)/1- (-3 x -1.2137739524818194e+74)/1 = 1.9428648221357248e+75

step:102

x0 = -64/1- (-8 x -4.9098723618526e+74)/1- (1 x -6.602349033679862e+74)/1- (1 x 1.9428648221357248e+75)/1 = -5.2105278082498185e+75

x1 = -36/-6- (16 x -9.579010308771182e+74)/-6- (4 x -6.602349033679862e+74)/-6- (1 x 1.9428648221357248e+75)/-6 = -2.6707485475616854e+75

x2 = -4/-4- (16 x -9.579010308771182e+74)/-4- (2 x -4.9098723618526e+74)/-4- (1 x 1.9428648221357248e+75)/-4 = -3.5913815360671718e+75

Page 34: Gauss seidel

x3 = -64/1- (9 x -9.579010308771182e+74)/1- (8 x -4.9098723618526e+74)/1- (-3 x -6.602349033679862e+74)/1 = 1.0568302457272185e+76

step:103

x0 = -64/1- (-8 x -2.6707485475616854e+75)/1- (1 x -3.5913815360671718e+75)/1- (1 x 1.0568302457272185e+76)/1 = -2.8342909301698495e+76

x1 = -36/-6- (16 x -5.2105278082498185e+75)/-6- (4 x -3.5913815360671718e+75)/-6- (1 x 1.0568302457272185e+76)/-6 = -1.4527611436498932e+76

x2 = -4/-4- (16 x -5.2105278082498185e+75)/-4- (2 x -2.6707485475616854e+75)/-4- (1 x 1.0568302457272185e+76)/-4 = -1.9535409892462072e+76

x3 = -64/1- (9 x -5.2105278082498185e+75)/1- (8 x -2.6707485475616854e+75)/1- (-3 x -3.5913815360671718e+75)/1 = 5.748659404654033e+76

step:104

x0 = -64/1- (-8 x -1.4527611436498932e+76)/1- (1 x -1.9535409892462072e+76)/1- (1 x 5.748659404654033e+76)/1 = -1.541720756460697e+77

x1 = -36/-6- (16 x -2.8342909301698495e+76)/-6- (4 x -1.9535409892462072e+76)/-6- (1 x 5.748659404654033e+76)/-6 = -7.902359905841398e+76

x2 = -4/-4- (16 x -2.8342909301698495e+76)/-4- (2 x -1.4527611436498932e+76)/-4- (1 x 5.748659404654033e+76)/-4 = -1.0626379441340838e+77

x3 = -64/1- (9 x -2.8342909301698495e+76)/1- (8 x -1.4527611436498932e+76)/1- (-3 x -1.9535409892462072e+76)/1 = 3.127008455298917e+77

step:105

x0 = -64/1- (-8 x -7.902359905841398e+76)/1- (1 x -1.0626379441340838e+77)/1- (1 x 3.127008455298917e+77)/1 = -8.386258435837951e+77

x1 = -36/-6- (16 x -1.541720756460697e+77)/-6- (4 x -1.0626379441340838e+77)/-6- (1 x 3.127008455298917e+77)/-6 = -4.2985125707680947e+77

x2 = -4/-4- (16 x -1.541720756460697e+77)/-4- (2 x -7.902359905841398e+76)/-4- (1 x 3.127008455298917e+77)/-4 = -5.780248907310128e+77

Page 35: Gauss seidel

x3 = -64/1- (9 x -1.541720756460697e+77)/1- (8 x -7.902359905841398e+76)/1- (-3 x -1.0626379441340838e+77)/1 = 1.700946090041714e+78

step:106

x0 = -64/1- (-8 x -4.2985125707680947e+77)/1- (1 x -5.780248907310128e+77)/1- (1 x 1.700946090041714e+78)/1 = -4.561731255925177e+78

x1 = -36/-6- (16 x -8.386258435837951e+77)/-6- (4 x -5.780248907310128e+77)/-6- (1 x 1.700946090041714e+78)/-6 = -2.3381944950371765e+78

x2 = -4/-4- (16 x -8.386258435837951e+77)/-4- (2 x -4.2985125707680947e+77)/-4- (1 x 1.700946090041714e+78)/-4 = -3.1441924803631567e+78

x3 = -64/1- (9 x -8.386258435837951e+77)/1- (8 x -4.2985125707680947e+77)/1- (-3 x -5.780248907310128e+77)/1 = 9.252367976675594e+78

step:107

x0 = -64/1- (-8 x -2.3381944950371765e+78)/1- (1 x -3.1441924803631567e+78)/1- (1 x 9.252367976675594e+78)/1 = -2.481373145660985e+79

x1 = -36/-6- (16 x -4.561731255925177e+78)/-6- (4 x -3.1441924803631567e+78)/-6- (1 x 9.252367976675594e+78)/-6 = -1.271868367326331e+79

x2 = -4/-4- (16 x -4.561731255925177e+78)/-4- (2 x -2.3381944950371765e+78)/-4- (1 x 9.252367976675594e+78)/-4 = -1.7102930277050396e+79

x3 = -64/1- (9 x -4.561731255925177e+78)/1- (8 x -2.3381944950371765e+78)/1- (-3 x -3.1441924803631567e+78)/1 = 5.032855982253453e+79

step:108

x0 = -64/1- (-8 x -1.271868367326331e+79)/1- (1 x -1.7102930277050396e+79)/1- (1 x 5.032855982253453e+79)/1 = -1.349750989315906e+80

x1 = -36/-6- (16 x -2.481373145660985e+79)/-6- (4 x -1.7102930277050396e+79)/-6- (1 x 5.032855982253453e+79)/-6 = -6.918381076523745e+79

x2 = -4/-4- (16 x -2.481373145660985e+79)/-4- (2 x -1.271868367326331e+79)/-4- (1 x 5.032855982253453e+79)/-4 = -9.303212770743742e+79

Page 36: Gauss seidel

x3 = -64/1- (9 x -2.481373145660985e+79)/1- (8 x -1.271868367326331e+79)/1- (-3 x -1.7102930277050396e+79)/1 = 2.737642616644439e+80

step:109

x0 = -64/1- (-8 x -6.918381076523745e+79)/1- (1 x -9.303212770743742e+79)/1- (1 x 2.737642616644439e+80)/1 = -7.342026200789061e+80

x1 = -36/-6- (16 x -1.349750989315906e+80)/-6- (4 x -9.303212770743742e+79)/-6- (1 x 2.737642616644439e+80)/-6 = -3.763276386784592e+80

x2 = -4/-4- (16 x -1.349750989315906e+80)/-4- (2 x -6.918381076523745e+79)/-4- (1 x 2.737642616644439e+80)/-4 = -5.060512356928701e+80

x3 = -64/1- (9 x -1.349750989315906e+80)/1- (8 x -6.918381076523745e+79)/1- (-3 x -9.303212770743742e+79)/1 = 1.4891499933839027e+81

step:110

x0 = -64/1- (-8 x -3.763276386784592e+80)/1- (1 x -5.060512356928701e+80)/1- (1 x 1.4891499933839027e+81)/1 = -3.993719867118706e+81

x1 = -36/-6- (16 x -7.342026200789061e+80)/-6- (4 x -5.060512356928701e+80)/-6- (1 x 1.4891499933839027e+81)/-6 = -2.0470494784416793e+81

x2 = -4/-4- (16 x -7.342026200789061e+80)/-4- (2 x -3.763276386784592e+80)/-4- (1 x 1.4891499933839027e+81)/-4 = -2.7526868013088782e+81

x3 = -64/1- (9 x -7.342026200789061e+80)/1- (8 x -3.763276386784592e+80)/1- (-3 x -5.060512356928701e+80)/1 = 8.100290983059219e+81

step:111

x0 = -64/1- (-8 x -2.0470494784416793e+81)/1- (1 x -2.7526868013088782e+81)/1- (1 x 8.100290983059219e+81)/1 = -2.1724000009283774e+82

x1 = -36/-6- (16 x -3.993719867118706e+81)/-6- (4 x -2.7526868013088782e+81)/-6- (1 x 8.100290983059219e+81)/-6 = -1.1134995682679265e+82

x2 = -4/-4- (16 x -3.993719867118706e+81)/-4- (2 x -2.0470494784416793e+81)/-4- (1 x 8.100290983059219e+81)/-4 = -1.497333146193086e+82

Page 37: Gauss seidel

x3 = -64/1- (9 x -3.993719867118706e+81)/1- (8 x -2.0470494784416793e+81)/1- (-3 x -2.7526868013088782e+81)/1 = 4.406181422767516e+82

step:112

x0 = -64/1- (-8 x -1.1134995682679265e+82)/1- (1 x -1.497333146193086e+82)/1- (1 x 4.406181422767516e+82)/1 = -1.1816844822717842e+83

x1 = -36/-6- (16 x -2.1724000009283774e+82)/-6- (4 x -1.497333146193086e+82)/-6- (1 x 4.406181422767516e+82)/-6 = -6.056925196143144e+82

x2 = -4/-4- (16 x -2.1724000009283774e+82)/-4- (2 x -1.1134995682679265e+82)/-4- (1 x 4.406181422767516e+82)/-4 = -8.144804432155594e+82

x3 = -64/1- (9 x -2.1724000009283774e+82)/1- (8 x -1.1134995682679265e+82)/1- (-3 x -1.497333146193086e+82)/1 = 2.3967597115919548e+83

step:113

x0 = -64/1- (-8 x -6.056925196143144e+82)/1- (1 x -8.144804432155594e+82)/1- (1 x 2.3967597115919548e+83)/1 = -6.427819425290911e+83

x1 = -36/-6- (16 x -1.1816844822717842e+83)/-6- (4 x -8.144804432155594e+82)/-6- (1 x 2.3967597115919548e+83)/-6 = -3.2946856296031383e+83

x2 = -4/-4- (16 x -1.1816844822717842e+83)/-4- (2 x -6.056925196143144e+82)/-4- (1 x 2.3967597115919548e+83)/-4 = -4.430394260996305e+83

x3 = -64/1- (9 x -1.1816844822717842e+83)/1- (8 x -6.056925196143144e+82)/1- (-3 x -8.144804432155594e+82)/1 = 1.3037259167713895e+84

step:114

x0 = -64/1- (-8 x -3.2946856296031383e+83)/1- (1 x -4.430394260996305e+83)/1- (1 x 1.3037259167713895e+84)/1 = -3.4964349943542697e+84

x1 = -36/-6- (16 x -6.427819425290911e+83)/-6- (4 x -4.430394260996305e+83)/-6- (1 x 1.3037259167713895e+84)/-6 = -1.7921571446820984e+84

x2 = -4/-4- (16 x -6.427819425290911e+83)/-4- (2 x -3.2946856296031383e+83)/-4- (1 x 1.3037259167713895e+84)/-4 = -2.4099305724036738e+84

Page 38: Gauss seidel

x3 = -64/1- (9 x -6.427819425290911e+83)/1- (8 x -3.2946856296031383e+83)/1- (-3 x -4.430394260996305e+83)/1 = 7.091667708145438e+84

step:115

x0 = -64/1- (-8 x -1.7921571446820984e+84)/1- (1 x -2.4099305724036738e+84)/1- (1 x 7.091667708145438e+84)/1 = -1.901899429319855e+85

x1 = -36/-6- (16 x -3.4964349943542697e+84)/-6- (4 x -2.4099305724036738e+84)/-6- (1 x 7.091667708145438e+84)/-6 = -9.748502415189595e+84

x2 = -4/-4- (16 x -3.4964349943542697e+84)/-4- (2 x -1.7921571446820984e+84)/-4- (1 x 7.091667708145438e+84)/-4 = -1.3108901622721769e+85

x3 = -64/1- (9 x -3.4964349943542697e+84)/1- (8 x -1.7921571446820984e+84)/1- (-3 x -2.4099305724036738e+84)/1 = 3.85753803894342e+85

step:116

x0 = -64/1- (-8 x -9.748502415189595e+84)/1- (1 x -1.3108901622721769e+85)/1- (1 x 3.85753803894342e+85)/1 = -1.034544980882292e+86

x1 = -36/-6- (16 x -1.901899429319855e+85)/-6- (4 x -1.3108901622721769e+85)/-6- (1 x 3.85753803894342e+85)/-6 = -5.302735579877162e+85

x2 = -4/-4- (16 x -1.901899429319855e+85)/-4- (2 x -9.748502415189595e+84)/-4- (1 x 3.85753803894342e+85)/-4 = -7.130638328303045e+85

x3 = -64/1- (9 x -1.901899429319855e+85)/1- (8 x -9.748502415189595e+84)/1- (-3 x -1.3108901622721769e+85)/1 = 2.098322630921384e+86

step:117

x0 = -64/1- (-8 x -5.302735579877162e+85)/1- (1 x -7.130638328303045e+85)/1- (1 x 2.098322630921384e+86)/1 = -5.62744726199281e+86

x1 = -36/-6- (16 x -1.034544980882292e+86)/-6- (4 x -7.130638328303045e+85)/-6- (1 x 2.098322630921384e+86)/-6 = -2.884442065752751e+86

x2 = -4/-4- (16 x -1.034544980882292e+86)/-4- (2 x -5.302735579877162e+85)/-4- (1 x 2.098322630921384e+86)/-4 = -3.87873604479268e+86

Page 39: Gauss seidel

x3 = -64/1- (9 x -1.034544980882292e+86)/1- (8 x -5.302735579877162e+85)/1- (-3 x -7.130638328303045e+85)/1 = 1.1413901793351443e+87

step:118

x0 = -64/1- (-8 x -2.884442065752751e+86)/1- (1 x -3.87873604479268e+86)/1- (1 x 1.1413901793351443e+87)/1 = -3.061070227458077e+87

x1 = -36/-6- (16 x -5.62744726199281e+86)/-6- (4 x -3.87873604479268e+86)/-6- (1 x 1.1413901793351443e+87)/-6 = -1.5690033096284037e+87

x2 = -4/-4- (16 x -5.62744726199281e+86)/-4- (2 x -2.884442065752751e+86)/-4- (1 x 1.1413901793351443e+87)/-4 = -2.109853463250975e+87

x3 = -64/1- (9 x -5.62744726199281e+86)/1- (8 x -2.884442065752751e+86)/1- (-3 x -3.87873604479268e+86)/1 = 6.208635374957926e+87

step:119

x0 = -64/1- (-8 x -1.5690033096284037e+87)/1- (1 x -2.109853463250975e+87)/1- (1 x 6.208635374957926e+87)/1 = -1.665080838873418e+88

x1 = -36/-6- (16 x -3.061070227458077e+87)/-6- (4 x -2.109853463250975e+87)/-6- (1 x 6.208635374957926e+87)/-6 = -8.534650352895868e+87

x2 = -4/-4- (16 x -3.061070227458077e+87)/-4- (2 x -1.5690033096284037e+87)/-4- (1 x 6.208635374957926e+87)/-4 = -1.1476623720907027e+88

x3 = -64/1- (9 x -3.061070227458077e+87)/1- (8 x -1.5690033096284037e+87)/1- (-3 x -2.109853463250975e+87)/1 = 3.3772098134396994e+88

step:120

x0 = -64/1- (-8 x -8.534650352895868e+87)/1- (1 x -1.1476623720907027e+88)/1- (1 x 3.3772098134396994e+88)/1 = -9.057267723665691e+88

x1 = -36/-6- (16 x -1.665080838873418e+88)/-6- (4 x -1.1476623720907027e+88)/-6- (1 x 3.3772098134396994e+88)/-6 = -4.642455516149634e+88

x2 = -4/-4- (16 x -1.665080838873418e+88)/-4- (2 x -8.534650352895868e+87)/-4- (1 x 3.3772098134396994e+88)/-4 = -6.2427534197785415e+88

Page 40: Gauss seidel

x3 = -64/1- (9 x -1.665080838873418e+88)/1- (8 x -8.534650352895868e+87)/1- (-3 x -1.1476623720907027e+88)/1 = 1.837046071590535e+89

step:121

x0 = -64/1- (-8 x -4.642455516149634e+88)/1- (1 x -6.2427534197785415e+88)/1- (1 x 1.837046071590535e+89)/1 = -4.9267351425323877e+89

x1 = -36/-6- (16 x -9.057267723665691e+88)/-6- (4 x -6.2427534197785415e+88)/-6- (1 x 1.837046071590535e+89)/-6 = -2.5252806090309976e+89

x2 = -4/-4- (16 x -9.057267723665691e+88)/-4- (2 x -4.642455516149634e+88)/-4- (1 x 1.837046071590535e+89)/-4 = -3.395768347376124e+89

x3 = -64/1- (9 x -9.057267723665691e+88)/1- (8 x -4.642455516149634e+88)/1- (-3 x -6.2427534197785415e+88)/1 = 9.992679338285265e+89

step:122

x0 = -64/1- (-8 x -2.5252806090309976e+89)/1- (1 x -3.395768347376124e+89)/1- (1 x 9.992679338285265e+89)/1 = -2.6799155863157123e+90

x1 = -36/-6- (16 x -4.9267351425323877e+89)/-6- (4 x -3.395768347376124e+89)/-6- (1 x 9.992679338285265e+89)/-6 = -1.3736359388622905e+90

x2 = -4/-4- (16 x -4.9267351425323877e+89)/-4- (2 x -2.5252806090309976e+89)/-4- (1 x 9.992679338285265e+89)/-4 = -1.8471411040073735e+90

x3 = -64/1- (9 x -4.9267351425323877e+89)/1- (8 x -2.5252806090309976e+89)/1- (-3 x -3.395768347376124e+89)/1 = 5.43555561129111e+90

step:123

x0 = -64/1- (-8 x -1.3736359388622905e+90)/1- (1 x -1.8471411040073735e+90)/1- (1 x 5.43555561129111e+90)/1 = -1.457750201818206e+91

x1 = -36/-6- (16 x -2.6799155863157123e+90)/-6- (4 x -1.8471411040073735e+90)/-6- (1 x 5.43555561129111e+90)/-6 = -7.471943030964963e+90

x2 = -4/-4- (16 x -2.6799155863157123e+90)/-4- (2 x -1.3736359388622905e+90)/-4- (1 x 5.43555561129111e+90)/-4 = -1.0047591411871217e+91

Page 41: Gauss seidel

x3 = -64/1- (9 x -2.6799155863157123e+90)/1- (8 x -1.3736359388622905e+90)/1- (-3 x -1.8471411040073735e+90)/1 = 2.956690447571761e+91

step:124

x0 = -64/1- (-8 x -7.471943030964963e+90)/1- (1 x -1.0047591411871217e+91)/1- (1 x 2.956690447571761e+91)/1 = -7.92948573115661e+91

x1 = -36/-6- (16 x -1.457750201818206e+91)/-6- (4 x -1.0047591411871217e+91)/-6- (1 x 2.956690447571761e+91)/-6 = -4.064391557711337e+91

x2 = -4/-4- (16 x -1.457750201818206e+91)/-4- (2 x -7.471943030964963e+90)/-4- (1 x 2.956690447571761e+91)/-4 = -5.465425346928133e+91

x3 = -64/1- (9 x -1.457750201818206e+91)/1- (8 x -7.471943030964963e+90)/1- (-3 x -1.0047591411871217e+91)/1 = 1.608302881757446e+92

step:125

x0 = -64/1- (-8 x -4.064391557711337e+91)/1- (1 x -5.465425346928133e+91)/1- (1 x 1.608302881757446e+92)/1 = -4.313273593233702e+92

x1 = -36/-6- (16 x -7.92948573115661e+91)/-6- (4 x -5.465425346928133e+91)/-6- (1 x 1.608302881757446e+92)/-6 = -2.2108407378107308e+92

x2 = -4/-4- (16 x -7.92948573115661e+91)/-4- (2 x -4.064391557711337e+91)/-4- (1 x 1.608302881757446e+92)/-4 = -2.9729381499088495e+92

x3 = -64/1- (9 x -7.92948573115661e+91)/1- (8 x -4.064391557711337e+91)/1- (-3 x -5.465425346928133e+91)/1 = 8.74842280013158e+92

step:126

x0 = -64/1- (-8 x -2.2108407378107308e+92)/1- (1 x -2.9729381499088495e+92)/1- (1 x 8.74842280013158e+92)/1 = -2.346221055270858e+93

x1 = -36/-6- (16 x -4.313273593233702e+92)/-6- (4 x -2.9729381499088495e+92)/-6- (1 x 8.74842280013158e+92)/-6 = -1.2025951215207176e+93

x2 = -4/-4- (16 x -4.313273593233702e+92)/-4- (2 x -2.2108407378107308e+92)/-4- (1 x 8.74842280013158e+92)/-4 = -1.6171409041807278e+93

Page 42: Gauss seidel

x3 = -64/1- (9 x -4.313273593233702e+92)/1- (8 x -2.2108407378107308e+92)/1- (-3 x -2.9729381499088495e+92)/1 = 4.758737379186262e+93

step:127

x0 = -64/1- (-8 x -1.2025951215207176e+93)/1- (1 x -1.6171409041807278e+93)/1- (1 x 4.758737379186262e+93)/1 = -1.2762357447171274e+94

x1 = -36/-6- (16 x -2.346221055270858e+93)/-6- (4 x -1.6171409041807278e+93)/-6- (1 x 4.758737379186262e+93)/-6 = -6.54156052031173e+93

x2 = -4/-4- (16 x -2.346221055270858e+93)/-4- (2 x -1.2025951215207176e+93)/-4- (1 x 4.758737379186262e+93)/-4 = -8.796497437047224e+93

x3 = -64/1- (9 x -2.346221055270858e+93)/1- (8 x -1.2025951215207176e+93)/1- (-3 x -1.6171409041807278e+93)/1 = 2.5885327757061278e+94

step:128

x0 = -64/1- (-8 x -6.54156052031173e+93)/1- (1 x -8.796497437047224e+93)/1- (1 x 2.5885327757061278e+94)/1 = -6.94213144825079e+94

x1 = -36/-6- (16 x -1.2762357447171274e+94)/-6- (4 x -8.796497437047224e+93)/-6- (1 x 2.5885327757061278e+94)/-6 = -3.5583063524311336e+94

x2 = -4/-4- (16 x -1.2762357447171274e+94)/-4- (2 x -6.54156052031173e+93)/-4- (1 x 2.5885327757061278e+94)/-4 = -4.784887810957564e+94

x3 = -64/1- (9 x -1.2762357447171274e+94)/1- (8 x -6.54156052031173e+93)/1- (-3 x -8.796497437047224e+93)/1 = 1.4080420887589364e+95

step:129

x0 = -64/1- (-8 x -3.5583063524311336e+94)/1- (1 x -4.784887810957564e+94)/1- (1 x 1.4080420887589364e+95)/1 = -3.776198389608087e+95

x1 = -36/-6- (16 x -6.94213144825079e+94)/-6- (4 x -4.784887810957564e+94)/-6- (1 x 1.4080420887589364e+95)/-6 = -1.9355538921375585e+95

x2 = -4/-4- (16 x -6.94213144825079e+94)/-4- (2 x -3.5583063524311336e+94)/-4- (1 x 1.4080420887589364e+95)/-4 = -2.6027573747321383e+95

Page 43: Gauss seidel

x3 = -64/1- (9 x -6.94213144825079e+94)/1- (8 x -3.5583063524311336e+94)/1- (-3 x -4.784887810957564e+94)/1 = 7.659097042083349e+95

step:130

x0 = -64/1- (-8 x -1.9355538921375585e+95)/1- (1 x -2.6027573747321383e+95)/1- (1 x 7.659097042083349e+95)/1 = -2.0540770804451677e+96

x1 = -36/-6- (16 x -3.776198389608087e+95)/-6- (4 x -2.6027573747321383e+95)/-6- (1 x 7.659097042083349e+95)/-6 = -1.0528517781762434e+96

x2 = -4/-4- (16 x -3.776198389608087e+95)/-4- (2 x -1.9355538921375585e+95)/-4- (1 x 7.659097042083349e+95)/-4 = -1.4157796243980289e+96

x3 = -64/1- (9 x -3.776198389608087e+95)/1- (8 x -1.9355538921375585e+95)/1- (-3 x -2.6027573747321383e+95)/1 = 4.166194451937683e+96

step:131

x0 = -64/1- (-8 x -1.0528517781762434e+96)/1- (1 x -1.4157796243980289e+96)/1- (1 x 4.166194451937683e+96)/1 = -1.1173229052949602e+97

x1 = -36/-6- (16 x -2.0540770804451677e+96)/-6- (4 x -1.4157796243980289e+96)/-6- (1 x 4.166194451937683e+96)/-6 = -5.727026222129519e+96

x2 = -4/-4- (16 x -2.0540770804451677e+96)/-4- (2 x -1.0528517781762434e+96)/-4- (1 x 4.166194451937683e+96)/-4 = -7.701185597884373e+96

x3 = -64/1- (9 x -2.0540770804451677e+96)/1- (8 x -1.0528517781762434e+96)/1- (-3 x -1.4157796243980289e+96)/1 = 2.266216907622237e+97

step:132

x0 = -64/1- (-8 x -5.727026222129519e+96)/1- (1 x -7.701185597884373e+96)/1- (1 x 2.266216907622237e+97)/1 = -6.077719325537415e+97

x1 = -36/-6- (16 x -1.1173229052949602e+97)/-6- (4 x -7.701185597884373e+96)/-6- (1 x 2.266216907622237e+97)/-6 = -3.1152373027084788e+97

x2 = -4/-4- (16 x -1.1173229052949602e+97)/-4- (2 x -5.727026222129519e+96)/-4- (1 x 2.266216907622237e+97)/-4 = -4.189088705380758e+97

Page 44: Gauss seidel

x3 = -64/1- (9 x -1.1173229052949602e+97)/1- (8 x -5.727026222129519e+96)/1- (-3 x -7.701185597884373e+96)/1 = 1.2327171445992944e+98

step:133

x0 = -64/1- (-8 x -3.1152373027084788e+97)/1- (1 x -4.189088705380758e+97)/1- (1 x 1.2327171445992944e+98)/1 = -3.3059981162280016e+98

x1 = -36/-6- (16 x -6.077719325537415e+97)/-6- (4 x -4.189088705380758e+97)/-6- (1 x 1.2327171445992944e+98)/-6 = -1.6945448764021454e+98

x2 = -4/-4- (16 x -6.077719325537415e+97)/-4- (2 x -3.1152373027084788e+97)/-4- (1 x 1.2327171445992944e+98)/-4 = -2.278670309200566e+98

x3 = -64/1- (9 x -6.077719325537415e+97)/1- (8 x -3.1152373027084788e+97)/1- (-3 x -4.189088705380758e+97)/1 = 6.70541062353623e+98

step:134

x0 = -64/1- (-8 x -1.6945448764021454e+98)/1- (1 x -2.278670309200566e+98)/1- (1 x 6.70541062353623e+98)/1 = -1.7983099325552828e+99

x1 = -36/-6- (16 x -3.3059981162280016e+98)/-6- (4 x -2.278670309200566e+98)/-6- (1 x 6.70541062353623e+98)/-6 = -9.217540078819012e+98

x2 = -4/-4- (16 x -3.3059981162280016e+98)/-4- (2 x -1.6945448764021454e+98)/-4- (1 x 6.70541062353623e+98)/-4 = -1.2394912247229022e+99

x3 = -64/1- (9 x -3.3059981162280016e+98)/1- (8 x -1.6945448764021454e+98)/1- (-3 x -2.278670309200566e+98)/1 = 3.6474331129667476e+99

step:135

x0 = -64/1- (-8 x -9.217540078819012e+98)/1- (1 x -1.2394912247229022e+99)/1- (1 x 3.6474331129667476e+99)/1 = -9.781973951299054e+99

x1 = -36/-6- (16 x -1.7983099325552828e+99)/-6- (4 x -1.2394912247229022e+99)/-6- (1 x 3.6474331129667476e+99)/-6 = -5.013915117801565e+99

x2 = -4/-4- (16 x -1.7983099325552828e+99)/-4- (2 x -9.217540078819012e+98)/-4- (1 x 3.6474331129667476e+99)/-4 = -6.742258455920394e+99

Page 45: Gauss seidel

x3 = -64/1- (9 x -1.7983099325552828e+99)/1- (8 x -9.217540078819012e+98)/1- (-3 x -1.2394912247229022e+99)/1 = 1.9840347781884047e+100

step:136

x0 = -64/1- (-8 x -5.013915117801565e+99)/1- (1 x -6.742258455920394e+99)/1- (1 x 1.9840347781884047e+100)/1 = -5.320941026837617e+100

x1 = -36/-6- (16 x -9.781973951299054e+99)/-6- (4 x -6.742258455920394e+99)/-6- (1 x 1.9840347781884047e+100)/-6 = -2.7273378210430397e+100

x2 = -4/-4- (16 x -9.781973951299054e+99)/-4- (2 x -5.013915117801565e+99)/-4- (1 x 1.9840347781884047e+100)/-4 = -3.667476641862599e+100

x3 = -64/1- (9 x -9.781973951299054e+99)/1- (8 x -5.013915117801565e+99)/1- (-3 x -6.742258455920394e+99)/1 = 1.0792231113634282e+101

step:137

x0 = -64/1- (-8 x -2.7273378210430397e+100)/1- (1 x -3.667476641862599e+100)/1- (1 x 1.0792231113634282e+101)/1 = -2.8943457040116e+101

x1 = -36/-6- (16 x -5.320941026837617e+100)/-6- (4 x -3.667476641862599e+100)/-6- (1 x 1.0792231113634282e+101)/-6 = -1.4835455313869663e+101

x2 = -4/-4- (16 x -5.320941026837617e+100)/-4- (2 x -2.7273378210430397e+100)/-4- (1 x 1.0792231113634282e+101)/-4 = -1.9949375239463417e+101

x3 = -64/1- (9 x -5.320941026837617e+100)/1- (8 x -2.7273378210430397e+100)/1- (-3 x -3.667476641862599e+100)/1 = 5.870474188429508e+101

step:138

x0 = -64/1- (-8 x -1.4835455313869663e+101)/1- (1 x -1.9949375239463417e+101)/1- (1 x 5.870474188429508e+101)/1 = -1.5743900915578897e+102

x1 = -36/-6- (16 x -2.8943457040116e+101)/-6- (4 x -1.9949375239463417e+101)/-6- (1 x 5.870474188429508e+101)/-6 = -8.06980119525691e+101

x2 = -4/-4- (16 x -2.8943457040116e+101)/-4- (2 x -1.4835455313869663e+101)/-4- (1 x 5.870474188429508e+101)/-4 = -1.0851537034632507e+102

Page 46: Gauss seidel

x3 = -64/1- (9 x -2.8943457040116e+101)/1- (8 x -1.4835455313869663e+101)/1- (-3 x -1.9949375239463417e+101)/1 = 3.193266301536111e+102

step:139

x0 = -64/1- (-8 x -8.06980119525691e+101)/1- (1 x -1.0851537034632507e+102)/1- (1 x 3.193266301536111e+102)/1 = -8.563953554278388e+102

x1 = -36/-6- (16 x -1.5743900915578897e+102)/-6- (4 x -1.0851537034632507e+102)/-6- (1 x 3.193266301536111e+102)/-6 = -4.3895983295405213e+102

x2 = -4/-4- (16 x -1.5743900915578897e+102)/-4- (2 x -8.06980119525691e+101)/-4- (1 x 3.193266301536111e+102)/-4 = -5.902733850610376e+102

x3 = -64/1- (9 x -1.5743900915578897e+102)/1- (8 x -8.06980119525691e+101)/1- (-3 x -1.0851537034632507e+102)/1 = 1.7369890669836782e+103

step:140

x0 = -64/1- (-8 x -4.3895983295405213e+102)/1- (1 x -5.902733850610376e+102)/1- (1 x 1.7369890669836782e+103)/1 = -4.658394345555057e+103

x1 = -36/-6- (16 x -8.563953554278388e+102)/-6- (4 x -5.902733850610376e+102)/-6- (1 x 1.7369890669836782e+103)/-6 = -2.387738360017649e+103

x2 = -4/-4- (16 x -8.563953554278388e+102)/-4- (2 x -4.3895983295405213e+102)/-4- (1 x 1.7369890669836782e+103)/-4 = -3.2108140714424616e+103

x3 = -64/1- (9 x -8.563953554278388e+102)/1- (8 x -4.3895983295405213e+102)/1- (-3 x -5.902733850610376e+102)/1 = 9.448416707299855e+103

step:141

x0 = -64/1- (-8 x -2.387738360017649e+103)/1- (1 x -3.2108140714424616e+103)/1- (1 x 9.448416707299855e+103)/1 = -2.5339509515998586e+104

x1 = -36/-6- (16 x -4.658394345555057e+103)/-6- (4 x -3.2108140714424616e+103)/-6- (1 x 9.448416707299855e+103)/-6 = -1.2988191517891817e+104

x2 = -4/-4- (16 x -4.658394345555057e+103)/-4- (2 x -2.387738360017649e+103)/-4- (1 x 9.448416707299855e+103)/-4 = -1.746534238540409e+104

Page 47: Gauss seidel

x3 = -64/1- (9 x -4.658394345555057e+103)/1- (8 x -2.387738360017649e+103)/1- (-3 x -3.2108140714424616e+103)/1 = 5.139501377580933e+104

step:142

x0 = -64/1- (-8 x -1.2988191517891817e+104)/1- (1 x -1.746534238540409e+104)/1- (1 x 5.139501377580933e+104)/1 = -1.3783520353353978e+105

x1 = -36/-6- (16 x -2.5339509515998586e+104)/-6- (4 x -1.746534238540409e+104)/-6- (1 x 5.139501377580933e+104)/-6 = -7.064975133696407e+104

x2 = -4/-4- (16 x -2.5339509515998586e+104)/-4- (2 x -1.2988191517891817e+104)/-4- (1 x 5.139501377580933e+104)/-4 = -9.500338037898793e+104

x3 = -64/1- (9 x -2.5339509515998586e+104)/1- (8 x -1.2988191517891817e+104)/1- (-3 x -1.746534238540409e+104)/1 = 2.795650906309095e+105

step:143

x0 = -64/1- (-8 x -7.064975133696407e+104)/1- (1 x -9.500338037898793e+104)/1- (1 x 2.795650906309095e+105)/1 = -7.49759720947634e+105

x1 = -36/-6- (16 x -1.3783520353353978e+105)/-6- (4 x -9.500338037898793e+104)/-6- (1 x 2.795650906309095e+105)/-6 = -3.843019479036131e+105

x2 = -4/-4- (16 x -1.3783520353353978e+105)/-4- (2 x -7.064975133696407e+104)/-4- (1 x 2.795650906309095e+105)/-4 = -5.167744171449138e+105

x3 = -64/1- (9 x -1.3783520353353978e+105)/1- (8 x -7.064975133696407e+104)/1- (-3 x -9.500338037898793e+104)/1 = 1.5207047013606069e+106

step:144

x0 = -64/1- (-8 x -3.843019479036131e+105)/1- (1 x -5.167744171449138e+105)/1- (1 x 1.5207047013606069e+106)/1 = -4.078345867444598e+106

x1 = -36/-6- (16 x -7.49759720947634e+105)/-6- (4 x -5.167744171449138e+105)/-6- (1 x 1.5207047013606069e+106)/-6 = -2.0904247503968656e+106

x2 = -4/-4- (16 x -7.49759720947634e+105)/-4- (2 x -3.843019479036131e+105)/-4- (1 x 1.5207047013606069e+106)/-4 = -2.811013682402191e+106

Page 48: Gauss seidel

x3 = -64/1- (9 x -7.49759720947634e+105)/1- (8 x -3.843019479036131e+105)/1- (-3 x -5.167744171449138e+105)/1 = 8.271929820322869e+106

step:145

x0 = -64/1- (-8 x -2.0904247503968656e+106)/1- (1 x -2.811013682402191e+106)/1- (1 x 8.271929820322869e+106)/1 = -2.2184314141095602e+107

x1 = -36/-6- (16 x -4.078345867444598e+106)/-6- (4 x -2.811013682402191e+106)/-6- (1 x 8.271929820322869e+106)/-6 = -1.137094313139991e+107

x2 = -4/-4- (16 x -4.078345867444598e+106)/-4- (2 x -2.0904247503968656e+106)/-4- (1 x 8.271929820322869e+106)/-4 = -1.5290613389896107e+107

x3 = -64/1- (9 x -4.078345867444598e+106)/1- (8 x -2.0904247503968656e+106)/1- (-3 x -2.811013682402191e+106)/1 = 4.499546976296973e+107

step:146

x0 = -64/1- (-8 x -1.137094313139991e+107)/1- (1 x -1.5290613389896107e+107)/1- (1 x 4.499546976296973e+107)/1 = -1.206724014242729e+108

x1 = -36/-6- (16 x -2.2184314141095602e+107)/-6- (4 x -1.5290613389896107e+107)/-6- (1 x 4.499546976296973e+107)/-6 = -6.185266834235739e+107

x2 = -4/-4- (16 x -2.2184314141095602e+107)/-4- (2 x -1.137094313139991e+107)/-4- (1 x 4.499546976296973e+107)/-4 = -8.317386068933992e+107

x3 = -64/1- (9 x -2.2184314141095602e+107)/1- (8 x -1.137094313139991e+107)/1- (-3 x -1.5290613389896107e+107)/1 = 2.4475453215137135e+108

step:147

x0 = -64/1- (-8 x -6.185266834235739e+107)/1- (1 x -8.317386068933992e+107)/1- (1 x 2.4475453215137135e+108)/1 = -6.564020182008905e+108

x1 = -36/-6- (16 x -1.206724014242729e+108)/-6- (4 x -8.317386068933992e+107)/-6- (1 x 2.4475453215137135e+108)/-6 = -3.364498888990592e+108

x2 = -4/-4- (16 x -1.206724014242729e+108)/-4- (2 x -6.185266834235739e+107)/-4- (1 x 2.4475453215137135e+108)/-4 = -4.524273068304275e+108

Page 49: Gauss seidel

x3 = -64/1- (9 x -1.206724014242729e+108)/1- (8 x -6.185266834235739e+107)/1- (-3 x -8.317386068933992e+107)/1 = 1.3313513774892954e+109

step:148

x0 = -64/1- (-8 x -3.364498888990592e+108)/1- (1 x -4.524273068304275e+108)/1- (1 x 1.3313513774892954e+109)/1 = -3.5705231818513414e+109

x1 = -36/-6- (16 x -6.564020182008905e+108)/-6- (4 x -4.524273068304275e+108)/-6- (1 x 1.3313513774892954e+109)/-6 = -1.8301316901744437e+109

x2 = -4/-4- (16 x -6.564020182008905e+108)/-4- (2 x -3.364498888990592e+108)/-4- (1 x 1.3313513774892954e+109)/-4 = -2.4609951728807678e+109

x3 = -64/1- (9 x -6.564020182008905e+108)/1- (8 x -3.364498888990592e+108)/1- (-3 x -4.524273068304275e+108)/1 = 7.2419353545092065e+109

step:149

x0 = -64/1- (-8 x -1.8301316901744437e+109)/1- (1 x -2.4609951728807678e+109)/1- (1 x 7.2419353545092065e+109)/1 = -1.9421993703023987e+110

x1 = -36/-6- (16 x -3.5705231818513414e+109)/-6- (4 x -2.4609951728807678e+109)/-6- (1 x 7.2419353545092065e+109)/-6 = -9.955069374439221e+109

x2 = -4/-4- (16 x -3.5705231818513414e+109)/-4- (2 x -1.8301316901744437e+109)/-4- (1 x 7.2419353545092065e+109)/-4 = -1.3386674733865286e+110

x3 = -64/1- (9 x -3.5705231818513414e+109)/1- (8 x -1.8301316901744437e+109)/1- (-3 x -2.4609951728807678e+109)/1 = 3.939277663941532e+110

step:150

x0 = -64/1- (-8 x -9.955069374439221e+109)/1- (1 x -1.3386674733865286e+110)/1- (1 x 3.939277663941532e+110)/1 = -1.056466569010638e+111

x1 = -36/-6- (16 x -1.9421993703023987e+110)/-6- (4 x -1.3386674733865286e+110)/-6- (1 x 3.939277663941532e+110)/-6 = -5.4150970257404935e+110

x2 = -4/-4- (16 x -1.9421993703023987e+110)/-4- (2 x -9.955069374439221e+109)/-4- (1 x 3.939277663941532e+110)/-4 = -7.281731533946172e+110

Page 50: Gauss seidel

x3 = -64/1- (9 x -1.9421993703023987e+110)/1- (8 x -9.955069374439221e+109)/1- (-3 x -1.3386674733865286e+110)/1 = 2.142784741211338e+111

step:151

x0 = -64/1- (-8 x -5.4150970257404935e+110)/1- (1 x -7.281731533946172e+110)/1- (1 x 2.142784741211338e+111)/1 = -5.746689208409115e+111

x1 = -36/-6- (16 x -1.056466569010638e+111)/-6- (4 x -7.281731533946172e+110)/-6- (1 x 2.142784741211338e+111)/-6 = -2.945562162756223e+111

x2 = -4/-4- (16 x -1.056466569010638e+111)/-4- (2 x -5.4150970257404935e+110)/-4- (1 x 2.142784741211338e+111)/-4 = -3.960924942026742e+111

x3 = -64/1- (9 x -1.056466569010638e+111)/1- (8 x -5.4150970257404935e+110)/1- (-3 x -7.281731533946172e+110)/1 = 1.1655757281504287e+112

step:152

x0 = -64/1- (-8 x -2.945562162756223e+111)/1- (1 x -3.960924942026742e+111)/1- (1 x 1.1655757281504287e+112)/1 = -3.125932964152733e+112

x1 = -36/-6- (16 x -5.746689208409115e+111)/-6- (4 x -3.960924942026742e+111)/-6- (1 x 1.1655757281504287e+112)/-6 = -1.602249497019142e+112

x2 = -4/-4- (16 x -5.746689208409115e+111)/-4- (2 x -2.945562162756223e+111)/-4- (1 x 1.1655757281504287e+112)/-4 = -2.15455985946385e+112

x3 = -64/1- (9 x -5.746689208409115e+111)/1- (8 x -2.945562162756223e+111)/1- (-3 x -3.960924942026742e+111)/1 = 6.340192535165158e+112

step:153

x0 = -64/1- (-8 x -1.602249497019142e+112)/1- (1 x -2.15455985946385e+112)/1- (1 x 6.340192535165158e+112)/1 = -1.7003628651854443e+113

x1 = -36/-6- (16 x -3.125932964152733e+112)/-6- (4 x -2.15455985946385e+112)/-6- (1 x 6.340192535165158e+112)/-6 = -8.715495721522328e+112

x2 = -4/-4- (16 x -3.125932964152733e+112)/-4- (2 x -1.602249497019142e+112)/-4- (1 x 6.340192535165158e+112)/-4 = -1.1719808471329213e+113

Page 51: Gauss seidel

x3 = -64/1- (9 x -3.125932964152733e+112)/1- (8 x -1.602249497019142e+112)/1- (-3 x -2.15455985946385e+112)/1 = 3.448771307513619e+113

step:154

x0 = -64/1- (-8 x -8.715495721522328e+112)/1- (1 x -1.1719808471329213e+113)/1- (1 x 3.448771307513619e+113)/1 = -9.24918703759856e+113

x1 = -36/-6- (16 x -1.7003628651854443e+113)/-6- (4 x -1.1719808471329213e+113)/-6- (1 x 3.448771307513619e+113)/-6 = -4.7408263206641955e+113

x2 = -4/-4- (16 x -1.7003628651854443e+113)/-4- (2 x -8.715495721522328e+112)/-4- (1 x 3.448771307513619e+113)/-4 = -6.375033419939489e+113

x3 = -64/1- (9 x -1.7003628651854443e+113)/1- (8 x -8.715495721522328e+112)/1- (-3 x -1.1719808471329213e+113)/1 = 1.87597198224881e+114

step:155

x0 = -64/1- (-8 x -4.7408263206641955e+113)/1- (1 x -6.375033419939489e+113)/1- (1 x 1.87597198224881e+114)/1 = -5.031129696786218e+114

x1 = -36/-6- (16 x -9.24918703759856e+113)/-6- (4 x -6.375033419939489e+113)/-6- (1 x 1.87597198224881e+114)/-6 = -2.578790107647447e+114

x2 = -4/-4- (16 x -9.24918703759856e+113)/-4- (2 x -4.7408263206641955e+113)/-4- (1 x 1.87597198224881e+114)/-4 = -3.467723135510431e+114

x3 = -64/1- (9 x -9.24918703759856e+113)/1- (8 x -4.7408263206641955e+113)/1- (-3 x -6.375033419939489e+113)/1 = 1.0204419364388214e+115

step:156

x0 = -64/1- (-8 x -2.578790107647447e+114)/1- (1 x -3.467723135510431e+114)/1- (1 x 1.0204419364388214e+115)/1 = -2.7367017090057357e+115

x1 = -36/-6- (16 x -5.031129696786218e+114)/-6- (4 x -3.467723135510431e+114)/-6- (1 x 1.0204419364388214e+115)/-6 = -1.4027424721038836e+115

x2 = -4/-4- (16 x -5.031129696786218e+114)/-4- (2 x -2.578790107647447e+114)/-4- (1 x 1.0204419364388214e+115)/-4 = -1.886280899987154e+115

Page 52: Gauss seidel

x3 = -64/1- (9 x -5.031129696786218e+114)/1- (8 x -2.578790107647447e+114)/1- (-3 x -3.467723135510431e+114)/1 = 5.550731872572424e+115

step:157

x0 = -64/1- (-8 x -1.4027424721038836e+115)/1- (1 x -1.886280899987154e+115)/1- (1 x 5.550731872572424e+115)/1 = -1.488639074941634e+116

x1 = -36/-6- (16 x -2.7367017090057357e+115)/-6- (4 x -1.886280899987154e+115)/-6- (1 x 5.550731872572424e+115)/-6 = -7.630269845244661e+115

x2 = -4/-4- (16 x -2.7367017090057357e+115)/-4- (2 x -1.4027424721038836e+115)/-4- (1 x 5.550731872572424e+115)/-4 = -1.026049510393178e+116

x3 = -64/1- (9 x -2.7367017090057357e+115)/1- (8 x -1.4027424721038836e+115)/1- (-3 x -1.886280899987154e+115)/1 = 3.019341245792123e+116

step:158

x0 = -64/1- (-8 x -7.630269845244661e+115)/1- (1 x -1.026049510393178e+116)/1- (1 x 3.019341245792123e+116)/1 = -8.097507611594673e+116

x1 = -36/-6- (16 x -1.488639074941634e+116)/-6- (4 x -1.026049510393178e+116)/-6- (1 x 3.019341245792123e+116)/-6 = -4.150513665807789e+116

x2 = -4/-4- (16 x -1.488639074941634e+116)/-4- (2 x -7.630269845244661e+115)/-4- (1 x 3.019341245792123e+116)/-4 = -5.581234480580738e+116

x3 = -64/1- (9 x -1.488639074941634e+116)/1- (8 x -7.630269845244661e+115)/1- (-3 x -1.026049510393178e+116)/1 = 1.64238190194909e+117

step:159

x0 = -64/1- (-8 x -4.150513665807789e+116)/1- (1 x -5.581234480580738e+116)/1- (1 x 1.64238190194909e+117)/1 = -4.4046693865372477e+117

x1 = -36/-6- (16 x -8.097507611594673e+116)/-6- (4 x -5.581234480580738e+116)/-6- (1 x 1.64238190194909e+117)/-6 = -2.2576873448057802e+117

x2 = -4/-4- (16 x -8.097507611594673e+116)/-4- (2 x -4.150513665807789e+116)/-4- (1 x 1.64238190194909e+117)/-4 = -3.035933252440986e+117

Page 53: Gauss seidel

x3 = -64/1- (9 x -8.097507611594673e+116)/1- (8 x -4.150513665807789e+116)/1- (-3 x -5.581234480580738e+116)/1 = 8.933797438907215e+117

step:160

x0 = -64/1- (-8 x -2.2576873448057802e+117)/1- (1 x -3.035933252440986e+117)/1- (1 x 8.933797438907215e+117)/1 = -2.3959362944912472e+118

x1 = -36/-6- (16 x -4.4046693865372477e+117)/-6- (4 x -3.035933252440986e+117)/-6- (1 x 8.933797438907215e+117)/-6 = -1.2280774292575446e+118

x2 = -4/-4- (16 x -4.4046693865372477e+117)/-4- (2 x -2.2576873448057802e+117)/-4- (1 x 8.933797438907215e+117)/-4 = -1.6514071858825075e+118

x3 = -64/1- (9 x -4.4046693865372477e+117)/1- (8 x -2.2576873448057802e+117)/1- (-3 x -3.035933252440986e+117)/1 = 4.859572347995851e+118

step:161

x0 = -64/1- (-8 x -1.2280774292575446e+118)/1- (1 x -1.6514071858825075e+118)/1- (1 x 4.859572347995851e+118)/1 = -1.30327845961737e+119

x1 = -36/-6- (16 x -2.3959362944912472e+118)/-6- (4 x -1.6514071858825075e+118)/-6- (1 x 4.859572347995851e+118)/-6 = -6.680172851232356e+118

x2 = -4/-4- (16 x -2.3959362944912472e+118)/-4- (2 x -1.2280774292575446e+118)/-4- (1 x 4.859572347995851e+118)/-4 = -8.9828908055948e+118

x3 = -64/1- (9 x -2.3959362944912472e+118)/1- (8 x -1.2280774292575446e+118)/1- (-3 x -1.6514071858825075e+118)/1 = 2.643382452683406e+119

step:162

x0 = -64/1- (-8 x -6.680172851232356e+118)/1- (1 x -8.9828908055948e+118)/1- (1 x 2.643382452683406e+119)/1 = -7.08923165310981e+119

x1 = -36/-6- (16 x -1.30327845961737e+119)/-6- (4 x -8.9828908055948e+118)/-6- (1 x 2.643382452683406e+119)/-6 = -3.6337048705720725e+119

x2 = -4/-4- (16 x -1.30327845961737e+119)/-4- (2 x -6.680172851232356e+118)/-4- (1 x 2.643382452683406e+119)/-4 = -4.886276867860246e+119

Page 54: Gauss seidel

x3 = -64/1- (9 x -1.30327845961737e+119)/1- (8 x -6.680172851232356e+118)/1- (-3 x -8.9828908055948e+118)/1 = 1.4378777175863773e+120

step:163

x0 = -64/1- (-8 x -3.6337048705720725e+119)/1- (1 x -4.886276867860246e+119)/1- (1 x 1.4378777175863773e+120)/1 = -3.8562139272580107e+120

x1 = -36/-6- (16 x -7.08923165310981e+119)/-6- (4 x -4.886276867860246e+119)/-6- (1 x 1.4378777175863773e+120)/-6 = -1.9765672790889028e+120

x2 = -4/-4- (16 x -7.08923165310981e+119)/-4- (2 x -3.6337048705720725e+119)/-4- (1 x 1.4378777175863773e+120)/-4 = -2.6579084753759335e+120

x3 = -64/1- (9 x -7.08923165310981e+119)/1- (8 x -3.6337048705720725e+119)/1- (-3 x -4.886276867860246e+119)/1 = 7.821389323898414e+120

step:164

x0 = -64/1- (-8 x -1.9765672790889028e+120)/1- (1 x -2.6579084753759335e+120)/1- (1 x 7.821389323898414e+120)/1 = -2.0976019081233703e+121

x1 = -36/-6- (16 x -3.8562139272580107e+120)/-6- (4 x -2.6579084753759335e+120)/-6- (1 x 7.821389323898414e+120)/-6 = -1.075161123562225e+121

x2 = -4/-4- (16 x -3.8562139272580107e+120)/-4- (2 x -1.9765672790889028e+120)/-4- (1 x 7.821389323898414e+120)/-4 = -1.445779201760189e+121

x3 = -64/1- (9 x -3.8562139272580107e+120)/1- (8 x -1.9765672790889028e+120)/1- (-3 x -2.6579084753759335e+120)/1 = 4.254473815190552e+121

step:165

x0 = -64/1- (-8 x -1.075161123562225e+121)/1- (1 x -1.445779201760189e+121)/1- (1 x 4.254473815190552e+121)/1 = -1.1409983601928163e+122

x1 = -36/-6- (16 x -2.0976019081233703e+121)/-6- (4 x -1.445779201760189e+121)/-6- (1 x 4.254473815190552e+121)/-6 = -5.848378920304022e+121

x2 = -4/-4- (16 x -2.0976019081233703e+121)/-4- (2 x -1.075161123562225e+121)/-4- (1 x 4.254473815190552e+121)/-4 = -7.864369740476956e+121

Page 55: Gauss seidel

x3 = -64/1- (9 x -2.0976019081233703e+121)/1- (8 x -1.075161123562225e+121)/1- (-3 x -1.445779201760189e+121)/1 = 2.3142368556327568e+122

step:166

x0 = -64/1- (-8 x -5.848378920304022e+121)/1- (1 x -7.864369740476956e+121)/1- (1 x 2.3142368556327568e+122)/1 = -6.206503017828279e+122

x1 = -36/-6- (16 x -1.1409983601928163e+122)/-6- (4 x -7.864369740476956e+121)/-6- (1 x 2.3142368556327568e+122)/-6 = -3.1812474672738478e+122

x2 = -4/-4- (16 x -1.1409983601928163e+122)/-4- (2 x -5.848378920304022e+121)/-4- (1 x 2.3142368556327568e+122)/-4 = -4.2778531728782774e+122

x3 = -64/1- (9 x -1.1409983601928163e+122)/1- (8 x -5.848378920304022e+121)/1- (-3 x -7.864369740476956e+121)/1 = 1.2588377455835477e+123

step:167

x0 = -64/1- (-8 x -3.1812474672738478e+122)/1- (1 x -4.2778531728782774e+122)/1- (1 x 1.2588377455835477e+123)/1 = -3.3760504021147984e+123

x1 = -36/-6- (16 x -6.206503017828279e+122)/-6- (4 x -4.2778531728782774e+122)/-6- (1 x 1.2588377455835477e+123)/-6 = -1.7304513920155017e+123

x2 = -4/-4- (16 x -6.206503017828279e+122)/-4- (2 x -3.1812474672738478e+122)/-4- (1 x 1.2588377455835477e+123)/-4 = -2.3269541440991168e+123

x3 = -64/1- (9 x -6.206503017828279e+122)/1- (8 x -3.1812474672738478e+122)/1- (-3 x -4.2778531728782774e+122)/1 = 6.847494738001047e+123

step:168

x0 = -64/1- (-8 x -1.7304513920155017e+123)/1- (1 x -2.3269541440991168e+123)/1- (1 x 6.847494738001047e+123)/1 = -1.836415173002594e+124

x1 = -36/-6- (16 x -3.3760504021147984e+123)/-6- (4 x -2.3269541440991168e+123)/-6- (1 x 6.847494738001047e+123)/-6 = -9.4128547120387e+123

x2 = -4/-4- (16 x -3.3760504021147984e+123)/-4- (2 x -1.7304513920155017e+123)/-4- (1 x 6.847494738001047e+123)/-4 = -1.2657553619966681e+124

Page 56: Gauss seidel

x3 = -64/1- (9 x -3.3760504021147984e+123)/1- (8 x -1.7304513920155017e+123)/1- (-3 x -2.3269541440991168e+123)/1 = 3.724720232285985e+124

step:169

x0 = -64/1- (-8 x -9.4128547120387e+123)/1- (1 x -1.2657553619966681e+124)/1- (1 x 3.724720232285985e+124)/1 = -9.989248639920276e+124

x1 = -36/-6- (16 x -1.836415173002594e+124)/-6- (4 x -1.2657553619966681e+124)/-6- (1 x 3.724720232285985e+124)/-6 = -5.120157330623699e+124

x2 = -4/-4- (16 x -1.836415173002594e+124)/-4- (2 x -9.4128547120387e+123)/-4- (1 x 3.724720232285985e+124)/-4 = -6.885123369540815e+124

x3 = -64/1- (9 x -1.836415173002594e+124)/1- (8 x -9.4128547120387e+123)/1- (-3 x -1.2657553619966681e+124)/1 = 2.02607542406643e+125

step:170

x0 = -64/1- (-8 x -5.120157330623699e+124)/1- (1 x -6.885123369540815e+124)/1- (1 x 2.02607542406643e+125)/1 = -5.433688951611307e+125

x1 = -36/-6- (16 x -9.989248639920276e+124)/-6- (4 x -6.885123369540815e+124)/-6- (1 x 2.02607542406643e+125)/-6 = -2.7851286246037225e+125

x2 = -4/-4- (16 x -9.989248639920276e+124)/-4- (2 x -5.120157330623699e+124)/-4- (1 x 2.02607542406643e+125)/-4 = -3.745188466482688e+125

x3 = -64/1- (9 x -9.989248639920276e+124)/1- (8 x -5.120157330623699e+124)/1- (-3 x -6.885123369540815e+124)/1 = 1.1020912629564962e+126

step:171

x0 = -64/1- (-8 x -2.7851286246037225e+125)/1- (1 x -3.745188466482688e+125)/1- (1 x 1.1020912629564962e+126)/1 = -2.9556753159912054e+126

x1 = -36/-6- (16 x -5.433688951611307e+125)/-6- (4 x -3.745188466482688e+125)/-6- (1 x 1.1020912629564962e+126)/-6 = -1.5149810743691118e+126

x2 = -4/-4- (16 x -5.433688951611307e+125)/-4- (2 x -2.7851286246037225e+125)/-4- (1 x 1.1020912629564962e+126)/-4 = -2.037209196135585e+126

Page 57: Gauss seidel

x3 = -64/1- (9 x -5.433688951611307e+125)/1- (8 x -2.7851286246037225e+125)/1- (-3 x -3.745188466482688e+125)/1 = 5.994866416188348e+126

step:172

x0 = -64/1- (-8 x -1.5149810743691118e+126)/1- (1 x -2.037209196135585e+126)/1- (1 x 5.994866416188348e+126)/1 = -1.6077505815005656e+127

x1 = -36/-6- (16 x -2.9556753159912054e+126)/-6- (4 x -2.037209196135585e+126)/-6- (1 x 5.994866416188348e+126)/-6 = -8.240795904035546e+126

x2 = -4/-4- (16 x -2.9556753159912054e+126)/-4- (2 x -1.5149810743691118e+126)/-4- (1 x 5.994866416188348e+126)/-4 = -1.108147519710229e+127

x3 = -64/1- (9 x -2.9556753159912054e+126)/1- (8 x -1.5149810743691118e+126)/1- (-3 x -2.037209196135585e+126)/1 = 3.2609298850466987e+127

step:173

x0 = -64/1- (-8 x -8.240795904035546e+126)/1- (1 x -1.108147519710229e+127)/1- (1 x 3.2609298850466987e+127)/1 = -8.745419088564906e+127

x1 = -36/-6- (16 x -1.6077505815005656e+127)/-6- (4 x -1.108147519710229e+127)/-6- (1 x 3.2609298850466987e+127)/-6 = -4.48261158296721e+127

x2 = -4/-4- (16 x -1.6077505815005656e+127)/-4- (2 x -8.240795904035546e+126)/-4- (1 x 3.2609298850466987e+127)/-4 = -6.027809649942365e+127

x3 = -64/1- (9 x -1.6077505815005656e+127)/1- (8 x -8.240795904035546e+126)/1- (-3 x -1.108147519710229e+127)/1 = 1.7737949397602838e+128

step:174

x0 = -64/1- (-8 x -4.48261158296721e+127)/1- (1 x -6.027809649942365e+127)/1- (1 x 1.7737949397602838e+128)/1 = -4.7571032411398155e+128

x1 = -36/-6- (16 x -8.745419088564906e+127)/-6- (4 x -6.027809649942365e+127)/-6- (1 x 1.7737949397602838e+128)/-6 = -2.4383332436534187e+128

x2 = -4/-4- (16 x -8.745419088564906e+127)/-4- (2 x -4.48261158296721e+127)/-4- (1 x 1.7737949397602838e+128)/-4 = -3.278849479634252e+128

Page 58: Gauss seidel

x3 = -64/1- (9 x -8.745419088564906e+127)/1- (8 x -4.48261158296721e+127)/1- (-3 x -6.027809649942365e+127)/1 = 9.648623551099475e+128

step:175

x0 = -64/1- (-8 x -2.4383332436534187e+128)/1- (1 x -3.278849479634252e+128)/1- (1 x 9.648623551099475e+128)/1 = -2.5876440020692572e+129

x1 = -36/-6- (16 x -4.7571032411398155e+128)/-6- (4 x -3.278849479634252e+128)/-6- (1 x 9.648623551099475e+128)/-6 = -1.3263404370945764e+129

x2 = -4/-4- (16 x -4.7571032411398155e+128)/-4- (2 x -2.4383332436534187e+128)/-4- (1 x 9.648623551099475e+128)/-4 = -1.7835423698611102e+129

x3 = -64/1- (9 x -4.7571032411398155e+128)/1- (8 x -2.4383332436534187e+128)/1- (-3 x -3.278849479634252e+128)/1 = 5.248404668058293e+129

step:176

x0 = -64/1- (-8 x -1.3263404370945764e+129)/1- (1 x -1.7835423698611102e+129)/1- (1 x 5.248404668058293e+129)/1 = -1.4075585794953795e+130

x1 = -36/-6- (16 x -2.5876440020692572e+129)/-6- (4 x -1.7835423698611102e+129)/-6- (1 x 5.248404668058293e+129)/-6 = -7.214678140749044e+129

x2 = -4/-4- (16 x -2.5876440020692572e+129)/-4- (2 x -1.3263404370945764e+129)/-4- (1 x 5.248404668058293e+129)/-4 = -9.701645059809743e+129

x3 = -64/1- (9 x -2.5876440020692572e+129)/1- (8 x -1.3263404370945764e+129)/1- (-3 x -1.7835423698611102e+129)/1 = 2.8548892405796597e+130

step:177

x0 = -64/1- (-8 x -7.214678140749044e+129)/1- (1 x -9.701645059809743e+129)/1- (1 x 2.8548892405796597e+130)/1 = -7.656467247197921e+130

x1 = -36/-6- (16 x -1.4075585794953795e+130)/-6- (4 x -9.701645059809743e+129)/-6- (1 x 2.8548892405796597e+130)/-6 = -3.924451009211718e+130

x2 = -4/-4- (16 x -1.4075585794953795e+130)/-4- (2 x -7.214678140749044e+129)/-4- (1 x 2.8548892405796597e+130)/-4 = -5.277245914874056e+130

Page 59: Gauss seidel

x3 = -64/1- (9 x -1.4075585794953795e+130)/1- (8 x -7.214678140749044e+129)/1- (-3 x -9.701645059809743e+129)/1 = 1.5529276210114726e+131

step:178

x0 = -64/1- (-8 x -3.924451009211718e+130)/1- (1 x -5.277245914874056e+130)/1- (1 x 1.5529276210114726e+131)/1 = -4.164763836893441e+131

x1 = -36/-6- (16 x -7.656467247197921e+130)/-6- (4 x -5.277245914874056e+130)/-6- (1 x 1.5529276210114726e+131)/-6 = -2.134719723409137e+131

x2 = -4/-4- (16 x -7.656467247197921e+130)/-4- (2 x -3.924451009211718e+130)/-4- (1 x 1.5529276210114726e+131)/-4 = -2.870577544086886e+131

x3 = -64/1- (9 x -7.656467247197921e+130)/1- (8 x -3.924451009211718e+130)/1- (-3 x -5.277245914874056e+130)/1 = 8.447207555385287e+131

step:179

x0 = -64/1- (-8 x -2.134719723409137e+131)/1- (1 x -2.870577544086886e+131)/1- (1 x 8.447207555385287e+131)/1 = -2.26543877985715e+132

x1 = -36/-6- (16 x -4.164763836893441e+131)/-6- (4 x -2.870577544086886e+131)/-6- (1 x 8.447207555385287e+131)/-6 = -1.1611887335209552e+132

x2 = -4/-4- (16 x -4.164763836893441e+131)/-4- (2 x -2.134719723409137e+131)/-4- (1 x 8.447207555385287e+131)/-4 = -1.561461332043201e+132

x3 = -64/1- (9 x -4.164763836893441e+131)/1- (8 x -2.134719723409137e+131)/1- (-3 x -2.870577544086886e+131)/1 = 4.59488996870534e+132

step:180

x0 = -64/1- (-8 x -1.1611887335209552e+132)/1- (1 x -1.561461332043201e+132)/1- (1 x 4.59488996870534e+132)/1 = -1.2322938504829782e+133

x1 = -36/-6- (16 x -2.26543877985715e+132)/-6- (4 x -1.561461332043201e+132)/-6- (1 x 4.59488996870534e+132)/-6 = -6.316329306196976e+132

x2 = -4/-4- (16 x -2.26543877985715e+132)/-4- (2 x -1.1611887335209552e+132)/-4- (1 x 4.59488996870534e+132)/-4 = -8.493626994012743e+132

Page 60: Gauss seidel

x3 = -64/1- (9 x -2.26543877985715e+132)/1- (8 x -1.1611887335209552e+132)/1- (-3 x -1.561461332043201e+132)/1 = 2.499407489075239e+133

step:181

x0 = -64/1- (-8 x -6.316329306196976e+132)/1- (1 x -8.493626994012743e+132)/1- (1 x 2.499407489075239e+133)/1 = -6.703108234631545e+133

x1 = -36/-6- (16 x -1.2322938504829782e+133)/-6- (4 x -8.493626994012743e+132)/-6- (1 x 2.499407489075239e+133)/-6 = -3.4357908193762516e+133

x2 = -4/-4- (16 x -1.2322938504829782e+133)/-4- (2 x -6.316329306196976e+132)/-4- (1 x 2.499407489075239e+133)/-4 = -4.620139994972952e+133

x3 = -64/1- (9 x -1.2322938504829782e+133)/1- (8 x -6.316329306196976e+132)/1- (-3 x -8.493626994012743e+132)/1 = 1.359562000110056e+134

step:182

x0 = -64/1- (-8 x -3.4357908193762516e+133)/1- (1 x -4.620139994972952e+133)/1- (1 x 1.359562000110056e+134)/1 = -3.646180656113762e+134

x1 = -36/-6- (16 x -6.703108234631545e+133)/-6- (4 x -4.620139994972952e+133)/-6- (1 x 1.359562000110056e+134)/-6 = -1.8689111955482662e+134

x2 = -4/-4- (16 x -6.703108234631545e+133)/-4- (2 x -3.4357908193762516e+133)/-4- (1 x 1.359562000110056e+134)/-4 = -2.513142334793917e+134

x3 = -64/1- (9 x -6.703108234631545e+133)/1- (8 x -3.4357908193762516e+133)/1- (-3 x -4.620139994972952e+133)/1 = 7.395388068177505e+134

step:183

x0 = -64/1- (-8 x -1.8689111955482662e+134)/1- (1 x -2.513142334793917e+134)/1- (1 x 7.395388068177505e+134)/1 = -1.9833535297769718e+135

x1 = -36/-6- (16 x -3.646180656113762e+134)/-6- (4 x -2.513142334793917e+134)/-6- (1 x 7.395388068177505e+134)/-6 = -1.0166011961469727e+135

x2 = -4/-4- (16 x -3.646180656113762e+134)/-4- (2 x -1.8689111955482662e+134)/-4- (1 x 7.395388068177505e+134)/-4 = -1.3670331205184807e+135

Page 61: Gauss seidel

x3 = -64/1- (9 x -3.646180656113762e+134)/1- (8 x -1.8689111955482662e+134)/1- (-3 x -2.513142334793917e+134)/1 = 4.022748846502824e+135

step:184

x0 = -64/1- (-8 x -1.0166011961469727e+135)/1- (1 x -1.3670331205184807e+135)/1- (1 x 4.022748846502824e+135)/1 = -1.0788525295160126e+136

x1 = -36/-6- (16 x -1.9833535297769718e+135)/-6- (4 x -1.3670331205184807e+135)/-6- (1 x 4.022748846502824e+135)/-6 = -5.5298400186671085e+135

x2 = -4/-4- (16 x -1.9833535297769718e+135)/-4- (2 x -1.0166011961469727e+135)/-4- (1 x 4.022748846502824e+135)/-4 = -7.436027505555667e+135

x3 = -64/1- (9 x -1.9833535297769718e+135)/1- (8 x -1.0166011961469727e+135)/1- (-3 x -1.3670331205184807e+135)/1 = 2.1881891975613088e+136

step:185

x0 = -64/1- (-8 x -5.5298400186671085e+135)/1- (1 x -7.436027505555667e+135)/1- (1 x 2.1881891975613088e+136)/1 = -5.868458461939428e+136

x1 = -36/-6- (16 x -1.0788525295160126e+136)/-6- (4 x -7.436027505555667e+135)/-6- (1 x 2.1881891975613088e+136)/-6 = -3.00797704615286e+136

x2 = -4/-4- (16 x -1.0788525295160126e+136)/-4- (2 x -5.5298400186671085e+135)/-4- (1 x 2.1881891975613088e+136)/-4 = -4.0448548196070785e+136

x3 = -64/1- (9 x -1.0788525295160126e+136)/1- (8 x -5.5298400186671085e+135)/1- (-3 x -7.436027505555667e+135)/1 = 1.19027365289111e+137

step:186

x0 = -64/1- (-8 x -3.00797704615286e+136)/1- (1 x -4.0448548196070785e+136)/1- (1 x 1.19027365289111e+137)/1 = -3.1921698078526903e+137

x1 = -36/-6- (16 x -5.868458461939428e+136)/-6- (4 x -4.0448548196070785e+136)/-6- (1 x 1.19027365289111e+137)/-6 = -1.6362003023424677e+137

x2 = -4/-4- (16 x -5.868458461939428e+136)/-4- (2 x -3.00797704615286e+136)/-4- (1 x 1.19027365289111e+137)/-4 = -2.200213823860637e+137

Page 62: Gauss seidel

x3 = -64/1- (9 x -5.868458461939428e+136)/1- (8 x -3.00797704615286e+136)/1- (-3 x -4.0448548196070785e+136)/1 = 6.474537806785648e+137

step:187

x0 = -64/1- (-8 x -1.6362003023424677e+137)/1- (1 x -2.200213823860637e+137)/1- (1 x 6.474537806785648e+137)/1 = -1.736392640166475e+138

x1 = -36/-6- (16 x -3.1921698078526903e+137)/-6- (4 x -2.200213823860637e+137)/-6- (1 x 6.474537806785648e+137)/-6 = -8.900172402383324e+137

x2 = -4/-4- (16 x -3.1921698078526903e+137)/-4- (2 x -1.6362003023424677e+137)/-4- (1 x 6.474537806785648e+137)/-4 = -1.1968144930885584e+138

x3 = -64/1- (9 x -3.1921698078526903e+137)/1- (8 x -1.6362003023424677e+137)/1- (-3 x -2.200213823860637e+137)/1 = 3.521848921783204e+138

step:188

x0 = -64/1- (-8 x -8.900172402383324e+137)/1- (1 x -1.1968144930885584e+138)/1- (1 x 3.521848921783204e+138)/1 = -9.445172350601304e+138

x1 = -36/-6- (16 x -1.736392640166475e+138)/-6- (4 x -1.1968144930885584e+138)/-6- (1 x 3.521848921783204e+138)/-6 = -4.8412818822057716e+138

x2 = -4/-4- (16 x -1.736392640166475e+138)/-4- (2 x -8.900172402383324e+137)/-4- (1 x 3.521848921783204e+138)/-4 = -6.510116950339265e+138

x3 = -64/1- (9 x -1.736392640166475e+138)/1- (8 x -8.900172402383324e+137)/1- (-3 x -1.1968144930885584e+138)/1 = 1.9157228204139263e+139

step:189

x0 = -64/1- (-8 x -4.8412818822057716e+138)/1- (1 x -6.510116950339265e+138)/1- (1 x 1.9157228204139263e+139)/1 = -5.137736631144618e+139

x1 = -36/-6- (16 x -9.445172350601304e+138)/-6- (4 x -6.510116950339265e+138)/-6- (1 x 1.9157228204139263e+139)/-6 = -2.6334332867806446e+139

x2 = -4/-4- (16 x -9.445172350601304e+138)/-4- (2 x -4.8412818822057716e+138)/-4- (1 x 1.9157228204139263e+139)/-4 = -3.541202329247329e+139

Page 63: Gauss seidel

x3 = -64/1- (9 x -9.445172350601304e+138)/1- (8 x -4.8412818822057716e+138)/1- (-3 x -6.510116950339265e+138)/1 = 1.0420645536204012e+140

step:190

x0 = -64/1- (-8 x -2.6334332867806446e+139)/1- (1 x -3.541202329247329e+139)/1- (1 x 1.0420645536204012e+140)/1 = -2.794690950120184e+140

x1 = -36/-6- (16 x -5.137736631144618e+139)/-6- (4 x -3.541202329247329e+139)/-6- (1 x 1.0420645536204012e+140)/-6 = -1.4324658313183195e+140

x2 = -4/-4- (16 x -5.137736631144618e+139)/-4- (2 x -2.6334332867806446e+139)/-4- (1 x 1.0420645536204012e+140)/-4 = -1.9262501783917793e+140

x3 = -64/1- (9 x -5.137736631144618e+139)/1- (8 x -2.6334332867806446e+139)/1- (-3 x -3.541202329247329e+139)/1 = 5.668348898680472e+140

step:191

x0 = -64/1- (-8 x -1.4324658313183195e+140)/1- (1 x -1.9262501783917793e+140)/1- (1 x 5.668348898680472e+140)/1 = -1.5201825370835248e+141

x1 = -36/-6- (16 x -2.794690950120184e+140)/-6- (4 x -1.9262501783917793e+140)/-6- (1 x 5.668348898680472e+140)/-6 = -7.791951169468265e+140

x2 = -4/-4- (16 x -2.794690950120184e+140)/-4- (2 x -1.4324658313183195e+140)/-4- (1 x 5.668348898680472e+140)/-4 = -1.0477909491469778e+141

x3 = -64/1- (9 x -2.794690950120184e+140)/1- (8 x -1.4324658313183195e+140)/1- (-3 x -1.9262501783917793e+140)/1 = 3.083319466645288e+141

step:192

x0 = -64/1- (-8 x -7.791951169468265e+140)/1- (1 x -1.0477909491469778e+141)/1- (1 x 3.083319466645288e+141)/1 = -8.269089453072921e+141

x1 = -36/-6- (16 x -1.5201825370835248e+141)/-6- (4 x -1.0477909491469778e+141)/-6- (1 x 3.083319466645288e+141)/-6 = -4.2384608205465033e+141

x2 = -4/-4- (16 x -1.5201825370835248e+141)/-4- (2 x -7.791951169468265e+140)/-4- (1 x 3.083319466645288e+141)/-4 = -5.699497840146191e+141

Page 64: Gauss seidel

x3 = -64/1- (9 x -1.5201825370835248e+141)/1- (8 x -7.791951169468265e+140)/1- (-3 x -1.0477909491469778e+141)/1 = 1.6771830921885403e+142

step:193

x0 = -64/1- (-8 x -4.2384608205465033e+141)/1- (1 x -5.699497840146191e+141)/1- (1 x 1.6771830921885403e+142)/1 = -4.498001964611124e+142

x1 = -36/-6- (16 x -8.269089453072921e+141)/-6- (4 x -5.699497840146191e+141)/-6- (1 x 1.6771830921885403e+142)/-6 = -2.3055265281311016e+142

x2 = -4/-4- (16 x -8.269089453072921e+141)/-4- (2 x -4.2384608205465033e+141)/-4- (1 x 1.6771830921885403e+142)/-4 = -3.100263049209358e+142

x3 = -64/1- (9 x -8.269089453072921e+141)/1- (8 x -4.2384608205465033e+141)/1- (-3 x -5.699497840146191e+141)/1 = 9.123099812158974e+142

step:194

x0 = -64/1- (-8 x -2.3055265281311016e+142)/1- (1 x -3.100263049209358e+142)/1- (1 x 9.123099812158974e+142)/1 = -2.446704898799843e+143

x1 = -36/-6- (16 x -4.498001964611124e+142)/-6- (4 x -3.100263049209358e+142)/-6- (1 x 9.123099812158974e+142)/-6 = -1.2540997303076073e+143

x2 = -4/-4- (16 x -4.498001964611124e+142)/-4- (2 x -2.3055265281311016e+142)/-4- (1 x 9.123099812158974e+142)/-4 = -1.6863996169470303e+143

x3 = -64/1- (9 x -4.498001964611124e+142)/1- (8 x -2.3055265281311016e+142)/1- (-3 x -3.100263049209358e+142)/1 = 4.962544075892086e+143

step:195

x0 = -64/1- (-8 x -1.2540997303076073e+143)/1- (1 x -1.6863996169470303e+143)/1- (1 x 4.962544075892086e+143)/1 = -1.3308942301405915e+144

x1 = -36/-6- (16 x -2.446704898799843e+143)/-6- (4 x -1.6863996169470303e+143)/-6- (1 x 4.962544075892086e+143)/-6 = -6.821722128782255e+143

x2 = -4/-4- (16 x -2.446704898799843e+143)/-4- (2 x -1.2540997303076073e+143)/-4- (1 x 4.962544075892086e+143)/-4 = -9.173233441380155e+143

Page 65: Gauss seidel

x3 = -64/1- (9 x -2.446704898799843e+143)/1- (8 x -1.2540997303076073e+143)/1- (-3 x -1.6863996169470303e+143)/1 = 2.6993943080818356e+144

step:196

x0 = -64/1- (-8 x -6.821722128782255e+143)/1- (1 x -9.173233441380155e+143)/1- (1 x 2.6993943080818356e+144)/1 = -7.239448666969624e+144

x1 = -36/-6- (16 x -1.3308942301405915e+144)/-6- (4 x -9.173233441380155e+143)/-6- (1 x 2.6993943080818356e+144)/-6 = -3.710701125119948e+144

x2 = -4/-4- (16 x -1.3308942301405915e+144)/-4- (2 x -6.821722128782255e+143)/-4- (1 x 2.6993943080818356e+144)/-4 = -4.98981444998102e+144

x3 = -64/1- (9 x -1.3308942301405915e+144)/1- (8 x -6.821722128782255e+143)/1- (-3 x -9.173233441380155e+143)/1 = 1.468345574187708e+145

step:197

x0 = -64/1- (-8 x -3.710701125119948e+144)/1- (1 x -4.98981444998102e+144)/1- (1 x 1.468345574187708e+145)/1 = -3.937925029285564e+145

x1 = -36/-6- (16 x -7.239448666969624e+144)/-6- (4 x -4.98981444998102e+144)/-6- (1 x 1.468345574187708e+145)/-6 = -2.0184496788260166e+145

x2 = -4/-4- (16 x -7.239448666969624e+144)/-4- (2 x -3.710701125119948e+144)/-4- (1 x 1.468345574187708e+145)/-4 = -2.71422812949692e+145

x3 = -64/1- (9 x -7.239448666969624e+144)/1- (8 x -3.710701125119948e+144)/1- (-3 x -4.98981444998102e+144)/1 = 7.987120365374314e+145

step:198

x0 = -64/1- (-8 x -2.0184496788260166e+145)/1- (1 x -2.71422812949692e+145)/1- (1 x 7.987120365374314e+145)/1 = -2.1420489666485527e+146

x1 = -36/-6- (16 x -3.937925029285564e+145)/-6- (4 x -2.71422812949692e+145)/-6- (1 x 7.987120365374314e+145)/-6 = -1.09794321035304e+146

x2 = -4/-4- (16 x -3.937925029285564e+145)/-4- (2 x -2.0184496788260166e+145)/-4- (1 x 7.987120365374314e+145)/-4 = -1.4764144865211687e+146

Page 66: Gauss seidel

x3 = -64/1- (9 x -3.937925029285564e+145)/1- (8 x -2.0184496788260166e+145)/1- (-3 x -2.71422812949692e+145)/1 = 4.344623830568745e+146

step:199

x0 = -64/1- (-8 x -1.09794321035304e+146)/1- (1 x -1.4764144865211687e+146)/1- (1 x 4.344623830568745e+146)/1 = -1.1651755026871897e+147

x1 = -36/-6- (16 x -2.1420489666485527e+146)/-6- (4 x -1.4764144865211687e+146)/-6- (1 x 4.344623830568745e+146)/-6 = -5.972302930315462e+146

x2 = -4/-4- (16 x -2.1420489666485527e+146)/-4- (2 x -1.09794321035304e+146)/-4- (1 x 4.344623830568745e+146)/-4 = -8.031011514128545e+146

x3 = -64/1- (9 x -2.1420489666485527e+146)/1- (8 x -1.09794321035304e+146)/1- (-3 x -1.4764144865211687e+146)/1 = 2.3632742923097787e+147

step:200

x0 = -64/1- (-8 x -5.972302930315462e+146)/1- (1 x -8.031011514128545e+146)/1- (1 x 2.3632742923097787e+147)/1 = -6.338015485149294e+147

x1 = -36/-6- (16 x -1.1651755026871897e+147)/-6- (4 x -8.031011514128545e+146)/-6- (1 x 2.3632742923097787e+147)/-6 = -3.2486563927227786e+147

x2 = -4/-4- (16 x -1.1651755026871897e+147)/-4- (2 x -5.972302930315462e+146)/-4- (1 x 2.3632742923097787e+147)/-4 = -4.3684985841870874e+147

x3 = -64/1- (9 x -1.1651755026871897e+147)/1- (8 x -5.972302930315462e+146)/1- (-3 x -8.031011514128545e+146)/1 = 1.2855118414198512e+148

step:201

x0 = -64/1- (-8 x -3.2486563927227786e+147)/1- (1 x -4.3684985841870874e+147)/1- (1 x 1.2855118414198512e+148)/1 = -3.4475870971793655e+148

x1 = -36/-6- (16 x -6.338015485149294e+147)/-6- (4 x -4.3684985841870874e+147)/-6- (1 x 1.2855118414198512e+148)/-6 = -1.767118728082309e+148

x2 = -4/-4- (16 x -6.338015485149294e+147)/-4- (2 x -3.2486563927227786e+147)/-4- (1 x 1.2855118414198512e+148)/-4 = -2.3762610533408938e+148

Page 67: Gauss seidel

x3 = -64/1- (9 x -6.338015485149294e+147)/1- (8 x -3.2486563927227786e+147)/1- (-3 x -4.3684985841870874e+147)/1 = 6.992589475556461e+148

step:202

x0 = -64/1- (-8 x -1.767118728082309e+148)/1- (1 x -2.3762610533408938e+148)/1- (1 x 6.992589475556461e+148)/1 = -1.875327824687404e+149

x1 = -36/-6- (16 x -3.4475870971793655e+148)/-6- (4 x -2.3762610533408938e+148)/-6- (1 x 6.992589475556461e+148)/-6 = -9.612308048779493e+148

x2 = -4/-4- (16 x -3.4475870971793655e+148)/-4- (2 x -1.767118728082309e+148)/-4- (1 x 6.992589475556461e+148)/-4 = -1.2925760383869502e+149

x3 = -64/1- (9 x -3.4475870971793655e+148)/1- (8 x -1.767118728082309e+148)/1- (-3 x -2.3762610533408938e+148)/1 = 3.8036450539250077e+149

step:203

x0 = -64/1- (-8 x -9.612308048779493e+148)/1- (1 x -1.2925760383869502e+149)/1- (1 x 3.8036450539250077e+149)/1 = -1.0200915454561653e+150

x1 = -36/-6- (16 x -1.875327824687404e+149)/-6- (4 x -1.2925760383869502e+149)/-6- (1 x 3.8036450539250077e+149)/-6 = -5.22865071577021e+149

x2 = -4/-4- (16 x -1.875327824687404e+149)/-4- (2 x -9.612308048779493e+148)/-4- (1 x 3.8036450539250077e+149)/-4 = -7.031015437707338e+149

x3 = -64/1- (9 x -1.875327824687404e+149)/1- (8 x -9.612308048779493e+148)/1- (-3 x -1.2925760383869502e+149)/1 = 2.0690068746049377e+150

step:204

x0 = -64/1- (-8 x -5.22865071577021e+149)/1- (1 x -7.031015437707338e+149)/1- (1 x 2.0690068746049377e+150)/1 = -5.548825903450372e+150

x1 = -36/-6- (16 x -1.0200915454561653e+150)/-6- (4 x -7.031015437707338e+149)/-6- (1 x 2.0690068746049377e+150)/-6 = -2.8441440046294405e+150

x2 = -4/-4- (16 x -1.0200915454561653e+150)/-4- (2 x -5.22865071577021e+149)/-4- (1 x 2.0690068746049377e+150)/-4 = -3.824546998961937e+150

Page 68: Gauss seidel

x3 = -64/1- (9 x -1.0200915454561653e+150)/1- (8 x -5.22865071577021e+149)/1- (-3 x -7.031015437707338e+149)/1 = 1.1254439850409453e+151

step:205

x0 = -64/1- (-8 x -2.8441440046294405e+150)/1- (1 x -3.824546998961937e+150)/1- (1 x 1.1254439850409453e+151)/1 = -3.018304488848304e+151

x1 = -36/-6- (16 x -5.548825903450372e+150)/-6- (4 x -3.824546998961937e+150)/-6- (1 x 1.1254439850409453e+151)/-6 = -1.5470827100107374e+151

x2 = -4/-4- (16 x -5.548825903450372e+150)/-4- (2 x -2.8441440046294405e+150)/-4- (1 x 1.1254439850409453e+151)/-4 = -2.0803765653513846e+151

x3 = -64/1- (9 x -5.548825903450372e+150)/1- (8 x -2.8441440046294405e+150)/1- (-3 x -3.824546998961937e+150)/1 = 6.121894417120307e+151

step:206

x0 = -64/1- (-8 x -1.5470827100107374e+151)/1- (1 x -2.0803765653513846e+151)/1- (1 x 6.121894417120307e+151)/1 = -1.6418179531854821e+152

x1 = -36/-6- (16 x -3.018304488848304e+151)/-6- (4 x -2.0803765653513846e+151)/-6- (1 x 6.121894417120307e+151)/-6 = -8.415413944309682e+151

x2 = -4/-4- (16 x -3.018304488848304e+151)/-4- (2 x -1.5470827100107374e+151)/-4- (1 x 6.121894417120307e+151)/-4 = -1.1316285706118508e+152

x3 = -64/1- (9 x -3.018304488848304e+151)/1- (8 x -1.5470827100107374e+151)/1- (-3 x -2.0803765653513846e+151)/1 = 3.3300272383666475e+152

step:207

x0 = -64/1- (-8 x -8.415413944309682e+151)/1- (1 x -1.1316285706118508e+152)/1- (1 x 3.3300272383666475e+152)/1 = -8.930729823202543e+152

x1 = -36/-6- (16 x -1.6418179531854821e+152)/-6- (4 x -1.1316285706118508e+152)/-6- (1 x 3.3300272383666475e+152)/-6 = -4.577595715841412e+152

x2 = -4/-4- (16 x -1.6418179531854821e+152)/-4- (2 x -8.415413944309682e+151)/-4- (1 x 3.3300272383666475e+152)/-4 = -6.15553570036575e+152

Page 69: Gauss seidel

x3 = -64/1- (9 x -1.6418179531854821e+152)/1- (8 x -8.415413944309682e+151)/1- (-3 x -1.1316285706118508e+152)/1 = 1.811380702228153e+153

step:208

x0 = -64/1- (-8 x -4.577595715841412e+152)/1- (1 x -6.15553570036575e+152)/1- (1 x 1.811380702228153e+153)/1 = -4.8579037048647074e+153

x1 = -36/-6- (16 x -8.930729823202543e+152)/-6- (4 x -6.15553570036575e+152)/-6- (1 x 1.811380702228153e+153)/-6 = -2.490000215840369e+153

x2 = -4/-4- (16 x -8.930729823202543e+152)/-4- (2 x -4.577595715841412e+152)/-4- (1 x 1.811380702228153e+153)/-4 = -3.3483265395160497e+153

x3 = -64/1- (9 x -8.930729823202543e+152)/1- (8 x -4.577595715841412e+152)/1- (-3 x -6.15553570036575e+152)/1 = 9.853072703445692e+153

step:209

x0 = -64/1- (-8 x -2.490000215840369e+153)/1- (1 x -3.3483265395160497e+153)/1- (1 x 9.853072703445692e+153)/1 = -2.6424747890652596e+154

x1 = -36/-6- (16 x -4.8579037048647074e+153)/-6- (4 x -3.3483265395160497e+153)/-6- (1 x 9.853072703445692e+153)/-6 = -1.3544448788742304e+154

x2 = -4/-4- (16 x -4.8579037048647074e+153)/-4- (2 x -2.490000215840369e+153)/-4- (1 x 9.853072703445692e+153)/-4 = -1.8213346751517592e+154

x3 = -64/1- (9 x -4.8579037048647074e+153)/1- (8 x -2.490000215840369e+153)/1- (-3 x -3.3483265395160497e+153)/1 = 5.359615545195717e+154

step:210

x0 = -64/1- (-8 x -1.3544448788742304e+154)/1- (1 x -1.8213346751517592e+154)/1- (1 x 5.359615545195717e+154)/1 = -1.43738399010378e+155

x1 = -36/-6- (16 x -2.6424747890652596e+154)/-6- (4 x -1.8213346751517592e+154)/-6- (1 x 5.359615545195717e+154)/-6 = -7.36755329674258e+154

x2 = -4/-4- (16 x -2.6424747890652596e+154)/-4- (2 x -1.3544448788742304e+154)/-4- (1 x 5.359615545195717e+154)/-4 = -9.907217709399226e+154

Page 70: Gauss seidel

x3 = -64/1- (9 x -2.6424747890652596e+154)/1- (8 x -1.3544448788742304e+154)/1- (-3 x -1.8213346751517592e+154)/1 = 2.91538281071259e+155

step:211

x0 = -64/1- (-8 x -7.36755329674258e+154)/1- (1 x -9.907217709399226e+154)/1- (1 x 2.91538281071259e+155)/1 = -7.818703677166731e+155

x1 = -36/-6- (16 x -1.43738399010378e+155)/-6- (4 x -9.907217709399226e+154)/-6- (1 x 2.91538281071259e+155)/-6 = -4.0076080191179296e+155

x2 = -4/-4- (16 x -1.43738399010378e+155)/-4- (2 x -7.36755329674258e+154)/-4- (1 x 2.91538281071259e+155)/-4 = -5.389067922574101e+155

x3 = -64/1- (9 x -1.43738399010378e+155)/1- (8 x -7.36755329674258e+154)/1- (-3 x -9.907217709399226e+154)/1 = 1.5858333235508315e+156

step:212

x0 = -64/1- (-8 x -4.0076080191179296e+155)/1- (1 x -5.389067922574101e+155)/1- (1 x 1.5858333235508315e+156)/1 = -4.253012946587765e+156

x1 = -36/-6- (16 x -7.818703677166731e+155)/-6- (4 x -5.389067922574101e+155)/-6- (1 x 1.5858333235508315e+156)/-6 = -2.1799532881575966e+156

x2 = -4/-4- (16 x -7.818703677166731e+155)/-4- (2 x -4.0076080191179296e+155)/-4- (1 x 1.5858333235508315e+156)/-4 = -2.931403540934881e+156

x3 = -64/1- (9 x -7.818703677166731e+155)/1- (8 x -4.0076080191179296e+155)/1- (-3 x -5.389067922574101e+155)/1 = 8.626199347972171e+156

step:213

x0 = -64/1- (-8 x -2.1799532881575966e+156)/1- (1 x -2.931403540934881e+156)/1- (1 x 8.626199347972171e+156)/1 = -2.3134422112298064e+157

x1 = -36/-6- (16 x -4.253012946587765e+156)/-6- (4 x -2.931403540934881e+156)/-6- (1 x 8.626199347972171e+156)/-6 = -1.1857936993528598e+157

x2 = -4/-4- (16 x -4.253012946587765e+156)/-4- (2 x -2.1799532881575966e+156)/-4- (1 x 8.626199347972171e+156)/-4 = -1.5945478593436816e+157

Page 71: Gauss seidel

x3 = -64/1- (9 x -4.253012946587765e+156)/1- (8 x -2.1799532881575966e+156)/1- (-3 x -2.931403540934881e+156)/1 = 4.6922532201746006e+157

step:214

x0 = -64/1- (-8 x -1.1857936993528598e+157)/1- (1 x -1.5945478593436816e+157)/1- (1 x 4.6922532201746006e+157)/1 = -1.2584054955653797e+158

x1 = -36/-6- (16 x -2.3134422112298064e+157)/-6- (4 x -1.5945478593436816e+157)/-6- (1 x 4.6922532201746006e+157)/-6 = -6.450168932812839e+157

x2 = -4/-4- (16 x -2.3134422112298064e+157)/-4- (2 x -1.1857936993528598e+157)/-4- (1 x 4.6922532201746006e+157)/-4 = -8.673602389552005e+157

x3 = -64/1- (9 x -2.3134422112298064e+157)/1- (8 x -1.1857936993528598e+157)/1- (-3 x -1.5945478593436816e+157)/1 = 2.552368591786009e+158

step:215

x0 = -64/1- (-8 x -6.450168932812839e+157)/1- (1 x -8.673602389552005e+157)/1- (1 x 2.552368591786009e+158)/1 = -6.84514349908108e+158

x1 = -36/-6- (16 x -1.2584054955653797e+158)/-6- (4 x -8.673602389552005e+157)/-6- (1 x 2.552368591786009e+158)/-6 = -3.5085933821801453e+158

x2 = -4/-4- (16 x -1.2584054955653797e+158)/-4- (2 x -6.450168932812839e+157)/-4- (1 x 2.552368591786009e+158)/-4 = -4.718038280955659e+158

x3 = -64/1- (9 x -1.2584054955653797e+158)/1- (8 x -6.450168932812839e+157)/1- (-3 x -8.673602389552005e+157)/1 = 1.3883703889473088e+159

step:216

x0 = -64/1- (-8 x -3.5085933821801453e+158)/1- (1 x -4.718038280955659e+158)/1- (1 x 1.3883703889473088e+159)/1 = -3.723441266595859e+159

x1 = -36/-6- (16 x -6.84514349908108e+158)/-6- (4 x -4.718038280955659e+158)/-6- (1 x 1.3883703889473088e+159)/-6 = -1.9085124203274474e+159

x2 = -4/-4- (16 x -6.84514349908108e+158)/-4- (2 x -3.5085933821801453e+158)/-4- (1 x 1.3883703889473088e+159)/-4 = -2.566394471504612e+159

Page 72: Gauss seidel

x3 = -64/1- (9 x -6.84514349908108e+158)/1- (8 x -3.5085933821801453e+158)/1- (-3 x -4.718038280955659e+158)/1 = 7.552092370630391e+159

step:217

x0 = -64/1- (-8 x -1.9085124203274474e+159)/1- (1 x -2.566394471504612e+159)/1- (1 x 7.552092370630391e+159)/1 = -2.025379726174536e+160

x1 = -36/-6- (16 x -3.723441266595859e+159)/-6- (4 x -2.566394471504612e+159)/-6- (1 x 7.552092370630391e+159)/-6 = -1.03814242968203e+160

x2 = -4/-4- (16 x -3.723441266595859e+159)/-4- (2 x -1.9085124203274474e+159)/-4- (1 x 7.552092370630391e+159)/-4 = -1.3959998183889562e+160

x3 = -64/1- (9 x -3.723441266595859e+159)/1- (8 x -1.9085124203274474e+159)/1- (-3 x -2.566394471504612e+159)/1 = 4.1079887347468486e+160

step:218

x0 = -64/1- (-8 x -1.03814242968203e+160)/1- (1 x -1.3959998183889562e+160)/1- (1 x 4.1079887347468486e+160)/1 = -1.1017128353814133e+161

x1 = -36/-6- (16 x -2.025379726174536e+160)/-6- (4 x -1.3959998183889562e+160)/-6- (1 x 4.1079887347468486e+160)/-6 = -5.647014359600259e+160

x2 = -4/-4- (16 x -2.025379726174536e+160)/-4- (2 x -1.03814242968203e+160)/-4- (1 x 4.1079887347468486e+160)/-4 = -7.593592935852447e+160

x3 = -64/1- (9 x -2.025379726174536e+160)/1- (8 x -1.03814242968203e+160)/1- (-3 x -1.3959998183889562e+160)/1 = 2.2345557517860193e+161

step:219

x0 = -64/1- (-8 x -5.647014359600259e+160)/1- (1 x -7.593592935852447e+160)/1- (1 x 2.2345557517860193e+161)/1 = -5.992807945880981e+161

x1 = -36/-6- (16 x -1.1017128353814133e+161)/-6- (4 x -7.593592935852447e+160)/-6- (1 x 2.2345557517860193e+161)/-6 = -3.071714464776262e+161

x2 = -4/-4- (16 x -1.1017128353814133e+161)/-4- (2 x -5.647014359600259e+160)/-4- (1 x 2.2345557517860193e+161)/-4 = -4.1305631215591614e+161

Page 73: Gauss seidel

x3 = -64/1- (9 x -1.1017128353814133e+161)/1- (8 x -5.647014359600259e+160)/1- (-3 x -7.593592935852447e+160)/1 = 1.215494912535719e+162

step:220

x0 = -64/1- (-8 x -3.071714464776262e+161)/1- (1 x -4.1305631215591614e+161)/1- (1 x 1.215494912535719e+162)/1 = -3.2598101722008125e+162

x1 = -36/-6- (16 x -5.992807945880981e+161)/-6- (4 x -4.1305631215591614e+161)/-6- (1 x 1.215494912535719e+162)/-6 = -1.670870508249586e+162

x2 = -4/-4- (16 x -5.992807945880981e+161)/-4- (2 x -3.071714464776262e+161)/-4- (1 x 1.215494912535719e+162)/-4 = -2.246835173457276e+162

x3 = -64/1- (9 x -5.992807945880981e+161)/1- (8 x -3.071714464776262e+161)/1- (-3 x -4.1305631215591614e+161)/1 = 6.611729786646145e+162

step:221

x0 = -64/1- (-8 x -1.670870508249586e+162)/1- (1 x -2.246835173457276e+162)/1- (1 x 6.611729786646145e+162)/1 = -1.7731858679185557e+163

x1 = -36/-6- (16 x -3.2598101722008125e+162)/-6- (4 x -2.246835173457276e+162)/-6- (1 x 6.611729786646145e+162)/-6 = -9.088762277065994e+162

x2 = -4/-4- (16 x -3.2598101722008125e+162)/-4- (2 x -1.670870508249586e+162)/-4- (1 x 6.611729786646145e+162)/-4 = -1.2221743496266506e+163

x3 = -64/1- (9 x -3.2598101722008125e+162)/1- (8 x -1.670870508249586e+162)/1- (-3 x -2.246835173457276e+162)/1 = 3.596475009543218e+163

step:222

x0 = -64/1- (-8 x -9.088762277065994e+162)/1- (1 x -1.2221743496266506e+163)/1- (1 x 3.596475009543218e+163)/1 = -9.645310481569362e+163

x1 = -36/-6- (16 x -1.7731858679185557e+163)/-6- (4 x -1.2221743496266506e+163)/-6- (1 x 3.596475009543218e+163)/-6 = -4.9438660459433796e+163

x2 = -4/-4- (16 x -1.7731858679185557e+163)/-4- (2 x -9.088762277065994e+162)/-4- (1 x 3.596475009543218e+163)/-4 = -6.648062833141717e+163

Page 74: Gauss seidel

x3 = -64/1- (9 x -1.7731858679185557e+163)/1- (8 x -9.088762277065994e+162)/1- (-3 x -1.2221743496266506e+163)/1 = 1.9563159584039843e+164

step:223

x0 = -64/1- (-8 x -4.9438660459433796e+163)/1- (1 x -6.648062833141717e+163)/1- (1 x 1.9563159584039843e+164)/1 = -5.246602511844516e+164

x1 = -36/-6- (16 x -9.645310481569362e+163)/-6- (4 x -6.648062833141717e+163)/-6- (1 x 1.9563159584039843e+164)/-6 = -2.6892343242272804e+164

x2 = -4/-4- (16 x -9.645310481569362e+163)/-4- (2 x -4.9438660459433796e+163)/-4- (1 x 1.9563159584039843e+164)/-4 = -3.616238505323918e+164

x3 = -64/1- (9 x -9.645310481569362e+163)/1- (8 x -4.9438660459433796e+163)/1- (-3 x -6.648062833141717e+163)/1 = 1.0641453420224614e+165

step:224

x0 = -64/1- (-8 x -2.6892343242272804e+164)/1- (1 x -3.616238505323918e+164)/1- (1 x 1.0641453420224614e+165)/1 = -2.8539089508718937e+165

x1 = -36/-6- (16 x -5.246602511844516e+164)/-6- (4 x -3.616238505323918e+164)/-6- (1 x 1.0641453420224614e+165)/-6 = -1.4628190131763888e+165

x2 = -4/-4- (16 x -5.246602511844516e+164)/-4- (2 x -2.6892343242272804e+164)/-4- (1 x 1.0641453420224614e+165)/-4 = -1.967066385443555e+165

x3 = -64/1- (9 x -5.246602511844516e+164)/1- (8 x -2.6892343242272804e+164)/1- (-3 x -3.616238505323918e+164)/1 = 5.7884581684447134e+165

step:225

x0 = -64/1- (-8 x -1.4628190131763888e+165)/1- (1 x -1.967066385443555e+165)/1- (1 x 5.7884581684447134e+165)/1 = -1.552394388841227e+166

x1 = -36/-6- (16 x -2.8539089508718937e+165)/-6- (4 x -1.967066385443555e+165)/-6- (1 x 5.7884581684447134e+165)/-6 = -7.9570584312133e+165

x2 = -4/-4- (16 x -2.8539089508718937e+165)/-4- (2 x -1.4628190131763888e+165)/-4- (1 x 5.7884581684447134e+165)/-4 = -1.0699930767964591e+166

Page 75: Gauss seidel

x3 = -64/1- (9 x -2.8539089508718937e+165)/1- (8 x -1.4628190131763888e+165)/1- (-3 x -1.967066385443555e+165)/1 = 3.148653350692749e+166

step:226

x0 = -64/1- (-8 x -7.9570584312133e+165)/1- (1 x -1.0699930767964591e+166)/1- (1 x 3.148653350692749e+166)/1 = -8.44430701886693e+166

x1 = -36/-6- (16 x -1.552394388841227e+166)/-6- (4 x -1.0699930767964591e+166)/-6- (1 x 3.148653350692749e+166)/-6 = -4.3282715296587857e+166

x2 = -4/-4- (16 x -1.552394388841227e+166)/-4- (2 x -7.9570584312133e+165)/-4- (1 x 3.148653350692749e+166)/-4 = -5.8202671392523856e+166

x3 = -64/1- (9 x -1.552394388841227e+166)/1- (8 x -7.9570584312133e+165)/1- (-3 x -1.0699930767964591e+166)/1 = 1.7127217014152305e+167

step:227

x0 = -64/1- (-8 x -4.3282715296587857e+166)/1- (1 x -5.8202671392523856e+166)/1- (1 x 1.7127217014152305e+167)/1 = -4.59331221121702e+167

x1 = -36/-6- (16 x -8.44430701886693e+166)/-6- (4 x -5.8202671392523856e+166)/-6- (1 x 1.7127217014152305e+167)/-6 = -2.3543793974121358e+167

x2 = -4/-4- (16 x -8.44430701886693e+166)/-4- (2 x -4.3282715296587857e+166)/-4- (1 x 1.7127217014152305e+167)/-4 = -3.165955958675904e+167

x3 = -64/1- (9 x -8.44430701886693e+166)/1- (8 x -4.3282715296587857e+166)/1- (-3 x -5.8202671392523856e+166)/1 = 9.316413398931549e+167

step:228

x0 = -64/1- (-8 x -2.3543793974121358e+167)/1- (1 x -3.165955958675904e+167)/1- (1 x 9.316413398931549e+167)/1 = -2.498549261955273e+168

x1 = -36/-6- (16 x -4.59331221121702e+167)/-6- (4 x -3.165955958675904e+167)/-6- (1 x 9.316413398931549e+167)/-6 = -1.2806734302540731e+168

x2 = -4/-4- (16 x -4.59331221121702e+167)/-4- (2 x -2.3543793974121358e+167)/-4- (1 x 9.316413398931549e+167)/-4 = -1.722133519384126e+168

Page 76: Gauss seidel

x3 = -64/1- (9 x -4.59331221121702e+167)/1- (8 x -2.3543793974121358e+167)/1- (-3 x -3.165955958675904e+167)/1 = 5.067697720422256e+168

step:229

x0 = -64/1- (-8 x -1.2806734302540731e+168)/1- (1 x -1.722133519384126e+168)/1- (1 x 5.067697720422256e+168)/1 = -1.3590951643070715e+169

x1 = -36/-6- (16 x -2.498549261955273e+168)/-6- (4 x -1.722133519384126e+168)/-6- (1 x 5.067697720422256e+168)/-6 = -6.966270758066436e+168

x2 = -4/-4- (16 x -2.498549261955273e+168)/-4- (2 x -1.2806734302540731e+168)/-4- (1 x 5.067697720422256e+168)/-4 = -9.367609332842565e+168

x3 = -64/1- (9 x -2.498549261955273e+168)/1- (8 x -1.2806734302540731e+168)/1- (-3 x -1.722133519384126e+168)/1 = 2.756593024147767e+169

step:230

x0 = -64/1- (-8 x -6.966270758066436e+168)/1- (1 x -9.367609332842565e+168)/1- (1 x 2.756593024147767e+169)/1 = -7.39284869731666e+169

x1 = -36/-6- (16 x -1.3590951643070715e+169)/-6- (4 x -9.367609332842565e+168)/-6- (1 x 2.756593024147767e+169)/-6 = -3.789328889650401e+169

x2 = -4/-4- (16 x -1.3590951643070715e+169)/-4- (2 x -6.966270758066436e+168)/-4- (1 x 2.756593024147767e+169)/-4 = -5.095545939094666e+169

x3 = -64/1- (9 x -1.3590951643070715e+169)/1- (8 x -6.966270758066436e+168)/1- (-3 x -9.367609332842565e+168)/1 = 1.4994590285364022e+170

step:231

x0 = -64/1- (-8 x -3.789328889650401e+169)/1- (1 x -5.095545939094666e+169)/1- (1 x 1.4994590285364022e+170)/1 = -4.021367546347256e+170

x1 = -36/-6- (16 x -7.39284869731666e+169)/-6- (4 x -5.095545939094666e+169)/-6- (1 x 1.4994590285364022e+170)/-6 = -2.0612195438013533e+170

x2 = -4/-4- (16 x -7.39284869731666e+169)/-4- (2 x -3.789328889650401e+169)/-4- (1 x 1.4994590285364022e+170)/-4 = -2.771741166275083e+170

Page 77: Gauss seidel

x3 = -64/1- (9 x -7.39284869731666e+169)/1- (8 x -3.789328889650401e+169)/1- (-3 x -5.095545939094666e+169)/1 = 8.156363157576915e+170

step:232

x0 = -64/1- (-8 x -2.0612195438013533e+170)/1- (1 x -2.771741166275083e+170)/1- (1 x 8.156363157576915e+170)/1 = -2.187437834171266e+171

x1 = -36/-6- (16 x -4.021367546347256e+170)/-6- (4 x -2.771741166275083e+170)/-6- (1 x 8.156363157576915e+170)/-6 = -1.1212080374846585e+171

x2 = -4/-4- (16 x -4.021367546347256e+170)/-4- (2 x -2.0612195438013533e+170)/-4- (1 x 8.156363157576915e+170)/-4 = -1.5076989167895473e+171

x3 = -64/1- (9 x -4.021367546347256e+170)/1- (8 x -2.0612195438013533e+170)/1- (-3 x -2.771741166275083e+170)/1 = 4.436684076871088e+171

step:233

x0 = -64/1- (-8 x -1.1212080374846585e+171)/1- (1 x -1.5076989167895473e+171)/1- (1 x 4.436684076871088e+171)/1 = -1.189864945995881e+172

x1 = -36/-6- (16 x -2.187437834171266e+171)/-6- (4 x -1.5076989167895473e+171)/-6- (1 x 4.436684076871088e+171)/-6 = -6.0988528228378935e+171

x2 = -4/-4- (16 x -2.187437834171266e+171)/-4- (2 x -1.1212080374846585e+171)/-4- (1 x 4.436684076871088e+171)/-4 = -8.201184336209622e+171

x3 = -64/1- (9 x -2.187437834171266e+171)/1- (8 x -1.1212080374846585e+171)/1- (-3 x -1.5076989167895473e+171)/1 = 2.413350805705002e+172

step:234

x0 = -64/1- (-8 x -6.0988528228378935e+171)/1- (1 x -8.201184336209622e+171)/1- (1 x 2.413350805705002e+172)/1 = -6.472314630354355e+172

x1 = -36/-6- (16 x -1.189864945995881e+172)/-6- (4 x -8.201184336209622e+171)/-6- (1 x 2.413350805705002e+172)/-6 = -3.317493677452157e+172

x2 = -4/-4- (16 x -1.189864945995881e+172)/-4- (2 x -6.0988528228378935e+171)/-4- (1 x 2.413350805705002e+172)/-4 = -4.461064723699168e+172

Page 78: Gauss seidel

x3 = -64/1- (9 x -1.189864945995881e+172)/1- (8 x -6.0988528228378935e+171)/1- (-3 x -8.201184336209622e+171)/1 = 1.3127511471370355e+173

step:235

x0 = -64/1- (-8 x -3.317493677452157e+172)/1- (1 x -4.461064723699168e+172)/1- (1 x 1.3127511471370355e+173)/1 = -3.5206396167288437e+173

x1 = -36/-6- (16 x -6.472314630354355e+172)/-6- (4 x -4.461064723699168e+172)/-6- (1 x 1.3127511471370355e+173)/-6 = -1.8045630251515999e+173

x2 = -4/-4- (16 x -6.472314630354355e+172)/-4- (2 x -3.317493677452157e+172)/-4- (1 x 1.3127511471370355e+173)/-4 = -2.426612749230091e+173

x3 = -64/1- (9 x -6.472314630354355e+172)/1- (8 x -3.317493677452157e+172)/1- (-3 x -4.461064723699168e+172)/1 = 7.140758692170895e+173

step:236

x0 = -64/1- (-8 x -1.8045630251515999e+173)/1- (1 x -2.426612749230091e+173)/1- (1 x 7.140758692170895e+173)/1 = -1.9150650144153602e+174

x1 = -36/-6- (16 x -3.5206396167288437e+173)/-6- (4 x -2.426612749230091e+173)/-6- (1 x 7.140758692170895e+173)/-6 = -9.815987695401828e+173

x2 = -4/-4- (16 x -3.5206396167288437e+173)/-4- (2 x -1.8045630251515999e+173)/-4- (1 x 7.140758692170895e+173)/-4 = -1.3199650306448451e+174

x3 = -64/1- (9 x -3.5206396167288437e+173)/1- (8 x -1.8045630251515999e+173)/1- (-3 x -2.426612749230091e+173)/1 = 3.884242250408212e+174

step:237

x0 = -64/1- (-8 x -9.815987695401828e+173)/1- (1 x -1.3199650306448451e+174)/1- (1 x 3.884242250408212e+174)/1 = -1.041706737608483e+175

x1 = -36/-6- (16 x -1.9150650144153602e+174)/-6- (4 x -1.3199650306448451e+174)/-6- (1 x 3.884242250408212e+174)/-6 = -5.339443017136155e+174

x2 = -4/-4- (16 x -1.9150650144153602e+174)/-4- (2 x -9.815987695401828e+173)/-4- (1 x 3.884242250408212e+174)/-4 = -7.179998879829479e+174

Page 79: Gauss seidel

x3 = -64/1- (9 x -1.9150650144153602e+174)/1- (8 x -9.815987695401828e+173)/1- (-3 x -1.3199650306448451e+174)/1 = 2.112848019412517e+175

step:238

x0 = -64/1- (-8 x -5.339443017136155e+174)/1- (1 x -7.179998879829479e+174)/1- (1 x 2.112848019412517e+175)/1 = -5.666402545138493e+175

x1 = -36/-6- (16 x -1.041706737608483e+175)/-6- (4 x -7.179998879829479e+174)/-6- (1 x 2.112848019412517e+175)/-6 = -2.9044098890425004e+175

x2 = -4/-4- (16 x -1.041706737608483e+175)/-4- (2 x -5.339443017136155e+174)/-4- (1 x 2.112848019412517e+175)/-4 = -3.90558709643761e+175

x3 = -64/1- (9 x -1.041706737608483e+175)/1- (8 x -5.339443017136155e+174)/1- (-3 x -7.179998879829479e+174)/1 = 1.1492915388236426e+176

step:239

x0 = -64/1- (-8 x -2.9044098890425004e+175)/1- (1 x -3.90558709643761e+175)/1- (1 x 1.1492915388236426e+176)/1 = -3.0822607404138817e+176

x1 = -36/-6- (16 x -5.666402545138493e+175)/-6- (4 x -3.90558709643761e+175)/-6- (1 x 1.1492915388236426e+176)/-6 = -1.5798645619954981e+176

x2 = -4/-4- (16 x -5.666402545138493e+175)/-4- (2 x -2.9044098890425004e+175)/-4- (1 x 1.1492915388236426e+176)/-4 = -2.1244586278016115e+176

x3 = -64/1- (9 x -5.666402545138493e+175)/1- (8 x -2.9044098890425004e+175)/1- (-3 x -3.90558709643761e+175)/1 = 6.251614072927361e+176

step:240

x0 = -64/1- (-8 x -1.5798645619954981e+176)/1- (1 x -2.1244586278016115e+176)/1- (1 x 6.251614072927361e+176)/1 = -1.6766071941089733e+177

x1 = -36/-6- (16 x -3.0822607404138817e+176)/-6- (4 x -2.1244586278016115e+176)/-6- (1 x 6.251614072927361e+176)/-6 = -8.593732047483532e+176

x2 = -4/-4- (16 x -3.0822607404138817e+176)/-4- (2 x -1.5798645619954981e+176)/-4- (1 x 6.251614072927361e+176)/-4 = -1.1556071724421434e+177

Page 80: Gauss seidel

x3 = -64/1- (9 x -3.0822607404138817e+176)/1- (8 x -1.5798645619954981e+176)/1- (-3 x -2.1244586278016115e+176)/1 = 3.4005887276284085e+177

step:241

x0 = -64/1- (-8 x -8.593732047483532e+176)/1- (1 x -1.1556071724421434e+177)/1- (1 x 3.4005887276284085e+177)/1 = -9.119967193173091e+177

x1 = -36/-6- (16 x -1.6766071941089733e+177)/-6- (4 x -1.1556071724421434e+177)/-6- (1 x 3.4005887276284085e+177)/-6 = -4.674592511313956e+177

x2 = -4/-4- (16 x -1.6766071941089733e+177)/-4- (2 x -8.593732047483532e+176)/-4- (1 x 3.4005887276284085e+177)/-4 = -6.285968196902968e+177

x3 = -64/1- (9 x -1.6766071941089733e+177)/1- (8 x -8.593732047483532e+176)/1- (-3 x -1.1556071724421434e+177)/1 = 1.8497628867641153e+178

step:242

x0 = -64/1- (-8 x -4.674592511313956e+177)/1- (1 x -6.285968196902968e+177)/1- (1 x 1.8497628867641153e+178)/1 = -4.960840076124983e+178

x1 = -36/-6- (16 x -9.119967193173091e+177)/-6- (4 x -6.285968196902968e+177)/-6- (1 x 1.8497628867641153e+178)/-6 = -2.5427619835123364e+178

x2 = -4/-4- (16 x -9.119967193173091e+177)/-4- (2 x -4.674592511313956e+177)/-4- (1 x 1.8497628867641153e+178)/-4 = -3.419275781143905e+178

x3 = -64/1- (9 x -9.119967193173091e+177)/1- (8 x -4.674592511313956e+177)/1- (-3 x -6.285968196902968e+177)/1 = 1.0061854023836057e+179

step:243

x0 = -64/1- (-8 x -2.5427619835123364e+178)/1- (1 x -3.419275781143905e+178)/1- (1 x 1.0061854023836057e+179)/1 = -2.6984674110790844e+179

x1 = -36/-6- (16 x -4.960840076124983e+178)/-6- (4 x -3.419275781143905e+178)/-6- (1 x 1.0061854023836057e+179)/-6 = -1.383144838645655e+179

x2 = -4/-4- (16 x -4.960840076124983e+178)/-4- (2 x -2.5427619835123364e+178)/-4- (1 x 1.0061854023836057e+179)/-4 = -1.8599277790297088e+179

Page 81: Gauss seidel

x3 = -64/1- (9 x -4.960840076124983e+178)/1- (8 x -2.5427619835123364e+178)/1- (-3 x -3.419275781143905e+178)/1 = 5.473182920979182e+179

step:244

x0 = -64/1- (-8 x -1.383144838645655e+179)/1- (1 x -1.8599277790297088e+179)/1- (1 x 5.473182920979182e+179)/1 = -1.4678413851114713e+180

x1 = -36/-6- (16 x -2.6984674110790844e+179)/-6- (4 x -1.8599277790297088e+179)/-6- (1 x 5.473182920979182e+179)/-6 = -7.523667795400834e+179

x2 = -4/-4- (16 x -2.6984674110790844e+179)/-4- (2 x -1.383144838645655e+179)/-4- (1 x 5.473182920979182e+179)/-4 = -1.011714633339437e+180

x3 = -64/1- (9 x -2.6984674110790844e+179)/1- (8 x -1.383144838645655e+179)/1- (-3 x -1.8599277790297088e+179)/1 = 2.9771582071787873e+180

step:245

x0 = -64/1- (-8 x -7.523667795400834e+179)/1- (1 x -1.011714633339437e+180)/1- (1 x 2.9771582071787873e+180)/1 = -7.984377810160017e+180

x1 = -36/-6- (16 x -1.4678413851114713e+180)/-6- (4 x -1.011714633339437e+180)/-6- (1 x 2.9771582071787873e+180)/-6 = -4.092527081327084e+180

x2 = -4/-4- (16 x -1.4678413851114713e+180)/-4- (2 x -7.523667795400834e+179)/-4- (1 x 2.9771582071787873e+180)/-4 = -5.50325937842123e+180

x3 = -64/1- (9 x -1.4678413851114713e+180)/1- (8 x -7.523667795400834e+179)/1- (-3 x -1.011714633339437e+180)/1 = 1.6194362802305596e+181

step:246

x0 = -64/1- (-8 x -4.092527081327084e+180)/1- (1 x -5.50325937842123e+180)/1- (1 x 1.6194362802305596e+181)/1 = -4.343132007450104e+181

x1 = -36/-6- (16 x -7.984377810160017e+180)/-6- (4 x -5.50325937842123e+180)/-6- (1 x 1.6194362802305596e+181)/-6 = -2.2261453278989935e+181

x2 = -4/-4- (16 x -7.984377810160017e+180)/-4- (2 x -4.092527081327084e+180)/-4- (1 x 1.6194362802305596e+181)/-4 = -2.993518408072721e+181

Page 82: Gauss seidel

x3 = -64/1- (9 x -7.984377810160017e+180)/1- (8 x -4.092527081327084e+180)/1- (-3 x -5.50325937842123e+180)/1 = 8.808983880679315e+181

step:247

x0 = -64/1- (-8 x -2.2261453278989935e+181)/1- (1 x -2.993518408072721e+181)/1- (1 x 8.808983880679315e+181)/1 = -2.3624628095798543e+182

x1 = -36/-6- (16 x -4.343132007450104e+181)/-6- (4 x -2.993518408072721e+181)/-6- (1 x 8.808983880679315e+181)/-6 = -1.2109200311802206e+182

x2 = -4/-4- (16 x -4.343132007450104e+181)/-4- (2 x -2.2261453278989935e+181)/-4- (1 x 8.808983880679315e+181)/-4 = -1.6283354723580086e+182

x3 = -64/1- (9 x -4.343132007450104e+181)/1- (8 x -2.2261453278989935e+181)/1- (-3 x -2.993518408072721e+181)/1 = 4.791679546602472e+182

step:248

x0 = -64/1- (-8 x -1.2109200311802206e+182)/1- (1 x -1.6283354723580086e+182)/1- (1 x 4.791679546602472e+182)/1 = -1.2850704323686228e+183

x1 = -36/-6- (16 x -2.3624628095798543e+182)/-6- (4 x -1.6283354723580086e+182)/-6- (1 x 4.791679546602472e+182)/-6 = -6.586844549351204e+182

x2 = -4/-4- (16 x -2.3624628095798543e+182)/-4- (2 x -1.2109200311802206e+182)/-4- (1 x 4.791679546602472e+182)/-4 = -8.85739136725891e+182

x3 = -64/1- (9 x -2.3624628095798543e+182)/1- (8 x -1.2109200311802206e+182)/1- (-3 x -1.6283354723580086e+182)/1 = 2.6064519118586423e+183

step:249

x0 = -64/1- (-8 x -6.586844549351204e+182)/1- (1 x -8.85739136725891e+182)/1- (1 x 2.6064519118586423e+183)/1 = -6.990188414613714e+183

x1 = -36/-6- (16 x -1.2850704323686228e+183)/-6- (4 x -8.85739136725891e+182)/-6- (1 x 2.6064519118586423e+183)/-6 = -3.582938592157148e+183

x2 = -4/-4- (16 x -1.2850704323686228e+183)/-4- (2 x -6.586844549351204e+182)/-4- (1 x 2.6064519118586423e+183)/-4 = -4.818010978977391e+183

Page 83: Gauss seidel

x3 = -64/1- (9 x -1.2850704323686228e+183)/1- (8 x -6.586844549351204e+182)/1- (-3 x -8.85739136725891e+182)/1 = 1.4177892120620893e+184

step:250

x0 = -64/1- (-8 x -3.582938592157148e+183)/1- (1 x -4.818010978977391e+183)/1- (1 x 1.4177892120620893e+184)/1 = -3.8023389878900685e+184

x1 = -36/-6- (16 x -6.990188414613714e+183)/-6- (4 x -4.818010978977391e+183)/-6- (1 x 1.4177892120620893e+184)/-6 = -1.948952773818468e+184

x2 = -4/-4- (16 x -6.990188414613714e+183)/-4- (2 x -3.582938592157148e+183)/-4- (1 x 1.4177892120620893e+184)/-4 = -2.620774992437821e+184

x3 = -64/1- (9 x -6.990188414613714e+183)/1- (8 x -3.582938592157148e+183)/1- (-3 x -4.818010978977391e+183)/1 = 7.712117153184843e+184

step:251

x0 = -64/1- (-8 x -1.948952773818468e+184)/1- (1 x -2.620774992437821e+184)/1- (1 x 7.712117153184843e+184)/1 = -2.0682964351294766e+185

x1 = -36/-6- (16 x -3.8023389878900685e+184)/-6- (4 x -2.620774992437821e+184)/-6- (1 x 7.712117153184843e+184)/-6 = -1.0601401103801256e+185

x2 = -4/-4- (16 x -3.8023389878900685e+184)/-4- (2 x -1.948952773818468e+184)/-4- (1 x 7.712117153184843e+184)/-4 = -1.4255803050173295e+185

x3 = -64/1- (9 x -3.8023389878900685e+184)/1- (8 x -1.948952773818468e+184)/1- (-3 x -2.620774992437821e+184)/1 = 4.1950348104244894e+185

step:252

x0 = -64/1- (-8 x -1.0601401103801256e+185)/1- (1 x -1.4255803050173295e+185)/1- (1 x 4.1950348104244894e+185)/1 = -1.1250575388448165e+186

x1 = -36/-6- (16 x -2.0682964351294766e+185)/-6- (4 x -1.4255803050173295e+185)/-6- (1 x 4.1950348104244894e+185)/-6 = -5.766671561952743e+185

x2 = -4/-4- (16 x -2.0682964351294766e+185)/-4- (2 x -1.0601401103801256e+185)/-4- (1 x 4.1950348104244894e+185)/-4 = -7.754497093101847e+185

Page 84: Gauss seidel

x3 = -64/1- (9 x -2.0682964351294766e+185)/1- (8 x -1.0601401103801256e+185)/1- (-3 x -1.4255803050173295e+185)/1 = 2.2819047884154306e+186

step:253

x0 = -64/1- (-8 x -5.766671561952743e+185)/1- (1 x -7.754497093101847e+185)/1- (1 x 2.2819047884154306e+186)/1 = -6.11979232866744e+186

x1 = -36/-6- (16 x -1.1250575388448165e+186)/-6- (4 x -7.754497093101847e+185)/-6- (1 x 2.2819047884154306e+186)/-6 = -3.1368024450570616e+186

x2 = -4/-4- (16 x -1.1250575388448165e+186)/-4- (2 x -5.766671561952743e+185)/-4- (1 x 2.2819047884154306e+186)/-4 = -4.2180875363730456e+186

x3 = -64/1- (9 x -1.1250575388448165e+186)/1- (8 x -5.766671561952743e+185)/1- (-3 x -7.754497093101847e+185)/1 = 1.2412505971234987e+187

step:254

x0 = -64/1- (-8 x -3.1368024450570616e+186)/1- (1 x -4.2180875363730456e+186)/1- (1 x 1.2412505971234987e+187)/1 = -3.3288837995318435e+187

x1 = -36/-6- (16 x -6.11979232866744e+186)/-6- (4 x -4.2180875363730456e+186)/-6- (1 x 1.2412505971234987e+187)/-6 = -1.7062753572156037e+187

x2 = -4/-4- (16 x -6.11979232866744e+186)/-4- (2 x -3.1368024450570616e+186)/-4- (1 x 1.2412505971234987e+187)/-4 = -2.2944444044389545e+187

x3 = -64/1- (9 x -6.11979232866744e+186)/1- (8 x -3.1368024450570616e+186)/1- (-3 x -4.2180875363730456e+186)/1 = 6.7518287909344325e+187

step:255

x0 = -64/1- (-8 x -1.7062753572156037e+187)/1- (1 x -2.2944444044389545e+187)/1- (1 x 6.7518287909344325e+187)/1 = -1.8107587244220306e+188

x1 = -36/-6- (16 x -3.3288837995318435e+187)/-6- (4 x -2.2944444044389545e+187)/-6- (1 x 6.7518287909344325e+187)/-6 = -9.281348269888479e+187

x2 = -4/-4- (16 x -3.3288837995318435e+187)/-4- (2 x -1.7062753572156037e+187)/-4- (1 x 6.7518287909344325e+187)/-4 = -1.2480715679001569e+188

Page 85: Gauss seidel

x3 = -64/1- (9 x -3.3288837995318435e+187)/1- (8 x -1.7062753572156037e+187)/1- (-3 x -2.2944444044389545e+187)/1 = 3.672682384019456e+188

step:256

x0 = -64/1- (-8 x -9.281348269888479e+187)/1- (1 x -1.2480715679001569e+188)/1- (1 x 3.672682384019456e+188)/1 = -9.849689432030082e+188

x1 = -36/-6- (16 x -1.8107587244220306e+188)/-6- (4 x -1.2480715679001569e+188)/-6- (1 x 3.672682384019456e+188)/-6 = -5.0486239130556106e+188

x2 = -4/-4- (16 x -1.8107587244220306e+188)/-4- (2 x -9.281348269888479e+187)/-4- (1 x 3.672682384019456e+188)/-4 = -6.788931715177682e+188

x3 = -64/1- (9 x -1.8107587244220306e+188)/1- (8 x -9.281348269888479e+187)/1- (-3 x -1.2480715679001569e+188)/1 = 1.997769243200859e+189

step:257

x0 = -64/1- (-8 x -5.0486239130556106e+188)/1- (1 x -6.788931715177682e+188)/1- (1 x 1.997769243200859e+189)/1 = -5.357775202127579e+189

x1 = -36/-6- (16 x -9.849689432030082e+188)/-6- (4 x -6.788931715177682e+188)/-6- (1 x 1.997769243200859e+189)/-6 = -2.7462177556863906e+189

x2 = -4/-4- (16 x -9.849689432030082e+188)/-4- (2 x -5.0486239130556106e+188)/-4- (1 x 1.997769243200859e+189)/-4 = -3.6928646576645985e+189

x3 = -64/1- (9 x -9.849689432030082e+188)/1- (8 x -5.0486239130556106e+188)/1- (-3 x -6.788931715177682e+188)/1 = 1.0866940104718257e+190

step:258

x0 = -64/1- (-8 x -2.7462177556863906e+189)/1- (1 x -3.6928646576645985e+189)/1- (1 x 1.0866940104718257e+190)/1 = -2.9143817492544783e+190

x1 = -36/-6- (16 x -5.357775202127579e+189)/-6- (4 x -3.6928646576645985e+189)/-6- (1 x 1.0866940104718257e+190)/-6 = -1.4938153626663568e+190

x2 = -4/-4- (16 x -5.357775202127579e+189)/-4- (2 x -2.7462177556863906e+189)/-4- (1 x 1.0866940104718257e+190)/-4 = -2.008747466017395e+190

Page 86: Gauss seidel

x3 = -64/1- (9 x -5.357775202127579e+189)/1- (8 x -2.7462177556863906e+189)/1- (-3 x -3.6928646576645985e+189)/1 = 5.911112489164555e+190

step:259

x0 = -64/1- (-8 x -1.4938153626663568e+190)/1- (1 x -2.008747466017395e+190)/1- (1 x 5.911112489164555e+190)/1 = -1.5852887924478017e+191

x1 = -36/-6- (16 x -2.9143817492544783e+190)/-6- (4 x -2.008747466017395e+190)/-6- (1 x 5.911112489164555e+190)/-6 = -8.12566422716278e+190

x2 = -4/-4- (16 x -2.9143817492544783e+190)/-4- (2 x -1.4938153626663568e+190)/-4- (1 x 5.911112489164555e+190)/-4 = -1.0926656556059952e+191

x3 = -64/1- (9 x -2.9143817492544783e+190)/1- (8 x -1.4938153626663568e+190)/1- (-3 x -2.008747466017395e+190)/1 = 3.215371624656898e+191

step:260

x0 = -64/1- (-8 x -8.12566422716278e+190)/1- (1 x -1.0926656556059952e+191)/1- (1 x 3.215371624656898e+191)/1 = -8.623237350781127e+191

x1 = -36/-6- (16 x -1.5852887924478017e+191)/-6- (4 x -1.0926656556059952e+191)/-6- (1 x 3.215371624656898e+191)/-6 = -4.419985279488651e+191

x2 = -4/-4- (16 x -1.5852887924478017e+191)/-4- (2 x -8.12566422716278e+190)/-4- (1 x 3.215371624656898e+191)/-4 = -5.943595474985121e+191

x3 = -64/1- (9 x -1.5852887924478017e+191)/1- (8 x -8.12566422716278e+190)/1- (-3 x -1.0926656556059952e+191)/1 = 1.7490133546942453e+192

step:261

x0 = -64/1- (-8 x -4.419985279488651e+191)/1- (1 x -5.943595474985121e+191)/1- (1 x 1.7490133546942453e+192)/1 = -4.690642030786654e+192

x1 = -36/-6- (16 x -8.623237350781127e+191)/-6- (4 x -5.943595474985121e+191)/-6- (1 x 1.7490133546942453e+192)/-6 = -2.404267432758268e+192

x2 = -4/-4- (16 x -8.623237350781127e+191)/-4- (2 x -4.419985279488651e+191)/-4- (1 x 1.7490133546942453e+192)/-4 = -3.2330408656133217e+192

Page 87: Gauss seidel

x3 = -64/1- (9 x -8.623237350781127e+191)/1- (8 x -4.419985279488651e+191)/1- (-3 x -5.943595474985121e+191)/1 = 9.513823196798398e+192

step:262

x0 = -64/1- (-8 x -2.404267432758268e+192)/1- (1 x -3.2330408656133217e+192)/1- (1 x 9.513823196798398e+192)/1 = -2.551492179325122e+193

x1 = -36/-6- (16 x -4.690642030786654e+192)/-6- (4 x -3.2330408656133217e+192)/-6- (1 x 9.513823196798398e+192)/-6 = -1.3078102126373559e+193

x2 = -4/-4- (16 x -4.690642030786654e+192)/-4- (2 x -2.404267432758268e+192)/-4- (1 x 9.513823196798398e+192)/-4 = -1.758624604032615e+193

x3 = -64/1- (9 x -4.690642030786654e+192)/1- (8 x -2.404267432758268e+192)/1- (-3 x -3.2330408656133217e+192)/1 = 5.1750795142306065e+193

step:263

x0 = -64/1- (-8 x -1.3078102126373559e+193)/1- (1 x -1.758624604032615e+193)/1- (1 x 5.1750795142306065e+193)/1 = -1.3878936611296837e+194

x1 = -36/-6- (16 x -2.551492179325122e+193)/-6- (4 x -1.758624604032615e+193)/-6- (1 x 5.1750795142306065e+193)/-6 = -7.1138822951836346e+193

x2 = -4/-4- (16 x -2.551492179325122e+193)/-4- (2 x -1.3078102126373559e+193)/-4- (1 x 5.1750795142306065e+193)/-4 = -9.566103945061513e+193

x3 = -64/1- (9 x -2.551492179325122e+193)/1- (8 x -1.3078102126373559e+193)/1- (-3 x -1.758624604032615e+193)/1 = 2.8150037502927102e+194

step:264

x0 = -64/1- (-8 x -7.1138822951836346e+193)/1- (1 x -9.566103945061513e+193)/1- (1 x 2.8150037502927102e+194)/1 = -7.549499191933466e+194

x1 = -36/-6- (16 x -1.3878936611296837e+194)/-6- (4 x -9.566103945061513e+193)/-6- (1 x 2.8150037502927102e+194)/-6 = -3.8696227343011384e+194

x2 = -4/-4- (16 x -1.3878936611296837e+194)/-4- (2 x -7.1138822951836346e+193)/-4- (1 x 2.8150037502927102e+194)/-4 = -5.2035178217047394e+194

Page 88: Gauss seidel

x3 = -64/1- (9 x -1.3878936611296837e+194)/1- (8 x -7.1138822951836346e+193)/1- (-3 x -9.566103945061513e+193)/1 = 1.5312317602795607e+195

step:265

x0 = -64/1- (-8 x -3.8696227343011384e+194)/1- (1 x -5.2035178217047394e+194)/1- (1 x 1.5312317602795607e+195)/1 = -4.106578165549998e+195

x1 = -36/-6- (16 x -7.549499191933466e+194)/-6- (4 x -5.2035178217047394e+194)/-6- (1 x 1.5312317602795607e+195)/-6 = -2.1048956792493133e+195

x2 = -4/-4- (16 x -7.549499191933466e+194)/-4- (2 x -3.8696227343011384e+194)/-4- (1 x 1.5312317602795607e+195)/-4 = -2.830472873418553e+195

x3 = -64/1- (9 x -7.549499191933466e+194)/1- (8 x -3.8696227343011384e+194)/1- (-3 x -5.2035178217047394e+194)/1 = 8.329192113669607e+195

step:266

x0 = -64/1- (-8 x -2.1048956792493133e+195)/1- (1 x -2.830472873418553e+195)/1- (1 x 8.329192113669607e+195)/1 = -2.233788467424556e+196

x1 = -36/-6- (16 x -4.106578165549998e+195)/-6- (4 x -2.830472873418553e+195)/-6- (1 x 8.329192113669607e+195)/-6 = -1.1449658338134095e+196

x2 = -4/-4- (16 x -4.106578165549998e+195)/-4- (2 x -2.1048956792493133e+195)/-4- (1 x 8.329192113669607e+195)/-4 = -1.5396462473407247e+196

x3 = -64/1- (9 x -4.106578165549998e+195)/1- (8 x -2.1048956792493133e+195)/1- (-3 x -2.830472873418553e+195)/1 = 4.530695030368882e+196

step:267

x0 = -64/1- (-8 x -1.1449658338134095e+196)/1- (1 x -1.5396462473407247e+196)/1- (1 x 4.530695030368882e+196)/1 = -1.2150775453535434e+197

x1 = -36/-6- (16 x -2.233788467424556e+196)/-6- (4 x -1.5396462473407247e+196)/-6- (1 x 4.530695030368882e+196)/-6 = -6.228084239631152e+196

x2 = -4/-4- (16 x -2.233788467424556e+196)/-4- (2 x -1.1449658338134095e+196)/-4- (1 x 4.530695030368882e+196)/-4 = -8.374963029012708e+196

Page 89: Gauss seidel

x3 = -64/1- (9 x -2.233788467424556e+196)/1- (8 x -1.1449658338134095e+196)/1- (-3 x -1.5396462473407247e+196)/1 = 2.46448841353061e+197

step:268

x0 = -64/1- (-8 x -6.228084239631152e+196)/1- (1 x -8.374963029012708e+196)/1- (1 x 2.46448841353061e+197)/1 = -6.609459502334261e+197

x1 = -36/-6- (16 x -1.2150775453535434e+197)/-6- (4 x -8.374963029012708e+196)/-6- (1 x 2.46448841353061e+197)/-6 = -3.387789587288528e+197

x2 = -4/-4- (16 x -1.2150775453535434e+197)/-4- (2 x -6.228084239631152e+196)/-4- (1 x 2.46448841353061e+197)/-4 = -4.555592290013079e+197

x3 = -64/1- (9 x -1.2150775453535434e+197)/1- (8 x -6.228084239631152e+196)/1- (-3 x -8.374963029012708e+196)/1 = 1.3405676391182997e+198

step:269

x0 = -64/1- (-8 x -3.387789587288528e+197)/1- (1 x -4.555592290013079e+197)/1- (1 x 1.3405676391182997e+198)/1 = -3.595240079947814e+198

x1 = -36/-6- (16 x -6.609459502334261e+197)/-6- (4 x -4.555592290013079e+197)/-6- (1 x 1.3405676391182997e+198)/-6 = -1.8428007467702917e+198

x2 = -4/-4- (16 x -6.609459502334261e+197)/-4- (2 x -3.387789587288528e+197)/-4- (1 x 1.3405676391182997e+198)/-4 = -2.478031370518556e+198

x3 = -64/1- (9 x -6.609459502334261e+197)/1- (8 x -3.387789587288528e+197)/1- (-3 x -4.555592290013079e+197)/1 = 7.292067534927735e+198

step:270

x0 = -64/1- (-8 x -1.8428007467702917e+198)/1- (1 x -2.478031370518556e+198)/1- (1 x 7.292067534927735e+198)/1 = -1.9556442138571512e+199

x1 = -36/-6- (16 x -3.595240079947814e+198)/-6- (4 x -2.478031370518556e+198)/-6- (1 x 7.292067534927735e+198)/-6 = -1.0023983204385252e+199

x2 = -4/-4- (16 x -3.595240079947814e+198)/-4- (2 x -1.8428007467702917e+198)/-4- (1 x 7.292067534927735e+198)/-4 = -1.347934380944447e+199

Page 90: Gauss seidel

x3 = -64/1- (9 x -3.595240079947814e+198)/1- (8 x -1.8428007467702917e+198)/1- (-3 x -2.478031370518556e+198)/1 = 3.966547258213699e+199

step:271

x0 = -64/1- (-8 x -1.0023983204385252e+199)/1- (1 x -1.347934380944447e+199)/1- (1 x 3.966547258213699e+199)/1 = -1.0637799440777454e+200

x1 = -36/-6- (16 x -1.9556442138571512e+199)/-6- (4 x -1.347934380944447e+199)/-6- (1 x 3.966547258213699e+199)/-6 = -5.4525829478797515e+199

x2 = -4/-4- (16 x -1.9556442138571512e+199)/-4- (2 x -1.0023983204385252e+199)/-4- (1 x 3.966547258213699e+199)/-4 = -7.332139201094442e+199

x3 = -64/1- (9 x -1.9556442138571512e+199)/1- (8 x -1.0023983204385252e+199)/1- (-3 x -1.347934380944447e+199)/1 = 2.157618134538922e+200

step:272

x0 = -64/1- (-8 x -5.4525829478797515e+199)/1- (1 x -7.332139201094442e+199)/1- (1 x 2.157618134538922e+200)/1 = -5.7864705727332794e+200

x1 = -36/-6- (16 x -1.0637799440777454e+200)/-6- (4 x -7.332139201094442e+199)/-6- (1 x 2.157618134538922e+200)/-6 = -2.9659527751904638e+200

x2 = -4/-4- (16 x -1.0637799440777454e+200)/-4- (2 x -5.4525829478797515e+199)/-4- (1 x 2.157618134538922e+200)/-4 = -3.988344390070239e+200

x3 = -64/1- (9 x -1.0637799440777454e+200)/1- (8 x -5.4525829478797515e+199)/1- (-3 x -7.332139201094442e+199)/1 = 1.1736444094675177e+201

step:273

x0 = -64/1- (-8 x -2.9659527751904638e+200)/1- (1 x -3.988344390070239e+200)/1- (1 x 1.1736444094675177e+201)/1 = -3.147572190612865e+201

x1 = -36/-6- (16 x -5.7864705727332794e+200)/-6- (4 x -3.988344390070239e+200)/-6- (1 x 1.1736444094675177e+201)/-6 = -1.613341043822304e+201

x2 = -4/-4- (16 x -5.7864705727332794e+200)/-4- (2 x -2.9659527751904638e+200)/-4- (1 x 1.1736444094675177e+201)/-4 = -2.1694747654859556e+201

Page 91: Gauss seidel

x3 = -64/1- (9 x -5.7864705727332794e+200)/1- (8 x -2.9659527751904638e+200)/1- (-3 x -3.988344390070239e+200)/1 = 6.38408241859125e+201

step:274

x0 = -64/1- (-8 x -1.613341043822304e+201)/1- (1 x -2.1694747654859556e+201)/1- (1 x 6.38408241859125e+201)/1 = -1.7121336003683724e+202

x1 = -36/-6- (16 x -3.147572190612865e+201)/-6- (4 x -2.1694747654859556e+201)/-6- (1 x 6.38408241859125e+201)/-6 = -8.775828615526402e+201

x2 = -4/-4- (16 x -3.147572190612865e+201)/-4- (2 x -1.613341043822304e+201)/-4- (1 x 6.38408241859125e+201)/-4 = -1.1800938679714799e+202

x3 = -64/1- (9 x -3.147572190612865e+201)/1- (8 x -1.613341043822304e+201)/1- (-3 x -2.1694747654859556e+201)/1 = 3.4726453769636353e+202

step:275

x0 = -64/1- (-8 x -8.775828615526402e+201)/1- (1 x -1.1800938679714799e+202)/1- (1 x 3.4726453769636353e+202)/1 = -9.313214401413277e+202

x1 = -36/-6- (16 x -1.7121336003683724e+202)/-6- (4 x -1.1800938679714799e+202)/-6- (1 x 3.4726453769636353e+202)/-6 = -4.773644616802707e+202

x2 = -4/-4- (16 x -1.7121336003683724e+202)/-4- (2 x -8.775828615526402e+201)/-4- (1 x 3.4726453769636353e+202)/-4 = -6.419164488008901e+202

x3 = -64/1- (9 x -1.7121336003683724e+202)/1- (8 x -8.775828615526402e+201)/1- (-3 x -1.1800938679714799e+202)/1 = 1.8889583691822034e+203

step:276

x0 = -64/1- (-8 x -4.773644616802707e+202)/1- (1 x -6.419164488008901e+202)/1- (1 x 1.8889583691822034e+203)/1 = -5.0659576138234786e+203

x1 = -36/-6- (16 x -9.313214401413277e+202)/-6- (4 x -6.419164488008901e+202)/-6- (1 x 1.8889583691822034e+203)/-6 = -2.5966417447137668e+203

x2 = -4/-4- (16 x -9.313214401413277e+202)/-4- (2 x -4.773644616802707e+202)/-4- (1 x 1.8889583691822034e+203)/-4 = -3.4917283991098955e+203

Page 92: Gauss seidel

x3 = -64/1- (9 x -9.313214401413277e+202)/1- (8 x -4.773644616802707e+202)/1- (-3 x -6.419164488008901e+202)/1 = 1.0275059308311445e+204

step:277

x0 = -64/1- (-8 x -2.5966417447137668e+203)/1- (1 x -3.4917283991098955e+203)/1- (1 x 1.0275059308311445e+204)/1 = -2.7556464866911684e+204

x1 = -36/-6- (16 x -5.0659576138234786e+203)/-6- (4 x -3.4917283991098955e+203)/-6- (1 x 1.0275059308311445e+204)/-6 = -1.4124529351550635e+204

x2 = -4/-4- (16 x -5.0659576138234786e+203)/-4- (2 x -2.5966417447137668e+203)/-4- (1 x 1.0275059308311445e+204)/-4 = -1.8993386500572935e+204

x3 = -64/1- (9 x -5.0659576138234786e+203)/1- (8 x -2.5966417447137668e+203)/1- (-3 x -3.4917283991098955e+203)/1 = 5.589156728479176e+204

step:278

x0 = -64/1- (-8 x -1.4124529351550635e+204)/1- (1 x -1.8993386500572935e+204)/1- (1 x 5.589156728479176e+204)/1 = -1.498944155966239e+205

x1 = -36/-6- (16 x -2.7556464866911684e+204)/-6- (4 x -1.8993386500572935e+204)/-6- (1 x 5.589156728479176e+204)/-6 = -7.683090276468116e+204

x2 = -4/-4- (16 x -2.7556464866911684e+204)/-4- (2 x -1.4124529351550635e+204)/-4- (1 x 5.589156728479176e+204)/-4 = -1.033152323222241e+205

x3 = -64/1- (9 x -2.7556464866911684e+204)/1- (8 x -1.4124529351550635e+204)/1- (-3 x -1.8993386500572935e+204)/1 = 3.0402425911289146e+205

step:279

x0 = -64/1- (-8 x -7.683090276468116e+204)/1- (1 x -1.033152323222241e+205)/1- (1 x 3.0402425911289146e+205)/1 = -8.153562489081166e+205

x1 = -36/-6- (16 x -1.498944155966239e+205)/-6- (4 x -1.033152323222241e+205)/-6- (1 x 3.0402425911289146e+205)/-6 = -4.179245532869979e+205

x2 = -4/-4- (16 x -1.498944155966239e+205)/-4- (2 x -7.683090276468116e+204)/-4- (1 x 3.0402425911289146e+205)/-4 = -5.6198704899061325e+205

Page 93: Gauss seidel

x3 = -64/1- (9 x -1.498944155966239e+205)/1- (8 x -7.683090276468116e+204)/1- (-3 x -1.033152323222241e+205)/1 = 1.653751265520392e+206

step:280

x0 = -64/1- (-8 x -4.179245532869979e+205)/1- (1 x -5.6198704899061325e+205)/1- (1 x 1.653751265520392e+206)/1 = -4.4351606428257626e+206

x1 = -36/-6- (16 x -8.153562489081166e+205)/-6- (4 x -5.6198704899061325e+205)/-6- (1 x 1.653751265520392e+206)/-6 = -2.2733161521619877e+206

x2 = -4/-4- (16 x -8.153562489081166e+205)/-4- (2 x -4.179245532869979e+205)/-4- (1 x 1.653751265520392e+206)/-4 = -3.056949455895867e+206

x3 = -64/1- (9 x -8.153562489081166e+205)/1- (8 x -4.179245532869979e+205)/1- (-3 x -5.6198704899061325e+205)/1 = 8.995641519497193e+206

step:281

x0 = -64/1- (-8 x -2.2733161521619877e+206)/1- (1 x -3.056949455895867e+206)/1- (1 x 8.995641519497193e+206)/1 = -2.4125221280897228e+207

x1 = -36/-6- (16 x -4.4351606428257626e+206)/-6- (4 x -3.056949455895867e+206)/-6- (1 x 8.995641519497193e+206)/-6 = -1.236578776488308e+207

x2 = -4/-4- (16 x -4.4351606428257626e+206)/-4- (2 x -2.2733161521619877e+206)/-4- (1 x 8.995641519497193e+206)/-4 = -1.6628390267509745e+207

x3 = -64/1- (9 x -4.4351606428257626e+206)/1- (8 x -2.2733161521619877e+206)/1- (-3 x -3.056949455895867e+206)/1 = 4.893212663504016e+207

step:282

x0 = -64/1- (-8 x -1.236578776488308e+207)/1- (1 x -1.6628390267509745e+207)/1- (1 x 4.893212663504016e+207)/1 = -1.3123003848659506e+208

x1 = -36/-6- (16 x -2.4125221280897228e+207)/-6- (4 x -1.6628390267509745e+207)/-6- (1 x 4.893212663504016e+207)/-6 = -6.726416248822574e+207

x2 = -4/-4- (16 x -2.4125221280897228e+207)/-4- (2 x -1.236578776488308e+207)/-4- (1 x 4.893212663504016e+207)/-4 = -9.045074734727041e+207

Page 94: Gauss seidel

x3 = -64/1- (9 x -2.4125221280897228e+207)/1- (8 x -1.236578776488308e+207)/1- (-3 x -1.6628390267509745e+207)/1 = 2.6616812284461046e+208

step:283

x0 = -64/1- (-8 x -6.726416248822574e+207)/1- (1 x -9.045074734727041e+207)/1- (1 x 2.6616812284461046e+208)/1 = -7.13830675403146e+208

x1 = -36/-6- (16 x -1.3123003848659506e+208)/-6- (4 x -9.045074734727041e+207)/-6- (1 x 2.6616812284461046e+208)/-6 = -3.6588591372166537e+208

x2 = -4/-4- (16 x -1.3123003848659506e+208)/-4- (2 x -6.726416248822574e+207)/-4- (1 x 2.6616812284461046e+208)/-4 = -4.920102044793405e+208

x3 = -64/1- (9 x -1.3123003848659506e+208)/1- (8 x -6.726416248822574e+207)/1- (-3 x -9.045074734727041e+207)/1 = 1.4478314042433505e+209

step:284

x0 = -64/1- (-8 x -3.6588591372166537e+208)/1- (1 x -4.920102044793405e+208)/1- (1 x 1.4478314042433505e+209)/1 = -3.8829085095373334e+209

x1 = -36/-6- (16 x -7.13830675403146e+208)/-6- (4 x -4.920102044793405e+208)/-6- (1 x 1.4478314042433505e+209)/-6 = -1.990250036687391e+209

x2 = -4/-4- (16 x -7.13830675403146e+208)/-4- (2 x -3.6588591372166537e+208)/-4- (1 x 1.4478314042433505e+209)/-4 = -2.676307807412579e+209

x3 = -64/1- (9 x -7.13830675403146e+208)/1- (8 x -3.6588591372166537e+208)/1- (-3 x -4.920102044793405e+208)/1 = 7.875532774963615e+209

step:285

x0 = -64/1- (-8 x -1.990250036687391e+209)/1- (1 x -2.676307807412579e+209)/1- (1 x 7.875532774963615e+209)/1 = -2.1121225261050166e+210

x1 = -36/-6- (16 x -3.8829085095373334e+209)/-6- (4 x -2.676307807412579e+209)/-6- (1 x 7.875532774963615e+209)/-6 = -1.0826039101214005e+210

x2 = -4/-4- (16 x -3.8829085095373334e+209)/-4- (2 x -1.990250036687391e+209)/-4- (1 x 7.875532774963615e+209)/-4 = -1.4557875862752125e+210

Page 95: Gauss seidel

x3 = -64/1- (9 x -3.8829085095373334e+209)/1- (8 x -1.990250036687391e+209)/1- (-3 x -2.676307807412579e+209)/1 = 4.2839253457097394e+210

step:286

x0 = -64/1- (-8 x -1.0826039101214005e+210)/1- (1 x -1.4557875862752125e+210)/1- (1 x 4.2839253457097394e+210)/1 = -1.1488969040405732e+211

x1 = -36/-6- (16 x -2.1121225261050166e+210)/-6- (4 x -1.4557875862752125e+210)/-6- (1 x 4.2839253457097394e+210)/-6 = -5.888864236178562e+210

x2 = -4/-4- (16 x -2.1121225261050166e+210)/-4- (2 x -1.0826039101214005e+210)/-4- (1 x 4.2839253457097394e+210)/-4 = -7.918810723053332e+210

x3 = -64/1- (9 x -2.1121225261050166e+210)/1- (8 x -1.0826039101214005e+210)/1- (-3 x -1.4557875862752125e+210)/1 = 2.330257125709072e+211

step:287

x0 = -64/1- (-8 x -5.888864236178562e+210)/1- (1 x -7.918810723053332e+210)/1- (1 x 2.330257125709072e+211)/1 = -6.249467442346588e+211

x1 = -36/-6- (16 x -1.1488969040405732e+211)/-6- (4 x -7.918810723053332e+210)/-6- (1 x 2.330257125709072e+211)/-6 = -3.2032696046935716e+211

x2 = -4/-4- (16 x -1.1488969040405732e+211)/-4- (2 x -5.888864236178562e+210)/-4- (1 x 2.330257125709072e+211)/-4 = -4.307466546543953e+211

x3 = -64/1- (9 x -1.1488969040405732e+211)/1- (8 x -5.888864236178562e+210)/1- (-3 x -7.918810723053332e+210)/1 = 1.267552030839201e+212

step:288

x0 = -64/1- (-8 x -3.2032696046935716e+211)/1- (1 x -4.307466546543953e+211)/1- (1 x 1.267552030839201e+212)/1 = -3.399421059939663e+212

x1 = -36/-6- (16 x -6.249467442346588e+211)/-6- (4 x -4.307466546543953e+211)/-6- (1 x 1.267552030839201e+212)/-6 = -1.7424304159221536e+212

x2 = -4/-4- (16 x -6.249467442346588e+211)/-4- (2 x -3.2032696046935716e+211)/-4- (1 x 1.267552030839201e+212)/-4 = -2.3430624494635136e+212

Page 96: Gauss seidel

x3 = -64/1- (9 x -6.249467442346588e+211)/1- (8 x -3.2032696046935716e+211)/1- (-3 x -4.307466546543953e+211)/1 = 6.8948964179036e+212

step:289

x0 = -64/1- (-8 x -1.7424304159221536e+212)/1- (1 x -2.3430624494635136e+212)/1- (1 x 6.8948964179036e+212)/1 = -1.8491277295817316e+213

x1 = -36/-6- (16 x -3.399421059939663e+212)/-6- (4 x -2.3430624494635136e+212)/-6- (1 x 6.8948964179036e+212)/-6 = -9.478015056497511e+212

x2 = -4/-4- (16 x -3.399421059939663e+212)/-4- (2 x -1.7424304159221536e+212)/-4- (1 x 6.8948964179036e+212)/-4 = -1.2745175343243832e+213

x3 = -64/1- (9 x -3.399421059939663e+212)/1- (8 x -1.7424304159221536e+212)/1- (-3 x -2.3430624494635136e+212)/1 = 3.7505045518443657e+213

step:290

x0 = -64/1- (-8 x -9.478015056497511e+212)/1- (1 x -1.2745175343243832e+213)/1- (1 x 3.7505045518443657e+213)/1 = -1.0058399062717992e+214

x1 = -36/-6- (16 x -1.8491277295817316e+213)/-6- (4 x -1.2745175343243832e+213)/-6- (1 x 3.7505045518443657e+213)/-6 = -5.1556015431268114e+213

x2 = -4/-4- (16 x -1.8491277295817316e+213)/-4- (2 x -9.478015056497511e+212)/-4- (1 x 3.7505045518443657e+213)/-4 = -6.93278553319071e+213

x3 = -64/1- (9 x -1.8491277295817316e+213)/1- (8 x -9.478015056497511e+212)/1- (-3 x -1.2745175343243832e+213)/1 = 2.0401009008460443e+214

step:291

x0 = -64/1- (-8 x -5.1556015431268114e+213)/1- (1 x -6.93278553319071e+213)/1- (1 x 2.0401009008460443e+214)/1 = -5.471303582028422e+214

x1 = -36/-6- (16 x -1.0058399062717992e+214)/-6- (4 x -6.93278553319071e+213)/-6- (1 x 2.0401009008460443e+214)/-6 = -2.8044086354631713e+214

x2 = -4/-4- (16 x -1.0058399062717992e+214)/-4- (2 x -5.1556015431268114e+213)/-4- (1 x 2.0401009008460443e+214)/-4 = -3.7711144770320264e+214

Page 97: Gauss seidel

x3 = -64/1- (9 x -1.0058399062717992e+214)/1- (8 x -5.1556015431268114e+213)/1- (-3 x -6.93278553319071e+213)/1 = 1.1097204730990427e+215

step:292

x0 = -64/1- (-8 x -2.8044086354631713e+214)/1- (1 x -3.7711144770320264e+214)/1- (1 x 1.1097204730990427e+215)/1 = -2.9761359337663773e+215

x1 = -36/-6- (16 x -5.471303582028422e+214)/-6- (4 x -3.7711144770320264e+214)/-6- (1 x 1.1097204730990427e+215)/-6 = -1.5254685081598739e+215

x2 = -4/-4- (16 x -5.471303582028422e+214)/-4- (2 x -2.8044086354631713e+214)/-4- (1 x 1.1097204730990427e+215)/-4 = -2.0513117463097665e+215

x3 = -64/1- (9 x -5.471303582028422e+214)/1- (8 x -2.8044086354631713e+214)/1- (-3 x -3.7711144770320264e+214)/1 = 6.036365789086509e+215

step:293

x0 = -64/1- (-8 x -1.5254685081598739e+215)/1- (1 x -2.0513117463097665e+215)/1- (1 x 6.036365789086509e+215)/1 = -1.6188802108055734e+216

x1 = -36/-6- (16 x -2.9761359337663773e+215)/-6- (4 x -2.0513117463097665e+215)/-6- (1 x 6.036365789086509e+215)/-6 = -8.297842689402432e+215

x2 = -4/-4- (16 x -2.9761359337663773e+215)/-4- (2 x -1.5254685081598739e+215)/-4- (1 x 6.036365789086509e+215)/-4 = -1.115818654187382e+216

x3 = -64/1- (9 x -2.9761359337663773e+215)/1- (8 x -1.5254685081598739e+215)/1- (-3 x -2.0513117463097665e+215)/1 = 3.283503623024709e+216

step:294

x0 = -64/1- (-8 x -8.297842689402432e+215)/1- (1 x -1.115818654187382e+216)/1- (1 x 3.283503623024709e+216)/1 = -8.805959120359272e+216

x1 = -36/-6- (16 x -1.6188802108055734e+216)/-6- (4 x -1.115818654187382e+216)/-6- (1 x 3.283503623024709e+216)/-6 = -4.513642394435666e+216

x2 = -4/-4- (16 x -1.6188802108055734e+216)/-4- (2 x -8.297842689402432e+215)/-4- (1 x 3.283503623024709e+216)/-4 = -6.069537071936238e+216

Page 98: Gauss seidel

x3 = -64/1- (9 x -1.6188802108055734e+216)/1- (8 x -8.297842689402432e+215)/1- (-3 x -1.115818654187382e+216)/1 = 1.786074008620996e+217

step:295

x0 = -64/1- (-8 x -4.513642394435666e+216)/1- (1 x -6.069537071936238e+216)/1- (1 x 1.786074008620996e+217)/1 = -4.790034216975906e+217

x1 = -36/-6- (16 x -8.805959120359272e+216)/-6- (4 x -6.069537071936238e+216)/-6- (1 x 1.786074008620996e+217)/-6 = -2.4552125687880555e+217

x2 = -4/-4- (16 x -8.805959120359272e+216)/-4- (2 x -4.513642394435666e+216)/-4- (1 x 1.786074008620996e+217)/-4 = -3.301547265710243e+217

x3 = -64/1- (9 x -8.805959120359272e+216)/1- (8 x -4.513642394435666e+216)/1- (-3 x -6.069537071936238e+216)/1 = 9.715416002291005e+217

step:296

x0 = -64/1- (-8 x -2.4552125687880555e+217)/1- (1 x -3.301547265710243e+217)/1- (1 x 9.715416002291005e+217)/1 = -2.6055569286885206e+218

x1 = -36/-6- (16 x -4.790034216975906e+217)/-6- (4 x -3.301547265710243e+217)/-6- (1 x 9.715416002291005e+217)/-6 = -1.3355220088694078e+218

x2 = -4/-4- (16 x -4.790034216975906e+217)/-4- (2 x -2.4552125687880555e+217)/-4- (1 x 9.715416002291005e+217)/-4 = -1.79588891517249e+218

x3 = -64/1- (9 x -4.790034216975906e+217)/1- (8 x -2.4552125687880555e+217)/1- (-3 x -3.301547265710243e+217)/1 = 5.284736670595688e+218

step:297

x0 = -64/1- (-8 x -1.3355220088694078e+218)/1- (1 x -1.79588891517249e+218)/1- (1 x 5.284736670595688e+218)/1 = -1.417302382637846e+219

x1 = -36/-6- (16 x -2.6055569286885206e+218)/-6- (4 x -1.79588891517249e+218)/-6- (1 x 5.284736670595688e+218)/-6 = -7.264621641518434e+218

x2 = -4/-4- (16 x -2.6055569286885206e+218)/-4- (2 x -1.3355220088694078e+218)/-4- (1 x 5.284736670595688e+218)/-4 = -9.768804551539865e+218

Page 99: Gauss seidel

x3 = -64/1- (9 x -2.6055569286885206e+218)/1- (8 x -1.3355220088694078e+218)/1- (-3 x -1.79588891517249e+218)/1 = 2.874652168363448e+219

step:298

x0 = -64/1- (-8 x -7.264621641518434e+218)/1- (1 x -9.768804551539865e+218)/1- (1 x 2.874652168363448e+219)/1 = -7.709469026424208e+219

x1 = -36/-6- (16 x -1.417302382637846e+219)/-6- (4 x -9.768804551539865e+218)/-6- (1 x 2.874652168363448e+219)/-6 = -3.951617962409672e+219

x2 = -4/-4- (16 x -1.417302382637846e+219)/-4- (2 x -7.264621641518434e+218)/-4- (1 x 2.874652168363448e+219)/-4 = -5.313777570536444e+219

x3 = -64/1- (9 x -1.417302382637846e+219)/1- (8 x -7.264621641518434e+218)/1- (-3 x -9.768804551539865e+218)/1 = 1.5636777391493402e+220

step:299

x0 = -64/1- (-8 x -3.951617962409672e+219)/1- (1 x -5.313777570536444e+219)/1- (1 x 1.5636777391493402e+220)/1 = -4.1935943520234333e+220

x1 = -36/-6- (16 x -7.709469026424208e+219)/-6- (4 x -5.313777570536444e+219)/-6- (1 x 1.5636777391493402e+220)/-6 = -2.1494972885573284e+220

x2 = -4/-4- (16 x -7.709469026424208e+219)/-4- (2 x -3.951617962409672e+219)/-4- (1 x 1.5636777391493402e+220)/-4 = -2.890449073902832e+220

x3 = -64/1- (9 x -7.709469026424208e+219)/1- (8 x -3.951617962409672e+219)/1- (-3 x -5.313777570536444e+219)/1 = 8.505683222548593e+220

step:300

x0 = -64/1- (-8 x -2.1494972885573284e+220)/1- (1 x -2.890449073902832e+220)/1- (1 x 8.505683222548593e+220)/1 = -2.281121245710439e+221

x1 = -36/-6- (16 x -4.1935943520234333e+220)/-6- (4 x -2.890449073902832e+220)/-6- (1 x 8.505683222548593e+220)/-6 = -1.1692270450906279e+221

x2 = -4/-4- (16 x -4.1935943520234333e+220)/-4- (2 x -2.1494972885573284e+220)/-4- (1 x 8.505683222548593e+220)/-4 = -1.572270524673525e+221

Page 100: Gauss seidel

x3 = -64/1- (9 x -4.1935943520234333e+220)/1- (8 x -2.1494972885573284e+220)/1- (-3 x -2.890449073902832e+220)/1 = 4.626698025496103e+221

step:301

x0 = -64/1- (-8 x -1.1692270450906279e+221)/1- (1 x -1.572270524673525e+221)/1- (1 x 4.626698025496103e+221)/1 = -1.24082438615476e+222

x1 = -36/-6- (16 x -2.281121245710439e+221)/-6- (4 x -1.572270524673525e+221)/-6- (1 x 4.626698025496103e+221)/-6 = -6.360054000760836e+221

x2 = -4/-4- (16 x -2.281121245710439e+221)/-4- (2 x -1.1692270450906279e+221)/-4- (1 x 4.626698025496103e+221)/-4 = -8.552423999013044e+221

x3 = -64/1- (9 x -2.281121245710439e+221)/1- (8 x -1.1692270450906279e+221)/1- (-3 x -1.572270524673525e+221)/1 = 2.5167095998098394e+222

step:302

x0 = -64/1- (-8 x -6.360054000760836e+221)/1- (1 x -8.552423999013044e+221)/1- (1 x 2.5167095998098394e+222)/1 = -6.749510400517203e+222

x1 = -36/-6- (16 x -1.24082438615476e+222)/-6- (4 x -8.552423999013044e+221)/-6- (1 x 2.5167095998098394e+222)/-6 = -3.459575029711923e+222

x2 = -4/-4- (16 x -1.24082438615476e+222)/-4- (2 x -6.360054000760836e+221)/-4- (1 x 2.5167095998098394e+222)/-4 = -4.652122844704622e+222

x3 = -64/1- (9 x -1.24082438615476e+222)/1- (8 x -6.360054000760836e+221)/1- (-3 x -8.552423999013044e+221)/1 = 1.3689735476297595e+223

step:303

x0 = -64/1- (-8 x -3.459575029711923e+222)/1- (1 x -4.652122844704622e+222)/1- (1 x 1.3689735476297595e+223)/1 = -3.6714212869288357e+223

x1 = -36/-6- (16 x -6.749510400517203e+222)/-6- (4 x -4.652122844704622e+222)/-6- (1 x 1.3689735476297595e+223)/-6 = -1.8818487051799357e+223

x2 = -4/-4- (16 x -6.749510400517203e+222)/-4- (2 x -3.459575029711923e+222)/-4- (1 x 1.3689735476297595e+223)/-4 = -2.5305395247850376e+223

Page 101: Gauss seidel

x3 = -64/1- (9 x -6.749510400517203e+222)/1- (8 x -3.459575029711923e+222)/1- (-3 x -4.652122844704622e+222)/1 = 7.446582530823635e+223

step:304

x0 = -64/1- (-8 x -1.8818487051799357e+223)/1- (1 x -2.5305395247850376e+223)/1- (1 x 7.446582530823635e+223)/1 = -1.9970832647478084e+224

x1 = -36/-6- (16 x -3.6714212869288357e+223)/-6- (4 x -2.5305395247850376e+223)/-6- (1 x 7.446582530823635e+223)/-6 = -1.0236386026529648e+224

x2 = -4/-4- (16 x -3.6714212869288357e+223)/-4- (2 x -1.8818487051799357e+223)/-4- (1 x 7.446582530823635e+223)/-4 = -1.3764963867599402e+224

x3 = -64/1- (9 x -3.6714212869288357e+223)/1- (8 x -1.8818487051799357e+223)/1- (-3 x -2.5305395247850376e+223)/1 = 4.050596264944389e+224

step:305

x0 = -64/1- (-8 x -1.0236386026529648e+224)/1- (1 x -1.3764963867599402e+224)/1- (1 x 4.050596264944389e+224)/1 = -1.0863208699408169e+225

x1 = -36/-6- (16 x -1.9970832647478084e+224)/-6- (4 x -1.3764963867599402e+224)/-6- (1 x 4.050596264944389e+224)/-6 = -5.568120253010051e+224

x2 = -4/-4- (16 x -1.9970832647478084e+224)/-4- (2 x -1.0236386026529648e+224)/-4- (1 x 4.050596264944389e+224)/-4 = -7.487503294081619e+224

x3 = -64/1- (9 x -1.9970832647478084e+224)/1- (8 x -1.0236386026529648e+224)/1- (-3 x -1.3764963867599402e+224)/1 = 2.2033369043674175e+225

step:306

x0 = -64/1- (-8 x -5.568120253010051e+224)/1- (1 x -7.487503294081619e+224)/1- (1 x 2.2033369043674175e+225)/1 = -5.909082777367297e+225

x1 = -36/-6- (16 x -1.0863208699408169e+225)/-6- (4 x -7.487503294081619e+224)/-6- (1 x 2.2033369043674175e+225)/-6 = -3.02879972205305e+225

x2 = -4/-4- (16 x -1.0863208699408169e+225)/-4- (2 x -5.568120253010051e+224)/-4- (1 x 2.2033369043674175e+225)/-4 = -4.072855266321915e+225

Page 102: Gauss seidel

x3 = -64/1- (9 x -1.0863208699408169e+225)/1- (8 x -5.568120253010051e+224)/1- (-3 x -7.487503294081619e+224)/1 = 1.1985133043650905e+226

step:307

x0 = -64/1- (-8 x -3.02879972205305e+225)/1- (1 x -4.072855266321915e+225)/1- (1 x 1.1985133043650905e+226)/1 = -3.214267555375339e+226

x1 = -36/-6- (16 x -5.909082777367297e+225)/-6- (4 x -4.072855266321915e+225)/-6- (1 x 1.1985133043650905e+226)/-6 = -1.647526874325225e+226

x2 = -4/-4- (16 x -5.909082777367297e+225)/-4- (2 x -3.02879972205305e+225)/-4- (1 x 1.1985133043650905e+226)/-4 = -2.2154447709582986e+226

x3 = -64/1- (9 x -5.909082777367297e+225)/1- (8 x -3.02879972205305e+225)/1- (-3 x -4.072855266321915e+225)/1 = 6.519357697376432e+226

step:308

x0 = -64/1- (-8 x -1.647526874325225e+226)/1- (1 x -2.2154447709582986e+226)/1- (1 x 6.519357697376432e+226)/1 = -1.7484127921019935e+227

x1 = -36/-6- (16 x -3.214267555375339e+226)/-6- (4 x -2.2154447709582986e+226)/-6- (1 x 6.519357697376432e+226)/-6 = -8.961783712077032e+226

x2 = -4/-4- (16 x -3.214267555375339e+226)/-4- (2 x -1.647526874325225e+226)/-4- (1 x 6.519357697376432e+226)/-4 = -1.2050994234319863e+227

x3 = -64/1- (9 x -3.214267555375339e+226)/1- (8 x -1.647526874325225e+226)/1- (-3 x -2.2154447709582986e+226)/1 = 3.5462288680104957e+227

step:309

x0 = -64/1- (-8 x -8.961783712077032e+226)/1- (1 x -1.2050994234319863e+227)/1- (1 x 3.5462288680104957e+227)/1 = -9.510556414240134e+227

x1 = -36/-6- (16 x -1.7484127921019935e+227)/-6- (4 x -1.2050994234319863e+227)/-6- (1 x 3.5462288680104957e+227)/-6 = -4.874795583224891e+227

x2 = -4/-4- (16 x -1.7484127921019935e+227)/-4- (2 x -8.961783712077032e+226)/-4- (1 x 3.5462288680104957e+227)/-4 = -6.555183137009201e+227

Page 103: Gauss seidel

x3 = -64/1- (9 x -1.7484127921019935e+227)/1- (8 x -8.961783712077032e+226)/1- (-3 x -1.2050994234319863e+227)/1 = 1.9289843828283607e+228

step:310

x0 = -64/1- (-8 x -4.874795583224891e+227)/1- (1 x -6.555183137009201e+227)/1- (1 x 1.9289843828283607e+228)/1 = -5.1733025357073524e+228

x1 = -36/-6- (16 x -9.510556414240134e+227)/-6- (4 x -6.555183137009201e+227)/-6- (1 x 1.9289843828283607e+228)/-6 = -2.651663189126589e+228

x2 = -4/-4- (16 x -9.510556414240134e+227)/-4- (2 x -4.874795583224891e+227)/-4- (1 x 1.9289843828283607e+228)/-4 = -3.565716249150208e+228

x3 = -64/1- (9 x -9.510556414240134e+227)/1- (8 x -4.874795583224891e+227)/1- (-3 x -6.555183137009201e+227)/1 = 1.0492782298293272e+229

step:311

x0 = -64/1- (-8 x -2.651663189126589e+228)/1- (1 x -3.565716249150208e+228)/1- (1 x 1.0492782298293272e+229)/1 = -2.8140371562155775e+229

x1 = -36/-6- (16 x -5.1733025357073524e+228)/-6- (4 x -3.565716249150208e+228)/-6- (1 x 1.0492782298293272e+229)/-6 = -1.4423820544937535e+229

x2 = -4/-4- (16 x -5.1733025357073524e+228)/-4- (2 x -2.651663189126589e+228)/-4- (1 x 1.0492782298293272e+229)/-4 = -1.9395846162819387e+229

x3 = -64/1- (9 x -5.1733025357073524e+228)/1- (8 x -2.651663189126589e+228)/1- (-3 x -3.565716249150208e+228)/1 = 5.707587958692826e+229

step:312

x0 = -64/1- (-8 x -1.4423820544937535e+229)/1- (1 x -1.9395846162819387e+229)/1- (1 x 5.707587958692826e+229)/1 = -1.5307059778360915e+230

x1 = -36/-6- (16 x -2.8140371562155775e+229)/-6- (4 x -1.9395846162819387e+229)/-6- (1 x 5.707587958692826e+229)/-6 = -7.845890834314027e+229

x2 = -4/-4- (16 x -2.8140371562155775e+229)/-4- (2 x -1.4423820544937535e+229)/-4- (1 x 5.707587958692826e+229)/-4 = -1.0550442662435981e+230

Page 104: Gauss seidel

x3 = -64/1- (9 x -2.8140371562155775e+229)/1- (8 x -1.4423820544937535e+229)/1- (-3 x -1.9395846162819387e+229)/1 = 3.1046636993044406e+230

step:313

x0 = -64/1- (-8 x -7.845890834314027e+229)/1- (1 x -1.0550442662435981e+230)/1- (1 x 3.1046636993044406e+230)/1 = -8.326332100512065e+230

x1 = -36/-6- (16 x -1.5307059778360915e+230)/-6- (4 x -1.0550442662435981e+230)/-6- (1 x 3.1046636993044406e+230)/-6 = -4.267801501841236e+230

x2 = -4/-4- (16 x -1.5307059778360915e+230)/-4- (2 x -7.845890834314027e+229)/-4- (1 x 3.1046636993044406e+230)/-4 = -5.738952528233957e+230

x3 = -64/1- (9 x -1.5307059778360915e+230)/1- (8 x -7.845890834314027e+229)/1- (-3 x -1.0550442662435981e+230)/1 = 1.6887933669245252e+231

step:314

x0 = -64/1- (-8 x -4.267801501841236e+230)/1- (1 x -5.738952528233957e+230)/1- (1 x 1.6887933669245252e+231)/1 = -4.529139315574118e+231

x1 = -36/-6- (16 x -8.326332100512065e+230)/-6- (4 x -5.738952528233957e+230)/-6- (1 x 1.6887933669245252e+231)/-6 = -2.3214865008647266e+231

x2 = -4/-4- (16 x -8.326332100512065e+230)/-4- (2 x -4.267801501841236e+230)/-4- (1 x 1.6887933669245252e+231)/-4 = -3.1217245735657566e+231

x3 = -64/1- (9 x -8.326332100512065e+230)/1- (8 x -4.267801501841236e+230)/1- (-3 x -5.738952528233957e+230)/1 = 9.186254333463659e+231

step:315

x0 = -64/1- (-8 x -2.3214865008647266e+231)/1- (1 x -3.1217245735657566e+231)/1- (1 x 9.186254333463659e+231)/1 = -2.4636421766815715e+232

x1 = -36/-6- (16 x -4.529139315574118e+231)/-6- (4 x -3.1217245735657566e+231)/-6- (1 x 9.186254333463659e+231)/-6 = -1.2627812168330875e+232

x2 = -4/-4- (16 x -4.529139315574118e+231)/-4- (2 x -2.3214865008647266e+231)/-4- (1 x 9.186254333463659e+231)/-4 = -1.698073692936292e+232

Page 105: Gauss seidel

x3 = -64/1- (9 x -4.529139315574118e+231)/1- (8 x -2.3214865008647266e+231)/1- (-3 x -3.1217245735657566e+231)/1 = 4.99689721263876e+232

step:316

x0 = -64/1- (-8 x -1.2627812168330875e+232)/1- (1 x -1.698073692936292e+232)/1- (1 x 4.99689721263876e+232)/1 = -1.3401073254367167e+233

x1 = -36/-6- (16 x -2.4636421766815715e+232)/-6- (4 x -1.698073692936292e+232)/-6- (1 x 4.99689721263876e+232)/-6 = -6.868945397668592e+232

x2 = -4/-4- (16 x -2.4636421766815715e+232)/-4- (2 x -1.2627812168330875e+232)/-4- (1 x 4.99689721263876e+232)/-4 = -9.23673501198314e+232

x3 = -64/1- (9 x -2.4636421766815715e+232)/1- (8 x -1.2627812168330875e+232)/1- (-3 x -1.698073692936292e+232)/1 = 2.7180808245989968e+233

step:317

x0 = -64/1- (-8 x -6.868945397668592e+232)/1- (1 x -9.23673501198314e+232)/1- (1 x 2.7180808245989968e+233)/1 = -7.289563641535556e+233

x1 = -36/-6- (16 x -1.3401073254367167e+233)/-6- (4 x -9.23673501198314e+232)/-6- (1 x 2.7180808245989968e+233)/-6 = -3.736388397863621e+233

x2 = -4/-4- (16 x -1.3401073254367167e+233)/-4- (2 x -6.868945397668592e+232)/-4- (1 x 2.7180808245989968e+233)/-4 = -5.024356365480547e+233

x3 = -64/1- (9 x -1.3401073254367167e+233)/1- (8 x -6.868945397668592e+232)/1- (-3 x -9.23673501198314e+232)/1 = 1.478510174347038e+234

step:318

x0 = -64/1- (-8 x -3.736388397863621e+233)/1- (1 x -5.024356365480547e+233)/1- (1 x 1.478510174347038e+234)/1 = -3.96518525608988e+234

x1 = -36/-6- (16 x -7.289563641535556e+233)/-6- (4 x -5.024356365480547e+233)/-6- (1 x 1.478510174347038e+234)/-6 = -2.0324223663836784e+234

x2 = -4/-4- (16 x -7.289563641535556e+233)/-4- (2 x -3.736388397863621e+233)/-4- (1 x 1.478510174347038e+234)/-4 = -2.7330173329206438e+234

Page 106: Gauss seidel

x3 = -64/1- (9 x -7.289563641535556e+233)/1- (8 x -3.736388397863621e+233)/1- (-3 x -5.024356365480547e+233)/1 = 8.042411086028732e+234

step:319

x0 = -64/1- (-8 x -2.0324223663836784e+234)/1- (1 x -2.7330173329206438e+234)/1- (1 x 8.042411086028732e+234)/1 = -2.1568772684177514e+235

x1 = -36/-6- (16 x -3.96518525608988e+234)/-6- (4 x -2.7330173329206438e+234)/-6- (1 x 8.042411086028732e+234)/-6 = -1.1055437057181988e+235

x2 = -4/-4- (16 x -3.96518525608988e+234)/-4- (2 x -2.0324223663836784e+234)/-4- (1 x 8.042411086028732e+234)/-4 = -1.4866349436044175e+235

x3 = -64/1- (9 x -3.96518525608988e+234)/1- (8 x -2.0324223663836784e+234)/1- (-3 x -2.7330173329206438e+234)/1 = 4.3746994237116414e+235

step:320

x0 = -64/1- (-8 x -1.1055437057181988e+235)/1- (1 x -1.4866349436044175e+235)/1- (1 x 4.3746994237116414e+235)/1 = -1.1732414125852815e+236

x1 = -36/-6- (16 x -2.1568772684177514e+235)/-6- (4 x -1.4866349436044175e+235)/-6- (1 x 4.3746994237116414e+235)/-6 = -6.01364610756501e+235

x2 = -4/-4- (16 x -2.1568772684177514e+235)/-4- (2 x -1.1055437057181988e+235)/-4- (1 x 4.3746994237116414e+235)/-4 = -8.086606070602195e+235

x3 = -64/1- (9 x -2.1568772684177514e+235)/1- (8 x -1.1055437057181988e+235)/1- (-3 x -1.4866349436044175e+235)/1 = 2.3796340230692102e+236

step:321

x0 = -64/1- (-8 x -6.01364610756501e+235)/1- (1 x -8.086606070602195e+235)/1- (1 x 2.3796340230692102e+236)/1 = -6.3818903020609985e+236

x1 = -36/-6- (16 x -1.1732414125852815e+236)/-6- (4 x -8.086606070602195e+235)/-6- (1 x 2.3796340230692102e+236)/-6 = -3.2711451677560285e+236

x2 = -4/-4- (16 x -1.1732414125852815e+236)/-4- (2 x -6.01364610756501e+235)/-4- (1 x 2.3796340230692102e+236)/-4 = -4.3987394499520745e+236

Page 107: Gauss seidel

x3 = -64/1- (9 x -1.1732414125852815e+236)/1- (8 x -6.01364610756501e+235)/1- (-3 x -8.086606070602195e+235)/1 = 1.2944107778138882e+237

step:322

x0 = -64/1- (-8 x -3.2711451677560285e+236)/1- (1 x -4.3987394499520745e+236)/1- (1 x 1.2944107778138882e+237)/1 = -3.471452967023503e+237

x1 = -36/-6- (16 x -6.3818903020609985e+236)/-6- (4 x -4.3987394499520745e+236)/-6- (1 x 1.2944107778138882e+237)/-6 = -1.7793515809107567e+237

x2 = -4/-4- (16 x -6.3818903020609985e+236)/-4- (2 x -3.2711451677560285e+236)/-4- (1 x 1.2944107778138882e+237)/-4 = -2.3927106847587287e+237

x3 = -64/1- (9 x -6.3818903020609985e+236)/1- (8 x -3.2711451677560285e+236)/1- (-3 x -4.3987394499520745e+236)/1 = 7.0409955710741e+237

step:323

x0 = -64/1- (-8 x -1.7793515809107567e+237)/1- (1 x -2.3927106847587287e+237)/1- (1 x 7.0409955710741e+237)/1 = -1.8883097533601425e+238

x1 = -36/-6- (16 x -3.471452967023503e+237)/-6- (4 x -2.3927106847587287e+237)/-6- (1 x 7.0409955710741e+237)/-6 = -9.678849106722813e+237

x2 = -4/-4- (16 x -3.471452967023503e+237)/-4- (2 x -1.7793515809107567e+237)/-4- (1 x 7.0409955710741e+237)/-4 = -1.3015238765780865e+238

x3 = -64/1- (9 x -3.471452967023503e+237)/1- (8 x -1.7793515809107567e+237)/1- (-3 x -2.3927106847587287e+237)/1 = 3.829975729622139e+238

step:324

x0 = -64/1- (-8 x -9.678849106722813e+237)/1- (1 x -1.3015238765780865e+238)/1- (1 x 3.829975729622139e+238)/1 = -1.0271531138422304e+239

x1 = -36/-6- (16 x -1.8883097533601425e+238)/-6- (4 x -1.3015238765780865e+238)/-6- (1 x 3.829975729622139e+238)/-6 = -5.264845971742081e+238

x2 = -4/-4- (16 x -1.8883097533601425e+238)/-4- (2 x -9.678849106722813e+237)/-4- (1 x 3.829975729622139e+238)/-4 = -7.079687536371176e+238

Page 108: Gauss seidel

x3 = -64/1- (9 x -1.8883097533601425e+238)/1- (8 x -9.678849106722813e+237)/1- (-3 x -1.3015238765780865e+238)/1 = 2.0833295435885272e+239

step:325

x0 = -64/1- (-8 x -5.264845971742081e+238)/1- (1 x -7.079687536371176e+238)/1- (1 x 2.0833295435885272e+239)/1 = -5.5872375673450745e+239

x1 = -36/-6- (16 x -1.0271531138422304e+239)/-6- (4 x -7.079687536371176e+238)/-6- (1 x 2.0833295435885272e+239)/-6 = -2.8638325487392714e+239

x2 = -4/-4- (16 x -1.0271531138422304e+239)/-4- (2 x -5.264845971742081e+238)/-4- (1 x 2.0833295435885272e+239)/-4 = -3.8510223680588936e+239

x3 = -64/1- (9 x -1.0271531138422304e+239)/1- (8 x -5.264845971742081e+238)/1- (-3 x -7.079687536371176e+238)/1 = 1.1332348541062386e+240

step:326

x0 = -64/1- (-8 x -2.8638325487392714e+239)/1- (1 x -3.8510223680588936e+239)/1- (1 x 1.1332348541062386e+240)/1 = -3.0391986562917666e+240

x1 = -36/-6- (16 x -5.5872375673450745e+239)/-6- (4 x -3.8510223680588936e+239)/-6- (1 x 1.1332348541062386e+240)/-6 = -1.557792366811573e+240

x2 = -4/-4- (16 x -5.5872375673450745e+239)/-4- (2 x -2.8638325487392714e+239)/-4- (1 x 1.1332348541062386e+240)/-4 = -2.0947779408484337e+240

x3 = -64/1- (9 x -5.5872375673450745e+239)/1- (8 x -2.8638325487392714e+239)/1- (-3 x -3.8510223680588936e+239)/1 = 6.164273139184315e+240

step:327

x0 = -64/1- (-8 x -1.557792366811573e+240)/1- (1 x -2.0947779408484337e+240)/1- (1 x 6.164273139184315e+240)/1 = -1.6531834132828466e+241

x1 = -36/-6- (16 x -3.0391986562917666e+240)/-6- (4 x -2.0947779408484337e+240)/-6- (1 x 6.164273139184315e+240)/-6 = -8.473669520812948e+240

x2 = -4/-4- (16 x -3.0391986562917666e+240)/-4- (2 x -1.557792366811573e+240)/-4- (1 x 6.164273139184315e+240)/-4 = -1.1394622523776774e+241

Page 109: Gauss seidel

x3 = -64/1- (9 x -3.0391986562917666e+240)/1- (8 x -1.557792366811573e+240)/1- (-3 x -2.0947779408484337e+240)/1 = 3.3530793018573186e+241

step:328

x0 = -64/1- (-8 x -8.473669520812948e+240)/1- (1 x -1.1394622523776774e+241)/1- (1 x 3.3530793018573186e+241)/1 = -8.99255266613e+241

x1 = -36/-6- (16 x -1.6531834132828466e+241)/-6- (4 x -1.1394622523776774e+241)/-6- (1 x 3.3530793018573186e+241)/-6 = -4.609284053363156e+241

x2 = -4/-4- (16 x -1.6531834132828466e+241)/-4- (2 x -8.473669520812948e+240)/-4- (1 x 3.3530793018573186e+241)/-4 = -6.198147303707704e+241

x3 = -64/1- (9 x -1.6531834132828466e+241)/1- (8 x -8.473669520812948e+240)/1- (-3 x -1.1394622523776774e+241)/1 = 1.8239199579062943e+242

step:329

x0 = -64/1- (-8 x -4.609284053363156e+241)/1- (1 x -6.198147303707704e+241)/1- (1 x 1.8239199579062943e+242)/1 = -4.891532470226049e+242

x1 = -36/-6- (16 x -8.99255266613e+241)/-6- (4 x -6.198147303707704e+241)/-6- (1 x 1.8239199579062943e+242)/-6 = -2.5072372048974644e+242

x2 = -4/-4- (16 x -8.99255266613e+241)/-4- (2 x -4.609284053363156e+241)/-4- (1 x 1.8239199579062943e+242)/-4 = -3.371505279643584e+242

x3 = -64/1- (9 x -8.99255266613e+241)/1- (8 x -4.609284053363156e+241)/1- (-3 x -6.198147303707704e+241)/1 = 9.921280451095213e+242

step:330

x0 = -64/1- (-8 x -2.5072372048974644e+242)/1- (1 x -3.371505279643584e+242)/1- (1 x 9.921280451095213e+242)/1 = -2.6607672810631345e+243

x1 = -36/-6- (16 x -4.891532470226049e+242)/-6- (4 x -3.371505279643584e+242)/-6- (1 x 9.921280451095213e+242)/-6 = -1.3638210031849318e+243

x2 = -4/-4- (16 x -4.891532470226049e+242)/-4- (2 x -2.5072372048974644e+242)/-4- (1 x 9.921280451095213e+242)/-4 = -1.8339428370579128e+243

Page 110: Gauss seidel

x3 = -64/1- (9 x -4.891532470226049e+242)/1- (8 x -2.5072372048974644e+242)/1- (-3 x -3.371505279643584e+242)/1 = 5.39671740322834e+243

step:331

x0 = -64/1- (-8 x -1.3638210031849318e+243)/1- (1 x -1.8339428370579128e+243)/1- (1 x 5.39671740322834e+243)/1 = -1.447334259164988e+244

x1 = -36/-6- (16 x -2.6607672810631345e+243)/-6- (4 x -1.8339428370579128e+243)/-6- (1 x 5.39671740322834e+243)/-6 = -7.418555073668909e+243

x2 = -4/-4- (16 x -2.6607672810631345e+243)/-4- (2 x -1.3638210031849318e+243)/-4- (1 x 5.39671740322834e+243)/-4 = -9.975800275037919e+243

x3 = -64/1- (9 x -2.6607672810631345e+243)/1- (8 x -1.3638210031849318e+243)/1- (-3 x -1.8339428370579128e+243)/1 = 2.935564504387393e+244

step:332

x0 = -64/1- (-8 x -7.418555073668909e+243)/1- (1 x -9.975800275037919e+243)/1- (1 x 2.935564504387393e+244)/1 = -7.872828535818728e+244

x1 = -36/-6- (16 x -1.447334259164988e+244)/-6- (4 x -9.975800275037919e+243)/-6- (1 x 2.935564504387393e+244)/-6 = -4.0353506253779315e+244

x2 = -4/-4- (16 x -1.447334259164988e+244)/-4- (2 x -7.418555073668909e+243)/-4- (1 x 2.935564504387393e+244)/-4 = -5.42637366424655e+244

x3 = -64/1- (9 x -1.447334259164988e+244)/1- (8 x -7.418555073668909e+243)/1- (-3 x -9.975800275037919e+243)/1 = 1.5968112308908646e+245

step:333

x0 = -64/1- (-8 x -4.0353506253779315e+244)/1- (1 x -5.42637366424655e+244)/1- (1 x 1.5968112308908646e+245)/1 = -4.282454364768555e+245

x1 = -36/-6- (16 x -7.872828535818728e+244)/-6- (4 x -5.42637366424655e+244)/-6- (1 x 1.5968112308908646e+245)/-6 = -2.1950439820196197e+245

x2 = -4/-4- (16 x -7.872828535818728e+244)/-4- (2 x -4.0353506253779315e+244)/-4- (1 x 1.5968112308908646e+245)/-4 = -2.9516961378736715e+245

Page 111: Gauss seidel

x3 = -64/1- (9 x -7.872828535818728e+244)/1- (8 x -4.0353506253779315e+244)/1- (-3 x -5.42637366424655e+244)/1 = 8.685914083265236e+245

step:334

x0 = -64/1- (-8 x -2.1950439820196197e+245)/1- (1 x -2.9516961378736715e+245)/1- (1 x 8.685914083265236e+245)/1 = -2.3294569801548522e+246

x1 = -36/-6- (16 x -4.282454364768555e+245)/-6- (4 x -2.9516961378736715e+245)/-6- (1 x 8.685914083265236e+245)/-6 = -1.1940023384087721e+246

x2 = -4/-4- (16 x -4.282454364768555e+245)/-4- (2 x -2.1950439820196197e+245)/-4- (1 x 8.685914083265236e+245)/-4 = -1.6055860929267718e+246

x3 = -64/1- (9 x -4.282454364768555e+245)/1- (8 x -2.1950439820196197e+245)/1- (-3 x -2.9516961378736715e+245)/1 = 4.7247352725452945e+246

step:335

x0 = -64/1- (-8 x -1.1940023384087721e+246)/1- (1 x -1.6055860929267718e+246)/1- (1 x 4.7247352725452945e+246)/1 = -1.26711678868887e+247

x1 = -36/-6- (16 x -2.3294569801548522e+246)/-6- (4 x -1.6055860929267718e+246)/-6- (1 x 4.7247352725452945e+246)/-6 = -6.494820130273239e+246

x2 = -4/-4- (16 x -2.3294569801548522e+246)/-4- (2 x -1.1940023384087721e+246)/-4- (1 x 4.7247352725452945e+246)/-4 = -8.733645271687472e+246

x3 = -64/1- (9 x -2.3294569801548522e+246)/1- (8 x -1.1940023384087721e+246)/1- (-3 x -1.6055860929267718e+246)/1 = 2.5700373249883533e+247

step:336

x0 = -64/1- (-8 x -6.494820130273239e+246)/1- (1 x -8.733645271687472e+246)/1- (1 x 2.5700373249883533e+247)/1 = -6.892528902038197e+247

x1 = -36/-6- (16 x -1.26711678868887e+247)/-6- (4 x -8.733645271687472e+246)/-6- (1 x 2.5700373249883533e+247)/-6 = -3.532881567118093e+247

x2 = -4/-4- (16 x -1.26711678868887e+247)/-4- (2 x -6.494820130273239e+246)/-4- (1 x 2.5700373249883533e+247)/-4 = -4.750698830022054e+247

Page 112: Gauss seidel

x3 = -64/1- (9 x -1.26711678868887e+247)/1- (8 x -6.494820130273239e+246)/1- (-3 x -8.733645271687472e+246)/1 = 1.397981362091218e+248

step:337

x0 = -64/1- (-8 x -3.532881567118093e+247)/1- (1 x -4.750698830022054e+247)/1- (1 x 1.397981362091218e+248)/1 = -3.7492167327834864e+248

x1 = -36/-6- (16 x -6.892528902038197e+247)/-6- (4 x -4.750698830022054e+247)/-6- (1 x 1.397981362091218e+248)/-6 = -1.9217240688631202e+248

x2 = -4/-4- (16 x -6.892528902038197e+247)/-4- (2 x -3.532881567118093e+247)/-4- (1 x 1.397981362091218e+248)/-4 = -2.584160298648379e+248

x3 = -64/1- (9 x -6.892528902038197e+247)/1- (8 x -3.532881567118093e+247)/1- (-3 x -4.750698830022054e+247)/1 = 7.604371616522236e+248

step:338

x0 = -64/1- (-8 x -1.9217240688631202e+248)/1- (1 x -2.584160298648379e+248)/1- (1 x 7.604371616522236e+248)/1 = -2.039400386877882e+249

x1 = -36/-6- (16 x -3.7492167327834864e+248)/-6- (4 x -2.584160298648379e+248)/-6- (1 x 7.604371616522236e+248)/-6 = -1.045328955043451e+249

x2 = -4/-4- (16 x -3.7492167327834864e+248)/-4- (2 x -1.9217240688631202e+248)/-4- (1 x 7.604371616522236e+248)/-4 = -1.4056636061434946e+249

x3 = -64/1- (9 x -3.7492167327834864e+248)/1- (8 x -1.9217240688631202e+248)/1- (-3 x -2.584160298648379e+248)/1 = 4.136426225001121e+249

step:339

x0 = -64/1- (-8 x -1.045328955043451e+249)/1- (1 x -1.4056636061434946e+249)/1- (1 x 4.136426225001121e+249)/1 = -1.1093394259205235e+250

x1 = -36/-6- (16 x -2.039400386877882e+249)/-6- (4 x -1.4056636061434946e+249)/-6- (1 x 4.136426225001121e+249)/-6 = -5.686105731603162e+249

x2 = -4/-4- (16 x -2.039400386877882e+249)/-4- (2 x -1.045328955043451e+249)/-4- (1 x 4.136426225001121e+249)/-4 = -7.646159468782973e+249

Page 113: Gauss seidel

x3 = -64/1- (9 x -2.039400386877882e+249)/1- (8 x -1.045328955043451e+249)/1- (-3 x -1.4056636061434946e+249)/1 = 2.2500244303818066e+250

step:340

x0 = -64/1- (-8 x -5.686105731603162e+249)/1- (1 x -7.646159468782973e+249)/1- (1 x 2.2500244303818066e+250)/1 = -6.034293068786038e+250

x1 = -36/-6- (16 x -1.1093394259205235e+250)/-6- (4 x -7.646159468782973e+249)/-6- (1 x 2.2500244303818066e+250)/-6 = -3.0929783619766265e+250

x2 = -4/-4- (16 x -1.1093394259205235e+250)/-4- (2 x -5.686105731603162e+249)/-4- (1 x 2.2500244303818066e+250)/-4 = -4.1591568826668006e+250

x3 = -64/1- (9 x -1.1093394259205235e+250)/1- (8 x -5.686105731603162e+249)/1- (-3 x -7.646159468782973e+249)/1 = 1.2239091577932348e+251

step:341

x0 = -64/1- (-8 x -3.0929783619766265e+250)/1- (1 x -4.1591568826668006e+250)/1- (1 x 1.2239091577932348e+251)/1 = -3.2823761591078556e+251

x1 = -36/-6- (16 x -6.034293068786038e+250)/-6- (4 x -4.1591568826668006e+250)/-6- (1 x 1.2239091577932348e+251)/-6 = -1.6824370842218577e+251

x2 = -4/-4- (16 x -6.034293068786038e+250)/-4- (2 x -3.0929783619766265e+250)/-4- (1 x 1.2239091577932348e+251)/-4 = -2.262388856164938e+251

x3 = -64/1- (9 x -6.034293068786038e+250)/1- (8 x -3.0929783619766265e+250)/1- (-3 x -4.1591568826668006e+250)/1 = 6.657499386688695e+251

step:342

x0 = -64/1- (-8 x -1.6824370842218577e+251)/1- (1 x -2.262388856164938e+251)/1- (1 x 6.657499386688695e+251)/1 = -1.7854607204298618e+252

x1 = -36/-6- (16 x -3.2823761591078556e+251)/-6- (4 x -2.262388856164938e+251)/-6- (1 x 6.657499386688695e+251)/-6 = -9.151679097282792e+251

x2 = -4/-4- (16 x -3.2823761591078556e+251)/-4- (2 x -1.6824370842218577e+251)/-4- (1 x 6.657499386688695e+251)/-4 = -1.2306348331870179e+252

Page 114: Gauss seidel

x3 = -64/1- (9 x -3.2823761591078556e+251)/1- (8 x -1.6824370842218577e+251)/1- (-3 x -2.262388856164938e+251)/1 = 3.6213715537250747e+252

step:343

x0 = -64/1- (-8 x -9.151679097282792e+251)/1- (1 x -1.2306348331870179e+252)/1- (1 x 3.6213715537250747e+252)/1 = -9.71207999836429e+252

x1 = -36/-6- (16 x -1.7854607204298618e+252)/-6- (4 x -1.2306348331870179e+252)/-6- (1 x 3.6213715537250747e+252)/-6 = -4.9780898843167986e+252

x2 = -4/-4- (16 x -1.7854607204298618e+252)/-4- (2 x -9.151679097282792e+251)/-4- (1 x 3.6213715537250747e+252)/-4 = -6.694083948152318e+252

x3 = -64/1- (9 x -1.7854607204298618e+252)/1- (8 x -9.151679097282792e+251)/1- (-3 x -1.2306348331870179e+252)/1 = 1.9698585262133936e+253

step:344

x0 = -64/1- (-8 x -4.9780898843167986e+252)/1- (1 x -6.694083948152318e+252)/1- (1 x 1.9698585262133936e+253)/1 = -5.2829220388516004e+253

x1 = -36/-6- (16 x -9.71207999836429e+252)/-6- (4 x -6.694083948152318e+252)/-6- (1 x 1.9698585262133936e+253)/-6 = -2.7078505084050665e+253

x2 = -4/-4- (16 x -9.71207999836429e+252)/-4- (2 x -4.9780898843167986e+252)/-4- (1 x 1.9698585262133936e+253)/-4 = -3.641271862008208e+253

x3 = -64/1- (9 x -9.71207999836429e+252)/1- (8 x -4.9780898843167986e+252)/1- (-3 x -6.694083948152318e+252)/1 = 1.0715118721535604e+254

step:345

x0 = -64/1- (-8 x -2.7078505084050665e+253)/1- (1 x -3.641271862008208e+253)/1- (1 x 1.0715118721535604e+254)/1 = -2.873665092676793e+254

x1 = -36/-6- (16 x -5.2829220388516004e+253)/-6- (4 x -3.641271862008208e+253)/-6- (1 x 1.0715118721535604e+254)/-6 = -1.4729453558020473e+254

x2 = -4/-4- (16 x -5.2829220388516004e+253)/-4- (2 x -2.7078505084050665e+253)/-4- (1 x 1.0715118721535604e+254)/-4 = -1.9806833729225033e+254

Page 115: Gauss seidel

x3 = -64/1- (9 x -5.2829220388516004e+253)/1- (8 x -2.7078505084050665e+253)/1- (-3 x -3.641271862008208e+253)/1 = 5.828528683088031e+254

step:346

x0 = -64/1- (-8 x -1.4729453558020473e+254)/1- (1 x -1.9806833729225033e+254)/1- (1 x 5.828528683088031e+254)/1 = -1.5631408156581906e+255

x1 = -36/-6- (16 x -2.873665092676793e+254)/-6- (4 x -1.9806833729225033e+254)/-6- (1 x 5.828528683088031e+254)/-6 = -8.012141048571779e+254

x2 = -4/-4- (16 x -2.873665092676793e+254)/-4- (2 x -1.4729453558020473e+254)/-4- (1 x 5.828528683088031e+254)/-4 = -1.0774000877836192e+255

x3 = -64/1- (9 x -2.873665092676793e+254)/1- (8 x -1.4729453558020473e+254)/1- (-3 x -1.9806833729225033e+254)/1 = 3.1704498561740014e+255

step:347

x0 = -64/1- (-8 x -8.012141048571779e+254)/1- (1 x -1.0774000877836192e+255)/1- (1 x 3.1704498561740014e+255)/1 = -8.502762607247804e+255

x1 = -36/-6- (16 x -1.5631408156581906e+255)/-6- (4 x -1.0774000877836192e+255)/-6- (1 x 3.1704498561740014e+255)/-6 = -4.358233924248587e+255

x2 = -4/-4- (16 x -1.5631408156581906e+255)/-4- (2 x -8.012141048571779e+254)/-4- (1 x 3.1704498561740014e+255)/-4 = -5.860557851017851e+255

x3 = -64/1- (9 x -1.5631408156581906e+255)/1- (8 x -8.012141048571779e+254)/1- (-3 x -1.0774000877836192e+255)/1 = 1.724577991643028e+256

step:348

x0 = -64/1- (-8 x -4.358233924248587e+255)/1- (1 x -5.860557851017851e+255)/1- (1 x 1.724577991643028e+256)/1 = -4.625109345940112e+256

x1 = -36/-6- (16 x -8.502762607247804e+255)/-6- (4 x -5.860557851017851e+255)/-6- (1 x 1.724577991643028e+256)/-6 = -2.3706775533934333e+256

x2 = -4/-4- (16 x -8.502762607247804e+255)/-4- (2 x -4.358233924248587e+255)/-4- (1 x 1.724577991643028e+256)/-4 = -3.187872241200794e+256

Page 116: Gauss seidel

x3 = -64/1- (9 x -8.502762607247804e+255)/1- (8 x -4.358233924248587e+255)/1- (-3 x -5.860557851017851e+255)/1 = 9.38090613061654e+256

step:349

x0 = -64/1- (-8 x -2.3706775533934333e+256)/1- (1 x -3.187872241200794e+256)/1- (1 x 9.38090613061654e+256)/1 = -2.515845431656321e+257

x1 = -36/-6- (16 x -4.625109345940112e+256)/-6- (4 x -3.187872241200794e+256)/-6- (1 x 9.38090613061654e+256)/-6 = -1.289538872820474e+257

x2 = -4/-4- (16 x -4.625109345940112e+256)/-4- (2 x -2.3706775533934333e+256)/-4- (1 x 9.38090613061654e+256)/-4 = -1.7340549627803032e+257

x3 = -64/1- (9 x -4.625109345940112e+256)/1- (8 x -2.3706775533934333e+256)/1- (-3 x -3.187872241200794e+256)/1 = 5.10277878170061e+257

step:350

x0 = -64/1- (-8 x -1.289538872820474e+257)/1- (1 x -1.7340549627803032e+257)/1- (1 x 5.10277878170061e+257)/1 = -1.3685034801484099e+258

x1 = -36/-6- (16 x -2.515845431656321e+257)/-6- (4 x -1.7340549627803032e+257)/-6- (1 x 5.10277878170061e+257)/-6 = -7.014494662653623e+257

x2 = -4/-4- (16 x -2.515845431656321e+257)/-4- (2 x -1.289538872820474e+257)/-4- (1 x 5.10277878170061e+257)/-4 = -9.432456467610369e+257

x3 = -64/1- (9 x -2.515845431656321e+257)/1- (8 x -1.289538872820474e+257)/1- (-3 x -1.7340549627803032e+257)/1 = 2.7756754979129773e+258

step:351

x0 = -64/1- (-8 x -7.014494662653623e+257)/1- (1 x -9.432456467610369e+257)/1- (1 x 2.7756754979129773e+258)/1 = -7.444025581274839e+258

x1 = -36/-6- (16 x -1.3685034801484099e+258)/-6- (4 x -9.432456467610369e+257)/-6- (1 x 2.7756754979129773e+258)/-6 = -3.8155604619176214e+258

x2 = -4/-4- (16 x -1.3685034801484099e+258)/-4- (2 x -7.014494662653623e+257)/-4- (1 x 2.7756754979129773e+258)/-4 = -5.130819779248076e+258

Page 117: Gauss seidel

x3 = -64/1- (9 x -1.3685034801484099e+258)/1- (8 x -7.014494662653623e+257)/1- (-3 x -9.432456467610369e+257)/1 = 1.5098390111175479e+259

step:352

x0 = -64/1- (-8 x -3.8155604619176214e+258)/1- (1 x -5.130819779248076e+258)/1- (1 x 1.5098390111175479e+259)/1 = -4.049205402726837e+259

x1 = -36/-6- (16 x -7.444025581274839e+258)/-6- (4 x -5.130819779248076e+258)/-6- (1 x 1.5098390111175479e+259)/-6 = -2.075488305103571e+259

x2 = -4/-4- (16 x -7.444025581274839e+258)/-4- (2 x -3.8155604619176214e+258)/-4- (1 x 1.5098390111175479e+259)/-4 = -2.79092850282643e+259

x3 = -64/1- (9 x -7.444025581274839e+258)/1- (8 x -3.8155604619176214e+258)/1- (-3 x -5.130819779248076e+258)/1 = 8.212825458907029e+259

step:353

x0 = -64/1- (-8 x -2.075488305103571e+259)/1- (1 x -2.79092850282643e+259)/1- (1 x 8.212825458907029e+259)/1 = -2.2025803396909166e+260

x1 = -36/-6- (16 x -4.049205402726837e+259)/-6- (4 x -2.79092850282643e+259)/-6- (1 x 8.212825458907029e+259)/-6 = -1.1289695832671346e+260

x2 = -4/-4- (16 x -4.049205402726837e+259)/-4- (2 x -2.075488305103571e+259)/-4- (1 x 8.212825458907029e+259)/-4 = -1.5181359398732377e+260

x3 = -64/1- (9 x -4.049205402726837e+259)/1- (8 x -2.075488305103571e+259)/1- (-3 x -2.79092850282643e+259)/1 = 4.467396955689081e+260

step:354

x0 = -64/1- (-8 x -1.1289695832671346e+260)/1- (1 x -1.5181359398732377e+260)/1- (1 x 4.467396955689081e+260)/1 = -1.198101768195292e+261

x1 = -36/-6- (16 x -2.2025803396909166e+260)/-6- (4 x -1.5181359398732377e+260)/-6- (1 x 4.467396955689081e+260)/-6 = -6.141072039809756e+260

x2 = -4/-4- (16 x -2.2025803396909166e+260)/-4- (2 x -1.1289695832671346e+260)/-4- (1 x 4.467396955689081e+260)/-4 = -8.257956911474963e+260

Page 118: Gauss seidel

x3 = -64/1- (9 x -2.2025803396909166e+260)/1- (8 x -1.1289695832671346e+260)/1- (-3 x -1.5181359398732377e+260)/1 = 2.430057190373561e+261

step:355

x0 = -64/1- (-8 x -6.141072039809756e+260)/1- (1 x -8.257956911474963e+260)/1- (1 x 2.430057190373561e+261)/1 = -6.51711913107387e+261

x1 = -36/-6- (16 x -1.198101768195292e+261)/-6- (4 x -8.257956911474963e+260)/-6- (1 x 2.430057190373561e+261)/-6 = -3.340458977556849e+261

x2 = -4/-4- (16 x -1.198101768195292e+261)/-4- (2 x -6.141072039809756e+260)/-4- (1 x 2.430057190373561e+261)/-4 = -4.491946377178266e+261

x3 = -64/1- (9 x -1.198101768195292e+261)/1- (8 x -6.141072039809756e+260)/1- (-3 x -8.257956911474963e+260)/1 = 1.3218386472162945e+262

step:356

x0 = -64/1- (-8 x -3.340458977556849e+261)/1- (1 x -4.491946377178266e+261)/1- (1 x 1.3218386472162945e+262)/1 = -3.545011191543947e+262

x1 = -36/-6- (16 x -6.51711913107387e+261)/-6- (4 x -4.491946377178266e+261)/-6- (1 x 1.3218386472162945e+262)/-6 = -1.8170550855622006e+262

x2 = -4/-4- (16 x -6.51711913107387e+261)/-4- (2 x -3.340458977556849e+261)/-4- (1 x 1.3218386472162945e+262)/-4 = -2.4434109395033167e+262

x3 = -64/1- (9 x -6.51711913107387e+261)/1- (8 x -3.340458977556849e+261)/1- (-3 x -4.491946377178266e+261)/1 = 7.190190486858483e+262

step:357

x0 = -64/1- (-8 x -1.8170550855622006e+262)/1- (1 x -2.4434109395033167e+262)/1- (1 x 7.190190486858483e+262)/1 = -1.928322023185277e+263

x1 = -36/-6- (16 x -3.545011191543947e+262)/-6- (4 x -2.4434109395033167e+262)/-6- (1 x 7.190190486858483e+262)/-6 = -9.883938722642989e+262

x2 = -4/-4- (16 x -3.545011191543947e+262)/-4- (2 x -1.8170550855622006e+262)/-4- (1 x 7.190190486858483e+262)/-4 = -1.3291024687242267e+263

Page 119: Gauss seidel

x3 = -64/1- (9 x -3.545011191543947e+262)/1- (8 x -1.8170550855622006e+262)/1- (-3 x -2.4434109395033167e+262)/1 = 3.9111308589883174e+263

step:358

x0 = -64/1- (-8 x -9.883938722642989e+262)/1- (1 x -1.3291024687242267e+263)/1- (1 x 3.9111308589883174e+263)/1 = -1.0489179368378482e+264

x1 = -36/-6- (16 x -1.928322023185277e+263)/-6- (4 x -1.3291024687242267e+263)/-6- (1 x 3.9111308589883174e+263)/-6 = -5.376405231145503e+263

x2 = -4/-4- (16 x -1.928322023185277e+263)/-4- (2 x -9.883938722642989e+262)/-4- (1 x 3.9111308589883174e+263)/-4 = -7.229702314126179e+263

x3 = -64/1- (9 x -1.928322023185277e+263)/1- (8 x -9.883938722642989e+262)/1- (-3 x -1.3291024687242267e+263)/1 = 2.1274741780609206e+264

step:359

x0 = -64/1- (-8 x -5.376405231145503e+263)/1- (1 x -7.229702314126179e+263)/1- (1 x 2.1274741780609206e+264)/1 = -5.705628131564704e+264

x1 = -36/-6- (16 x -1.0489179368378482e+264)/-6- (4 x -7.229702314126179e+263)/-6- (1 x 2.1274741780609206e+264)/-6 = -2.9245156228325203e+264

x2 = -4/-4- (16 x -1.0489179368378482e+264)/-4- (2 x -5.376405231145503e+263)/-4- (1 x 2.1274741780609206e+264)/-4 = -3.9326234643934376e+264

x3 = -64/1- (9 x -1.0489179368378482e+264)/1- (8 x -5.376405231145503e+263)/1- (-3 x -7.229702314126179e+263)/1 = 1.1572474922219182e+265

step:360

x0 = -64/1- (-8 x -2.9245156228325203e+264)/1- (1 x -3.9326234643934376e+264)/1- (1 x 1.1572474922219182e+265)/1 = -3.1035976440485905e+265

x1 = -36/-6- (16 x -5.705628131564704e+264)/-6- (4 x -3.9326234643934376e+264)/-6- (1 x 1.1572474922219182e+265)/-6 = -1.590801150673164e+265

x2 = -4/-4- (16 x -5.705628131564704e+264)/-4- (2 x -2.9245156228325203e+264)/-4- (1 x 1.1572474922219182e+265)/-4 = -2.1391651607120285e+265

Page 120: Gauss seidel

x3 = -64/1- (9 x -5.705628131564704e+264)/1- (8 x -2.9245156228325203e+264)/1- (-3 x -3.9326234643934376e+264)/1 = 6.294890777356218e+265

step:361

x0 = -64/1- (-8 x -1.590801150673164e+265)/1- (1 x -2.1391651607120285e+265)/1- (1 x 6.294890777356218e+265)/1 = -1.6882134822029502e+266

x1 = -36/-6- (16 x -3.1035976440485905e+265)/-6- (4 x -2.1391651607120285e+265)/-6- (1 x 6.294890777356218e+265)/-6 = -8.653222028378223e+265

x2 = -4/-4- (16 x -3.1035976440485905e+265)/-4- (2 x -1.590801150673164e+265)/-4- (1 x 6.294890777356218e+265)/-4 = -1.163606845719189e+266

x3 = -64/1- (9 x -3.1035976440485905e+265)/1- (8 x -1.590801150673164e+265)/1- (-3 x -2.1391651607120285e+265)/1 = 3.4241292519686536e+266

step:362

x0 = -64/1- (-8 x -8.653222028378223e+265)/1- (1 x -1.163606845719189e+266)/1- (1 x 3.4241292519686536e+266)/1 = -9.183100028952044e+266

x1 = -36/-6- (16 x -1.6882134822029502e+266)/-6- (4 x -1.163606845719189e+266)/-6- (1 x 3.4241292519686536e+266)/-6 = -4.706952307692551e+266

x2 = -4/-4- (16 x -1.6882134822029502e+266)/-4- (2 x -8.653222028378223e+265)/-4- (1 x 3.4241292519686536e+266)/-4 = -6.329482717238549e+266

x3 = -64/1- (9 x -1.6882134822029502e+266)/1- (8 x -8.653222028378223e+265)/1- (-3 x -1.163606845719189e+266)/1 = 1.8625678425371563e+267

step:363

x0 = -64/1- (-8 x -4.706952307692551e+266)/1- (1 x -6.329482717238549e+266)/1- (1 x 1.8625678425371563e+267)/1 = -4.995181416967342e+267

x1 = -36/-6- (16 x -9.183100028952044e+266)/-6- (4 x -6.329482717238549e+266)/-6- (1 x 1.8625678425371563e+267)/-6 = -2.5603642151135893e+267

x2 = -4/-4- (16 x -9.183100028952044e+266)/-4- (2 x -4.706952307692551e+266)/-4- (1 x 1.8625678425371563e+267)/-4 = -3.4429456663311556e+267

Page 121: Gauss seidel

x3 = -64/1- (9 x -9.183100028952044e+266)/1- (8 x -4.706952307692551e+266)/1- (-3 x -6.329482717238549e+266)/1 = 1.0131507057039316e+268

step:364

x0 = -64/1- (-8 x -2.5603642151135893e+267)/1- (1 x -3.4429456663311556e+267)/1- (1 x 1.0131507057039316e+268)/1 = -2.7171475111616873e+268

x1 = -36/-6- (16 x -4.995181416967342e+267)/-6- (4 x -3.4429456663311556e+267)/-6- (1 x 1.0131507057039316e+268)/-6 = -1.3927196379960462e+268

x2 = -4/-4- (16 x -4.995181416967342e+267)/-4- (2 x -2.5603642151135893e+267)/-4- (1 x 1.0131507057039316e+268)/-4 = -1.8728031011166334e+268

x3 = -64/1- (9 x -4.995181416967342e+267)/1- (8 x -2.5603642151135893e+267)/1- (-3 x -3.4429456663311556e+267)/1 = 5.511070947462132e+268

step:365

x0 = -64/1- (-8 x -1.3927196379960462e+268)/1- (1 x -1.8728031011166334e+268)/1- (1 x 5.511070947462132e+268)/1 = -1.4780024950313868e+269

x1 = -36/-6- (16 x -2.7171475111616873e+268)/-6- (4 x -1.8728031011166334e+268)/-6- (1 x 5.511070947462132e+268)/-6 = -7.575750272598567e+268

x2 = -4/-4- (16 x -2.7171475111616873e+268)/-4- (2 x -1.3927196379960462e+268)/-4- (1 x 5.511070947462132e+268)/-4 = -1.018718212677924e+269

x3 = -64/1- (9 x -2.7171475111616873e+268)/1- (8 x -1.3927196379960462e+268)/1- (-3 x -1.8728031011166334e+268)/1 = 2.997767540107366e+269

step:366

x0 = -64/1- (-8 x -7.575750272598567e+268)/1- (1 x -1.018718212677924e+269)/1- (1 x 2.997767540107366e+269)/1 = -8.039649545508295e+269

x1 = -36/-6- (16 x -1.4780024950313868e+269)/-6- (4 x -1.018718212677924e+269)/-6- (1 x 2.997767540107366e+269)/-6 = -4.120857538517753e+269

x2 = -4/-4- (16 x -1.4780024950313868e+269)/-4- (2 x -7.575750272598567e+268)/-4- (1 x 2.997767540107366e+269)/-4 = -5.541355608728634e+269

Page 122: Gauss seidel

x3 = -64/1- (9 x -1.4780024950313868e+269)/1- (8 x -7.575750272598567e+268)/1- (-3 x -1.018718212677924e+269)/1 = 1.6306468035327565e+270

step:367

x0 = -64/1- (-8 x -4.120857538517753e+269)/1- (1 x -5.541355608728634e+269)/1- (1 x 1.6306468035327565e+270)/1 = -4.373197273474096e+270

x1 = -36/-6- (16 x -8.039649545508295e+269)/-6- (4 x -5.541355608728634e+269)/-6- (1 x 1.6306468035327565e+270)/-6 = -2.241555785461995e+270

x2 = -4/-4- (16 x -8.039649545508295e+269)/-4- (2 x -4.120857538517753e+269)/-4- (1 x 1.6306468035327565e+270)/-4 = -3.0142409942460164e+270

x3 = -64/1- (9 x -8.039649545508295e+269)/1- (8 x -4.120857538517753e+269)/1- (-3 x -5.541355608728634e+269)/1 = 8.869963939153077e+270

step:368

x0 = -64/1- (-8 x -2.241555785461995e+270)/1- (1 x -3.0142409942460164e+270)/1- (1 x 8.869963939153077e+270)/1 = -2.3788169228603023e+271

x1 = -36/-6- (16 x -4.373197273474096e+270)/-6- (4 x -3.0142409942460164e+270)/-6- (1 x 8.869963939153077e+270)/-6 = -1.2193026068902755e+271

x2 = -4/-4- (16 x -4.373197273474096e+270)/-4- (2 x -2.241555785461995e+270)/-4- (1 x 8.869963939153077e+270)/-4 = -1.639607600183911e+271

x3 = -64/1- (9 x -4.373197273474096e+270)/1- (8 x -2.241555785461995e+270)/1- (-3 x -3.0142409942460164e+270)/1 = 4.824849876222477e+271

step:369

x0 = -64/1- (-8 x -1.2193026068902755e+271)/1- (1 x -1.639607600183911e+271)/1- (1 x 4.824849876222477e+271)/1 = -1.2939663131160771e+272

x1 = -36/-6- (16 x -2.3788169228603023e+271)/-6- (4 x -1.639607600183911e+271)/-6- (1 x 4.824849876222477e+271)/-6 = -6.632441881713e+271

x2 = -4/-4- (16 x -2.3788169228603023e+271)/-4- (2 x -1.2193026068902755e+271)/-4- (1 x 4.824849876222477e+271)/-4 = -8.918706525830728e+271

Page 123: Gauss seidel

x3 = -64/1- (9 x -2.3788169228603023e+271)/1- (8 x -1.2193026068902755e+271)/1- (-3 x -1.639607600183911e+271)/1 = 2.624495036031319e+272

step:370

x0 = -64/1- (-8 x -6.632441881713e+271)/1- (1 x -8.918706525830728e+271)/1- (1 x 2.624495036031319e+272)/1 = -7.038577888818646e+272

x1 = -36/-6- (16 x -1.2939663131160771e+272)/-6- (4 x -8.918706525830728e+271)/-6- (1 x 2.624495036031319e+272)/-6 = -3.607741430693034e+272

x2 = -4/-4- (16 x -1.2939663131160771e+272)/-4- (2 x -6.632441881713e+271)/-4- (1 x 2.624495036031319e+272)/-4 = -4.8513635875421284e+272

x3 = -64/1- (9 x -1.2939663131160771e+272)/1- (8 x -6.632441881713e+271)/1- (-3 x -8.918706525830728e+271)/1 = 1.4276038365665874e+273

step:371

x0 = -64/1- (-8 x -3.607741430693034e+272)/1- (1 x -4.8513635875421284e+272)/1- (1 x 1.4276038365665874e+273)/1 = -3.8286606223668014e+273

x1 = -36/-6- (16 x -7.038577888818646e+272)/-6- (4 x -4.8513635875421284e+272)/-6- (1 x 1.4276038365665874e+273)/-6 = -1.9624443700933498e+273

x2 = -4/-4- (16 x -7.038577888818646e+272)/-4- (2 x -3.607741430693034e+272)/-4- (1 x 1.4276038365665874e+273)/-4 = -2.6389172679204634e+273

x3 = -64/1- (9 x -7.038577888818646e+272)/1- (8 x -3.607741430693034e+272)/1- (-3 x -4.8513635875421284e+272)/1 = 7.765504168228571e+273

step:372

x0 = -64/1- (-8 x -1.9624443700933498e+273)/1- (1 x -2.6389172679204634e+273)/1- (1 x 7.765504168228571e+273)/1 = -2.0826141861054905e+274

x1 = -36/-6- (16 x -3.8286606223668014e+273)/-6- (4 x -2.6389172679204634e+273)/-6- (1 x 7.765504168228571e+273)/-6 = -1.0674789143553684e+274

x2 = -4/-4- (16 x -3.8286606223668014e+273)/-4- (2 x -1.9624443700933498e+273)/-4- (1 x 7.765504168228571e+273)/-4 = -1.4354488632456738e+274

Page 124: Gauss seidel

x3 = -64/1- (9 x -3.8286606223668014e+273)/1- (8 x -1.9624443700933498e+273)/1- (-3 x -2.6389172679204634e+273)/1 = 4.224074875828662e+274

step:373

x0 = -64/1- (-8 x -1.0674789143553684e+274)/1- (1 x -1.4354488632456738e+274)/1- (1 x 4.224074875828662e+274)/1 = -1.1328457327425935e+275

x1 = -36/-6- (16 x -2.0826141861054905e+274)/-6- (4 x -1.4354488632456738e+274)/-6- (1 x 4.224074875828662e+274)/-6 = -5.806591259140313e+274

x2 = -4/-4- (16 x -2.0826141861054905e+274)/-4- (2 x -1.0674789143553684e+274)/-4- (1 x 4.224074875828662e+274)/-4 = -7.80817748264248e+274

x3 = -64/1- (9 x -2.0826141861054905e+274)/1- (8 x -1.0674789143553684e+274)/1- (-3 x -1.4354488632456738e+274)/1 = 2.2977012400055342e+275

step:374

x0 = -64/1- (-8 x -5.806591259140313e+274)/1- (1 x -7.80817748264248e+274)/1- (1 x 2.2977012400055342e+275)/1 = -6.162156499053536e+275

x1 = -36/-6- (16 x -1.1328457327425935e+275)/-6- (4 x -7.80817748264248e+274)/-6- (1 x 2.2977012400055342e+275)/-6 = -3.1585169128221585e+275

x2 = -4/-4- (16 x -1.1328457327425935e+275)/-4- (2 x -5.806591259140313e+274)/-4- (1 x 2.2977012400055342e+275)/-4 = -4.247287183926006e+275

x3 = -64/1- (9 x -1.1328457327425935e+275)/1- (8 x -5.806591259140313e+274)/1- (-3 x -7.80817748264248e+274)/1 = 1.2498431357202848e+276

step:375

x0 = -64/1- (-8 x -3.1585169128221585e+275)/1- (1 x -4.247287183926006e+275)/1- (1 x 1.2498431357202848e+276)/1 = -3.3519279475854107e+276

x1 = -36/-6- (16 x -6.162156499053536e+275)/-6- (4 x -4.247287183926006e+275)/-6- (1 x 1.2498431357202848e+276)/-6 = -1.7180870227226292e+276

x2 = -4/-4- (16 x -6.162156499053536e+275)/-4- (2 x -3.1585169128221585e+275)/-4- (1 x 1.2498431357202848e+276)/-4 = -2.310327661332451e+276

Page 125: Gauss seidel

x3 = -64/1- (9 x -6.162156499053536e+275)/1- (8 x -3.1585169128221585e+275)/1- (-3 x -4.247287183926006e+275)/1 = 6.798568224228107e+276

step:376

x0 = -64/1- (-8 x -1.7180870227226292e+276)/1- (1 x -2.310327661332451e+276)/1- (1 x 6.798568224228107e+276)/1 = -1.823293674467669e+277

x1 = -36/-6- (16 x -3.3519279475854107e+276)/-6- (4 x -2.310327661332451e+276)/-6- (1 x 6.798568224228107e+276)/-6 = -9.345598263744712e+276

x2 = -4/-4- (16 x -3.3519279475854107e+276)/-4- (2 x -1.7180870227226292e+276)/-4- (1 x 6.798568224228107e+276)/-4 = -1.2567113245645931e+277

x3 = -64/1- (9 x -3.3519279475854107e+276)/1- (8 x -1.7180870227226292e+276)/1- (-3 x -2.310327661332451e+276)/1 = 3.698106472605237e+277

step:377

x0 = -64/1- (-8 x -9.345598263744712e+276)/1- (1 x -1.2567113245645931e+277)/1- (1 x 3.698106472605237e+277)/1 = -9.917873759036414e+277

x1 = -36/-6- (16 x -1.823293674467669e+277)/-6- (4 x -1.2567113245645931e+277)/-6- (1 x 3.698106472605237e+277)/-6 = -5.083572936189306e+277

x2 = -4/-4- (16 x -1.823293674467669e+277)/-4- (2 x -9.345598263744712e+276)/-4- (1 x 3.698106472605237e+277)/-4 = -6.835927992906603e+277

x3 = -64/1- (9 x -1.823293674467669e+277)/1- (8 x -9.345598263744712e+276)/1- (-3 x -1.2567113245645931e+277)/1 = 2.0115987707511014e+278

step:378

x0 = -64/1- (-8 x -5.083572936189306e+277)/1- (1 x -6.835927992906603e+277)/1- (1 x 2.0115987707511014e+278)/1 = -5.394864320411886e+278

x1 = -36/-6- (16 x -9.917873759036414e+277)/-6- (4 x -6.835927992906603e+277)/-6- (1 x 2.0115987707511014e+278)/-6 = -2.7652284068116337e+278

x2 = -4/-4- (16 x -9.917873759036414e+277)/-4- (2 x -5.083572936189306e+277)/-4- (1 x 2.0115987707511014e+278)/-4 = -3.7184284577362554e+278

Page 126: Gauss seidel

x3 = -64/1- (9 x -9.917873759036414e+277)/1- (8 x -5.083572936189306e+277)/1- (-3 x -6.835927992906603e+277)/1 = 1.0942166334212234e+279

step:379

x0 = -64/1- (-8 x -2.7652284068116337e+278)/1- (1 x -3.7184284577362554e+278)/1- (1 x 1.0942166334212234e+279)/1 = -2.9345565130969047e+279

x1 = -36/-6- (16 x -5.394864320411886e+278)/-6- (4 x -3.7184284577362554e+278)/-6- (1 x 1.0942166334212234e+279)/-6 = -1.5041562770553827e+279

x2 = -4/-4- (16 x -5.394864320411886e+278)/-4- (2 x -2.7652284068116337e+278)/-4- (1 x 1.0942166334212234e+279)/-4 = -2.0226529901500306e+279

x3 = -64/1- (9 x -5.394864320411886e+278)/1- (8 x -2.7652284068116337e+278)/1- (-3 x -3.7184284577362554e+278)/1 = 5.952032076499129e+279

step:380

x0 = -64/1- (-8 x -1.5041562770553827e+279)/1- (1 x -2.0226529901500306e+279)/1- (1 x 5.952032076499129e+279)/1 = -1.596262930279216e+280

x1 = -36/-6- (16 x -2.9345565130969047e+279)/-6- (4 x -2.0226529901500306e+279)/-6- (1 x 5.952032076499129e+279)/-6 = -8.181914015608579e+279

x2 = -4/-4- (16 x -2.9345565130969047e+279)/-4- (2 x -1.5041562770553827e+279)/-4- (1 x 5.952032076499129e+279)/-4 = -1.1002296171790528e+280

x3 = -64/1- (9 x -2.9345565130969047e+279)/1- (8 x -1.5041562770553827e+279)/1- (-3 x -2.0226529901500306e+279)/1 = 3.2376299863865113e+280

step:381

x0 = -64/1- (-8 x -8.181914015608579e+279)/1- (1 x -1.1002296171790528e+280)/1- (1 x 3.2376299863865113e+280)/1 = -8.682931581694321e+280

x1 = -36/-6- (16 x -1.596262930279216e+280)/-6- (4 x -1.1002296171790528e+280)/-6- (1 x 3.2376299863865113e+280)/-6 = -4.450582561132859e+280

x2 = -4/-4- (16 x -1.596262930279216e+280)/-4- (2 x -8.181914015608579e+279)/-4- (1 x 3.2376299863865113e+280)/-4 = -5.984739925300664e+280

Page 127: Gauss seidel

x3 = -64/1- (9 x -1.596262930279216e+280)/1- (8 x -8.181914015608579e+279)/1- (-3 x -1.1002296171790528e+280)/1 = 1.761120873346265e+281

step:382

x0 = -64/1- (-8 x -4.450582561132859e+280)/1- (1 x -5.984739925300664e+280)/1- (1 x 1.761120873346265e+281)/1 = -4.7231129297224855e+281

x1 = -36/-6- (16 x -8.682931581694321e+280)/-6- (4 x -5.984739925300664e+280)/-6- (1 x 1.761120873346265e+281)/-6 = -2.4209109379141525e+281

x2 = -4/-4- (16 x -8.682931581694321e+280)/-4- (2 x -4.450582561132859e+280)/-4- (1 x 1.761120873346265e+281)/-4 = -3.255421542397805e+281

x3 = -64/1- (9 x -8.682931581694321e+280)/1- (8 x -4.450582561132859e+280)/1- (-3 x -5.984739925300664e+280)/1 = 9.579682494840977e+281

step:383

x0 = -64/1- (-8 x -2.4209109379141525e+281)/1- (1 x -3.255421542397805e+281)/1- (1 x 9.579682494840977e+281)/1 = -2.569154845575639e+282

x1 = -36/-6- (16 x -4.7231129297224855e+281)/-6- (4 x -3.255421542397805e+281)/-6- (1 x 9.579682494840977e+281)/-6 = -1.3168635091718334e+282

x2 = -4/-4- (16 x -4.7231129297224855e+281)/-4- (2 x -2.4209109379141525e+281)/-4- (1 x 9.579682494840977e+281)/-4 = -1.7707986564136775e+282

x3 = -64/1- (9 x -4.7231129297224855e+281)/1- (8 x -2.4209109379141525e+281)/1- (-3 x -3.255421542397805e+281)/1 = 5.210903924362217e+282

step:384

x0 = -64/1- (-8 x -1.3168635091718334e+282)/1- (1 x -1.7707986564136775e+282)/1- (1 x 5.210903924362217e+282)/1 = -1.3975013341323205e+283

x1 = -36/-6- (16 x -2.569154845575639e+282)/-6- (4 x -1.7707986564136775e+282)/-6- (1 x 5.210903924362217e+282)/-6 = -7.16312803841712e+282

x2 = -4/-4- (16 x -2.569154845575639e+282)/-4- (2 x -1.3168635091718334e+282)/-4- (1 x 5.210903924362217e+282)/-4 = -9.63232515579792e+282

Page 128: Gauss seidel

x3 = -64/1- (9 x -2.569154845575639e+282)/1- (8 x -1.3168635091718334e+282)/1- (-3 x -1.7707986564136775e+282)/1 = 2.834490571431439e+283

step:385

x0 = -64/1- (-8 x -7.16312803841712e+282)/1- (1 x -9.63232515579792e+282)/1- (1 x 2.834490571431439e+283)/1 = -7.601760486585344e+283

x1 = -36/-6- (16 x -1.3975013341323205e+283)/-6- (4 x -9.63232515579792e+282)/-6- (1 x 2.834490571431439e+283)/-6 = -3.8964101395008095e+283

x2 = -4/-4- (16 x -1.3975013341323205e+283)/-4- (2 x -7.16312803841712e+282)/-4- (1 x 2.834490571431439e+283)/-4 = -5.239539095592278e+283

x3 = -64/1- (9 x -1.3975013341323205e+283)/1- (8 x -7.16312803841712e+282)/1- (-3 x -9.63232515579792e+282)/1 = 1.5418316891185204e+284

step:386

x0 = -64/1- (-8 x -3.8964101395008095e+283)/1- (1 x -5.239539095592278e+283)/1- (1 x 1.5418316891185204e+284)/1 = -4.13500589115994e+284

x1 = -36/-6- (16 x -7.601760486585344e+283)/-6- (4 x -5.239539095592278e+283)/-6- (1 x 1.5418316891185204e+284)/-6 = -2.11946678794249e+284

x2 = -4/-4- (16 x -7.601760486585344e+283)/-4- (2 x -3.8964101395008095e+283)/-4- (1 x 1.5418316891185204e+284)/-4 = -2.8500667793295476e+284

x3 = -64/1- (9 x -7.601760486585344e+283)/1- (8 x -3.8964101395008095e+283)/1- (-3 x -5.239539095592278e+283)/1 = 8.386850820849774e+284

step:387

x0 = -64/1- (-8 x -2.11946678794249e+284)/1- (1 x -2.8500667793295476e+284)/1- (1 x 8.386850820849774e+284)/1 = -2.2492518345060148e+285

x1 = -36/-6- (16 x -4.13500589115994e+284)/-6- (4 x -2.8500667793295476e+284)/-6- (1 x 8.386850820849774e+284)/-6 = -1.1528918425837908e+285

x2 = -4/-4- (16 x -4.13500589115994e+284)/-4- (2 x -2.11946678794249e+284)/-4- (1 x 8.386850820849774e+284)/-4 = -1.5503044253398562e+285

Page 129: Gauss seidel

x3 = -64/1- (9 x -4.13500589115994e+284)/1- (8 x -2.11946678794249e+284)/1- (-3 x -2.8500667793295476e+284)/1 = 4.5620586985990734e+285

step:388

x0 = -64/1- (-8 x -1.1528918425837908e+285)/1- (1 x -1.5503044253398562e+285)/1- (1 x 4.5620586985990734e+285)/1 = -1.2234889013929543e+286

x1 = -36/-6- (16 x -2.2492518345060148e+285)/-6- (4 x -1.5503044253398562e+285)/-6- (1 x 4.5620586985990734e+285)/-6 = -6.271198059142764e+285

x2 = -4/-4- (16 x -2.2492518345060148e+285)/-4- (2 x -1.1528918425837908e+285)/-4- (1 x 4.5620586985990734e+285)/-4 = -8.432938584666186e+285

x3 = -64/1- (9 x -2.2492518345060148e+285)/1- (8 x -1.1528918425837908e+285)/1- (-3 x -1.5503044253398562e+285)/1 = 2.4815487975204894e+286

step:389

x0 = -64/1- (-8 x -6.271198059142764e+285)/1- (1 x -8.432938584666186e+285)/1- (1 x 2.4815487975204894e+286)/1 = -6.655213386368082e+286

x1 = -36/-6- (16 x -1.2234889013929543e+286)/-6- (4 x -8.432938584666186e+285)/-6- (1 x 2.4815487975204894e+286)/-6 = -3.4112415097722085e+286

x2 = -4/-4- (16 x -1.2234889013929543e+286)/-4- (2 x -6.271198059142764e+285)/-4- (1 x 2.4815487975204894e+286)/-4 = -4.587128309148833e+286

x3 = -64/1- (9 x -1.2234889013929543e+286)/1- (8 x -6.271198059142764e+285)/1- (-3 x -8.432938584666186e+285)/1 = 1.3498476984450942e+287

step:390

x0 = -64/1- (-8 x -3.4112415097722085e+286)/1- (1 x -4.587128309148833e+286)/1- (1 x 1.3498476984450942e+287)/1 = -3.620128075347978e+287

x1 = -36/-6- (16 x -6.655213386368082e+286)/-6- (4 x -4.587128309148833e+286)/-6- (1 x 1.3498476984450942e+287)/-6 = -1.855557507233895e+287

x2 = -4/-4- (16 x -6.655213386368082e+286)/-4- (2 x -3.4112415097722085e+286)/-4- (1 x 1.3498476984450942e+287)/-4 = -2.4951855054245698e+287

Page 130: Gauss seidel

x3 = -64/1- (9 x -6.655213386368082e+286)/1- (8 x -3.4112415097722085e+286)/1- (-3 x -4.587128309148833e+286)/1 = 7.34254676280439e+287

step:391

x0 = -64/1- (-8 x -1.855557507233895e+287)/1- (1 x -2.4951855054245698e+287)/1- (1 x 7.34254676280439e+287)/1 = -1.969182131525098e+288

x1 = -36/-6- (16 x -3.620128075347978e+287)/-6- (4 x -2.4951855054245698e+287)/-6- (1 x 7.34254676280439e+287)/-6 = -1.0093374077410257e+288

x2 = -4/-4- (16 x -3.620128075347978e+287)/-4- (2 x -1.855557507233895e+287)/-4- (1 x 7.34254676280439e+287)/-4 = -1.3572654364307762e+288

x3 = -64/1- (9 x -3.620128075347978e+287)/1- (8 x -1.855557507233895e+287)/1- (-3 x -2.4951855054245698e+287)/1 = 3.994005621972925e+288

step:392

x0 = -64/1- (-8 x -1.0093374077410257e+288)/1- (1 x -1.3572654364307762e+288)/1- (1 x 3.994005621972925e+288)/1 = -1.0711439447470356e+289

x1 = -36/-6- (16 x -1.969182131525098e+288)/-6- (4 x -1.3572654364307762e+288)/-6- (1 x 3.994005621972925e+288)/-6 = -5.490328371358624e+288

x2 = -4/-4- (16 x -1.969182131525098e+288)/-4- (2 x -1.0093374077410257e+288)/-4- (1 x 3.994005621972925e+288)/-4 = -7.382895824477674e+288

x3 = -64/1- (9 x -1.969182131525098e+288)/1- (8 x -1.0093374077410257e+288)/1- (-3 x -1.3572654364307762e+288)/1 = 2.172554213636176e+289

step:393

x0 = -64/1- (-8 x -5.490328371358624e+288)/1- (1 x -7.382895824477674e+288)/1- (1 x 2.172554213636176e+289)/1 = -5.826527328275308e+289

x1 = -36/-6- (16 x -1.0711439447470356e+289)/-6- (4 x -7.382895824477674e+288)/-6- (1 x 2.172554213636176e+289)/-6 = -2.986484538684577e+289

x2 = -4/-4- (16 x -1.0711439447470356e+289)/-4- (2 x -5.490328371358624e+288)/-4- (1 x 2.172554213636176e+289)/-4 = -4.015953644147029e+289

Page 131: Gauss seidel

x3 = -64/1- (9 x -1.0711439447470356e+289)/1- (8 x -5.490328371358624e+288)/1- (-3 x -7.382895824477674e+288)/1 = 1.1817689452466918e+290

step:394

x0 = -64/1- (-8 x -2.986484538684577e+289)/1- (1 x -4.015953644147029e+289)/1- (1 x 1.1817689452466918e+290)/1 = -3.1693612117796506e+290

x1 = -36/-6- (16 x -5.826527328275308e+289)/-6- (4 x -4.015953644147029e+289)/-6- (1 x 1.1817689452466918e+290)/-6 = -1.6245093729421018e+290

x2 = -4/-4- (16 x -5.826527328275308e+289)/-4- (2 x -2.986484538684577e+289)/-4- (1 x 1.1817689452466918e+290)/-4 = -2.184492921932679e+290

x3 = -64/1- (9 x -5.826527328275308e+289)/1- (8 x -2.986484538684577e+289)/1- (-3 x -4.015953644147029e+289)/1 = 6.42827613315133e+290

step:395

x0 = -64/1- (-8 x -1.6245093729421018e+290)/1- (1 x -2.184492921932679e+290)/1- (1 x 6.42827613315133e+290)/1 = -1.7239858194755465e+291

x1 = -36/-6- (16 x -3.1693612117796506e+290)/-6- (4 x -2.184492921932679e+290)/-6- (1 x 6.42827613315133e+290)/-6 = -8.836579157175634e+290

x2 = -4/-4- (16 x -3.1693612117796506e+290)/-4- (2 x -1.6245093729421018e+290)/-4- (1 x 6.42827613315133e+290)/-4 = -1.1882630500301819e+291

x3 = -64/1- (9 x -3.1693612117796506e+290)/1- (8 x -1.6245093729421018e+290)/1- (-3 x -2.184492921932679e+290)/1 = 3.4966847123755627e+291

step:396

x0 = -64/1- (-8 x -8.836579157175634e+290)/1- (1 x -1.1882630500301819e+291)/1- (1 x 3.4966847123755627e+291)/1 = -9.377684988085889e+291

x1 = -36/-6- (16 x -1.7239858194755465e+291)/-6- (4 x -1.1882630500301819e+291)/-6- (1 x 3.4966847123755627e+291)/-6 = -4.806690099892318e+291

x2 = -4/-4- (16 x -1.7239858194755465e+291)/-4- (2 x -8.836579157175634e+290)/-4- (1 x 3.4966847123755627e+291)/-4 = -6.463601057667077e+291

Page 132: Gauss seidel

x3 = -64/1- (9 x -1.7239858194755465e+291)/1- (8 x -8.836579157175634e+290)/1- (-3 x -1.1882630500301819e+291)/1 = 1.902034655092988e+292

step:397

x0 = -64/1- (-8 x -4.806690099892318e+291)/1- (1 x -6.463601057667077e+291)/1- (1 x 1.902034655092988e+292)/1 = -5.101026629240134e+292

x1 = -36/-6- (16 x -9.377684988085889e+291)/-6- (4 x -6.463601057667077e+291)/-6- (1 x 1.902034655092988e+292)/-6 = -2.614616958151878e+292

x2 = -4/-4- (16 x -9.377684988085889e+291)/-4- (2 x -4.806690099892318e+291)/-4- (1 x 1.902034655092988e+292)/-4 = -3.5158998364557245e+292

x3 = -64/1- (9 x -9.377684988085889e+291)/1- (8 x -4.806690099892318e+291)/1- (-3 x -6.463601057667077e+291)/1 = 1.034618825189103e+293

step:398

x0 = -64/1- (-8 x -2.614616958151878e+292)/1- (1 x -3.5158998364557245e+292)/1- (1 x 1.034618825189103e+293)/1 = -2.774722408065033e+293

x1 = -36/-6- (16 x -5.101026629240134e+292)/-6- (4 x -3.5158998364557245e+292)/-6- (1 x 1.034618825189103e+293)/-6 = -1.4222306193629001e+293

x2 = -4/-4- (16 x -5.101026629240134e+292)/-4- (2 x -2.614616958151878e+292)/-4- (1 x 1.034618825189103e+293)/-4 = -1.9124867933063717e+293

x3 = -64/1- (9 x -5.101026629240134e+292)/1- (8 x -2.614616958151878e+292)/1- (-3 x -3.5158998364557245e+292)/1 = 5.627847581900905e+293

step:399

x0 = -64/1- (-8 x -1.4222306193629001e+293)/1- (1 x -1.9124867933063717e+293)/1- (1 x 5.627847581900905e+293)/1 = -1.5093205743497733e+294

x1 = -36/-6- (16 x -2.774722408065033e+293)/-6- (4 x -1.9124867933063717e+293)/-6- (1 x 5.627847581900905e+293)/-6 = -7.736276353394185e+293

x2 = -4/-4- (16 x -2.774722408065033e+293)/-4- (2 x -1.4222306193629001e+293)/-4- (1 x 5.627847581900905e+293)/-4 = -1.0403043046466356e+294

Page 133: Gauss seidel

x3 = -64/1- (9 x -2.774722408065033e+293)/1- (8 x -1.4222306193629001e+293)/1- (-3 x -1.9124867933063717e+293)/1 = 3.061288624756938e+294

step:400

x0 = -64/1- (-8 x -7.736276353394185e+293)/1- (1 x -1.0403043046466356e+294)/1- (1 x 3.061288624756938e+294)/1 = -8.210005402825651e+294

x1 = -36/-6- (16 x -1.5093205743497733e+294)/-6- (4 x -1.0403043046466356e+294)/-6- (1 x 3.061288624756938e+294)/-6 = -4.2081762972376626e+294

x2 = -4/-4- (16 x -1.5093205743497733e+294)/-4- (2 x -7.736276353394185e+293)/-4- (1 x 3.061288624756938e+294)/-4 = -5.658773958879568e+294

x3 = -64/1- (9 x -1.5093205743497733e+294)/1- (8 x -7.736276353394185e+293)/1- (-3 x -1.0403043046466356e+294)/1 = 1.66519933379234e+295

step:401

x0 = -64/1- (-8 x -4.2081762972376626e+294)/1- (1 x -5.658773958879568e+294)/1- (1 x 1.66519933379234e+295)/1 = -4.465862975694513e+295

x1 = -36/-6- (16 x -8.210005402825651e+294)/-6- (4 x -5.658773958879568e+294)/-6- (1 x 1.66519933379234e+295)/-6 = -2.2890531490467543e+295

x2 = -4/-4- (16 x -8.210005402825651e+294)/-4- (2 x -4.2081762972376626e+294)/-4- (1 x 1.66519933379234e+295)/-4 = -3.0781111425440585e+295

x3 = -64/1- (9 x -8.210005402825651e+294)/1- (8 x -4.2081762972376626e+294)/1- (-3 x -5.658773958879568e+294)/1 = 9.057913712669345e+295

Value of x0 = -4.465862975694513e+295

Value of x1 = -2.2890531490467543e+295

Value of x2 = -3.0781111425440585e+295

Value of x3 = 9.057913712669345e+295