# This file is in Maple format 
#             Numerical approximation : 
sol:={u[1,2] = 1.324951220+.4364872744*I, u[1,3] = -1.097383918+1.474049291*I, u[1,4] = .3191471068+.2242977848*I, u[2,1] = 1.324951220-.4364872744*I, u[2,3] = .3191471068-.2242977848*I, u[2,4] = -1.097383918-1.474049291*I, u[3,1] = -.1679993990+1.176440349*I, u[3,2] = .4249999054+.4280713137*I, u[3,4] = 1.118959887+.8330340004*I, u[4,1] = .4249999054-.4280713137*I, u[4,2] = -.1679993990-1.176440349*I, u[4,3] = 1.118959887-.8330340004*I, v[1,2] = .3257988782-.8912304872e-2*I, v[1,3] = 1.482977786-.1960357188e-1*I, v[1,4] = -2.067083153-.8390078036e-1*I, v[2,1] = 4.271178193+2.197406928*I, v[2,3] = .8148725909+.9524309986e-1*I, v[2,4] = -.2106468688+.1415015818*I, v[3,1] = -.6626991902-.6674884144*I, v[3,2] = .5179571763-.2079332307*I, v[3,4] = 1.749057252-.7544705721*I, v[4,1] = -.2157695248-.4934683529e-1*I, v[4,2] = 5.404214879-1.007250984*I, v[4,3] = .8211714676-.3333050577e-1*I, w[1,2] = 4.271178193-2.197406928*I, w[1,3] = -.2106468688-.1415015818*I, w[1,4] = .8148725909-.9524309986e-1*I, w[2,1] = .3257988782+.8912304872e-2*I, w[2,3] = -2.067083153+.8390078036e-1*I, w[2,4] = 1.482977786+.1960357188e-1*I, w[3,1] = 5.404214879+1.007250984*I, w[3,2] = -.2157695248+.4934683529e-1*I, w[3,4] = .8211714676+.3333050577e-1*I, w[4,1] = .5179571763+.2079332307*I, w[4,2] = -.6626991902+.6674884144*I, w[4,3] = 1.749057252+.7544705721*I}:
#             Matrix Generators : 
 lM:=[array(1 .. 3, 1 .. 3,[(1, 3)=1.549771224+1.538646114*I,(3, 1)=-4.183874222+.7457583843*I,(3, 2)=-.4769994023+1.722962993*I,(2, 2)=1.595959288-.889928994*I,(3, 3)=1.760857940+.9772046116*I,(1, 1)=-4.183874217+.745758383*I,(1, 2)=-1.634102995+2.284404497*I,(2, 1)=4.183874217-.7457583821*I,(2, 3)=-1.262963709-.5806578830*I]), array(1 .. 3, 1 .. 3,[(1, 3)=0.,(3, 1)=0.,(3, 2)=0.,(2, 2)=1.,(3, 3)=1.,(1, 1)=1.,(1, 2)=0.,(2, 1)=0.,(2, 3)=0.]), array(1 .. 3, 1 .. 3,[(1, 3)=0.,(3, 1)=0.,(3, 2)=0.,(2, 2)=1.,(3, 3)=1.,(1, 1)=1.,(1, 2)=0.,(2, 1)=0.,(2, 3)=0.]), array(1 .. 3, 1 .. 3,[(1, 3)=.5750016284+.4280692532*I,(3, 1)=-1.324951220+.4364872744*I,(3, 2)=-.750481955e-1+.5820151704*I,(2, 2)=.4773130965-.3632442330*I,(3, 3)=.6175411067+.2358323319*I,(1, 1)=-1.324951220+.4364872744*I,(1, 2)=-.4249976725+.8181517729*I,(2, 1)=1.324951220-.4364872744*I,(2, 3)=-.4373477671-.1300783721*I]), array(1 .. 3, 1 .. 3,[(1, 3)=-1.502101838-.4409663257*I,(3, 1)=2.382877103-1.898126604*I,(3, 2)=-.1439188864-.3936922569*I,(2, 2)=.8794576706-.4321772834*I,(3, 3)=-.9868636013+.1615556596*I,(1, 1)=3.712719553-.7747387292*I,(1, 2)=.8986243138e-1-.3537568295*I,(2, 1)=-.4712319797+.2879899766*I,(2, 3)=.3200792210-.6142988204e-1*I]), array(1 .. 3, 1 .. 3,[(1, 3)=.5507393564+.4588641627*I,(3, 1)=-1.346832325+.3634000076*I,(3, 2)=0.,(2, 2)=1.,(3, 3)=0.,(1, 1)=-2.146883669-.4001415077*I,(1, 2)=-.1457553823+.2627652214*I,(2, 1)=.4355577288-.1303986951*I,(2, 3)=0.])]:
#             Boundary Holonomy : 
 lMb:=[array(1 .. 3, 1 .. 3,[(1, 3)=-1.720970983-2.696198871*I,(3, 1)=1.229598803+.9664420353e-1*I,(3, 2)=-.5922138812e-1+.7557360022*I,(2, 2)=.9360905931-.5959899648*I,(3, 3)=-.6821714376-.7231111062*I,(1, 1)=2.746080914+1.319101102*I,(1, 2)=-.4929271263+1.057108997*I,(2, 1)=.4914749645-.8068531833*I,(2, 3)=-1.266590644+.6118259794*I]), array(1 .. 3, 1 .. 3,[(1, 3)=2.109074225-2.063181025*I,(3, 1)=.9560744521e-1+1.239225913*I,(3, 2)=-.9731900360e-2+1.565115033*I,(2, 2)=.8879856244-.9723629633*I,(3, 3)=1.715868844-1.303515363*I,(1, 1)=.3961455546+2.275878321*I,(1, 2)=-.9383921966+2.242773138*I,(2, 1)=1.139965348-1.443900115*I,(2, 3)=-2.632541226+.9490111759*I])]:
#             Basis Change fo PU(2,1) : 
 A:=array(1 .. 3, 1 .. 3,[(1, 3)=0.,(3, 1)=0.,(3, 2)=0.,(2, 2)=-1.,(3, 3)=1.,(1, 1)=-.4249976729+.8181517726*I,(1, 2)=0.,(2, 1)=0.,(2, 3)=0.]):