20/17 | 0.036611867700558201953081727569443845077 | 0.0063609290239116022861685463802783358072 -14/17 | 0.036611867700558201953081727569443845077 | 0.0063609290239116022861685463802783358072 -6/17 | 0.036611867700558201953081727569443845077 | 0.0063609290239116022861685463802783358072 10/17 | 0.10983092731141794895789540030637188425 | 0.019081974702090172790915734877213540498 -20/17 | 0.15734564498082818233077131868315315142 | 0.027337159855665633174572695970496915545 6/17 | 0.15734564498082818233077131868315315142 | 0.027337159855665633174572695970496915545 14/17 | 0.15734564498082818233077131868315315142 | 0.027337159855665633174572695970496915545 f(z) = -289/240*z^3 + 79/60*z + 1 * [ 30/17 4/17 ] -26/17 |-> 4/17 26/17 |-> 30/17 -4/17 |-> 4/17 -30/17 |-> 30/17 -20/17 | 0.15734462563574980324523648806597622976 | 0.023555998085813216138057516933642075249 f(z) = -289/240*z^3 + 199/60*z + 1 * [ -3/8 ] [ 5/8 ] [ -1/4 ] -1/16 |-> 5/8 11/16 |-> -3/8 -9/16 |-> 5/8 -5/16 |-> -3/8 f(z) = -256/15*z^3 + 91/15*z + 1 * [ -22/35 -4/7 ] [ -12/35 ] 38/35 |-> -22/35 -18/35 |-> -22/35 -6/7 | 0.18789898225446051683456749094184022030 | 0.026424836472374169040240931105623003754 -4/5 | 0.20454938898736742392210174847144920987 | 0.028766436569599486081790606979165363775 f(z) = -245/48*z^3 + 271/60*z + 1 * -35/54 | 0.015802512008556215923529415041869582526 | 0.0019487080577946967253958005433725784045 -10/9 | 0.047404927468253770313600857129118231505 | 0.0058458024956121739479535430580979918557 5/54 | 0.047404927468253770313600857129118231505 | 0.0058458024956121739479535430580979918557 55/54 | 0.047404927468253770313600857129118231505 | 0.0058458024956121739479535430580979918557 65/54 | 0.14221320746376732320599638059359874590 | 0.017537213270866056304328210782497336475 -5/6 | 0.14221320746376732320599638059359874590 | 0.017537213270866056304328210782497336475 -10/27 | 0.14221320746376732320599638059359874590 | 0.017537213270866056304328210782497336475 f(z) = -243/125*z^3 + 133/60*z + 1 * [ -10/9 26/27 40/27 ] -14/27 | 0.099462486909538180113254618127255825820 | 0.014583907367836738923908363378275929114 -10/27 | 0.13869840484476002245464397697724843957 | 0.020336960709241233969588724230370331751 -8/9 | 0.13869840484476002245464397697724843957 | 0.020336960709241233969588724230370331751 34/27 | 0.13869840484476002245464397697724843957 | 0.020336960709241233969588724230370331751 f(z) = -243/160*z^3 + 229/120*z + 1 * [ 32/15 ] [ -2/15 ] [ -2 ] 34/15 |-> -2/15 2/15 |-> 32/15 -32/15 |-> -2/15 -34/15 |-> 32/15 f(z) = -225/128*z^3 + 273/32*z + 1 * [ -5/13 ] [ 1 ] [ -8/13 ] -7/13 |-> -8/13 -1 |-> 1 15/13 |-> -8/13 0 |-> 1 f(z) = -169/40*z^3 + 169/40*z + 1 * [ -7/13 ] [ 1 ] [ -6/13 ] -8/13 |-> -7/13 15/13 |-> -7/13 -1 |-> 1 0 |-> 1 f(z) = -169/42*z^3 + 169/42*z + 1 * [ 24/13 2/13 ] 22/13 |-> 24/13 -2/13 |-> 2/13 -22/13 |-> 2/13 -24/13 |-> 24/13 -6/13 | 0.088924669895940315972006688980491086115 | 0.014167551502159254080742320346447107427 f(z) = -169/96*z^3 + 133/24*z + 1 * [ -2/13 ] [ 28/13 ] [ -2 ] -30/13 |-> 28/13 30/13 |-> -2/13 2/13 |-> 28/13 -28/13 |-> -2/13 f(z) = -169/112*z^3 + 211/28*z + 1 * [ 15/13 ] -9/13 |-> 1/13 |-> 15/13 -16/13 |-> 15/13 -15/13 | 0.098036494242426860650147358951113635887 | 0.017874224958777846312661763357302850693 16/13 | 0.098036494242426860650147358951113635887 | 0.017874224958777846312661763357302850693 -1/13 | 0.098036494242426860650147358951113635887 | 0.017874224958777846312661763357302850693 f(z) = -169/120*z^3 + 241/120*z + 1 * [ 20/13 6/13 ] 14/13 |-> 20/13 -6/13 |-> 6/13 -14/13 |-> 6/13 -20/13 |-> 20/13 -10/13 | 0.089415555252578349261828187491323583243 | 0.015535017367787152386995449446878879420 f(z) = -169/240*z^3 + 79/60*z + 1 * -22/13 | 0.046971381479634204796857072052786119405 | 0.0073351818886993942835563719307771797194 -12/13 | 0.053286039685714164418418000633444798610 | 0.0083212965195123657045853571755114055951 2/13 | 0.14090946864864595748922143375639870723 | 0.022004815481655537543717537703655278016 20/13 | 0.14668147127815467227032470053016893697 | 0.022906187504700138918012357815284184828 -10/13 | 0.15985605182430071381089160749486526092 | 0.024963566733693052027590778124035412878 -18/13 | 0.15985605182430071381089160749486526092 | 0.024963566733693052027590778124035412878 28/13 | 0.15985605182430071381089160749486526092 | 0.024963566733693052027590778124035412878 f(z) = -169/240*z^3 + 151/60*z + 1 * [ 8/21 ] [ -3/14 ] [ -1/6 ] 17/42 |-> -3/14 -1/14 |-> 8/21 -4/21 |-> -3/14 -13/42 |-> 8/21 f(z) = -147/2*z^3 + 217/24*z + 1 * -12/11 | 0.015061396698752582462337910467082786626 | 0.0030522801220264698497816286400646181153 -7/11 | 0.015061396698752582462337910467082786626 | 0.0030522801220264698497816286400646181153 -10/11 | 0.045182775002769687306898183994901853987 | 0.0091565535891084017665930046525315207134 -3/11 | 0.045182775002769687306898183994901853987 | 0.0091565535891084017665930046525315207134 13/11 | 0.045182775002769687306898183994901853987 | 0.0091565535891084017665930046525315207134 -5/11 | 0.089440527869375412446833174822023697826 | 0.018125646032672342402794753677798378510 -2/11 | 0.13554326774098523466141041937913397254 | 0.027468635882526468778560295087641244866 f(z) = -121/30*z^3 + 139/30*z + 1 * [ -4/11 ] [ 26/11 ] [ -2 ] -30/11 |-> 26/11 30/11 |-> -4/11 4/11 |-> 26/11 -26/11 |-> -4/11 f(z) = -121/208*z^3 + 199/52*z + 1 * [ 10/11 12/11 ] 20/11 |-> -12/11 |-> 12/11 -2/11 |-> 10/11 2/11 |-> 12/11 -10/11 |-> 10/11 f(z) = -121/240*z^3 + 31/60*z + 1 * [ -2/9 ] [ 20/9 ] [ -2 ] -22/9 |-> 20/9 22/9 |-> -2/9 2/9 |-> 20/9 -20/9 |-> -2/9 f(z) = -81/80*z^3 + 111/20*z + 1 * [ -4/9 ] [ 22/9 ] [ -2 ] -26/9 |-> 22/9 26/9 |-> -4/9 4/9 |-> 22/9 -22/9 |-> -4/9 f(z) = -81/176*z^3 + 147/44*z + 1 * [ -2/3 ] [ -8/15 ] [ 6/5 ] 2/15 | 0.046025025262499439296180863549791414194 | 0.0078959435002190171778595322941221579723 -14/15 | 0.090349221111471752439580362302127123777 | 0.015500096765101365630174015597561705480 22/15 | 0.13807197493823564872199899904117054022 | 0.023687298526357394149751108999774551409 -2/15 | 0.14932436452962371641940095513175654749 | 0.025617731632027953326808283555632760932 f(z) = -75/32*z^3 + 85/24*z + 1 * [ 7/5 -16/15 ] -3/5 |-> 3/5 |-> 7/5 16/15 |-> 3/5 -7/15 |-> 3/5 7/15 |-> 7/5 f(z) = -75/56*z^3 + 193/168*z + 1 * -2/15 | 0.053151151946085835110977411500032378944 | 0.0085308258106993295500120725968973653422 -14/15 | 0.10810765514599068194097721567068650508 | 0.017351412736813050311641802483762820547 -4/5 | 0.10810765514599068194097721567068650508 | 0.017351412736813050311641802483762820547 26/15 | 0.10810765514599068194097721567068650508 | 0.017351412736813050311641802483762820547 14/15 | 0.15945213839714162034557540045777243486 | 0.025592265981164867419152789741780175672 -26/15 | 0.15945213839714162034557540045777243486 | 0.025592265981164867419152789741780175672 4/5 | 0.15945213839714162034557540045777243486 | 0.025592265981164867419152789741780175672 f(z) = -75/112*z^3 + 127/84*z + 1 * [ -5/7 ] [ 1 ] [ -2/7 ] 8/7 |-> -5/7 -1 |-> 1 -3/7 |-> -5/7 0 |-> 1 f(z) = -49/10*z^3 + 49/10*z + 1 * [ 1 ] [ -3/7 ] [ -4/7 ] 8/7 |-> -3/7 0 |-> 1 -5/7 |-> -3/7 -1 |-> 1 f(z) = -49/12*z^3 + 49/12*z + 1 * [ 15/14 -4/7 ] 3/14 |-> 15/14 5/14 |-> 15/14 -5/14 | 0.092742118095900826284994730015854207220 | 0.017571069232781968652207143003520915716 -3/14 | 0.092742118095900826284994730015854207220 | 0.017571069232781968652207143003520915716 4/7 | 0.092742118095900826284994730015854207220 | 0.017571069232781968652207143003520915716 f(z) = -49/30*z^3 + 49/120*z + 1 * [ -1 ] [ 10/7 ] [ -3/7 ] -8/7 |-> -5/7 |-> -1 12/7 |-> -1 -2/7 | 0.075689648551564692717117803994236074498 | 0.016133881019200808762135363826544238730 f(z) = -49/30*z^3 + 109/30*z + 1 * [ -1/7 ] [ 15/7 ] [ -2 ] -16/7 |-> 15/7 16/7 |-> -1/7 1/7 |-> 15/7 -15/7 |-> -1/7 f(z) = -49/30*z^3 + 241/30*z + 1 * [ 16/7 ] [ -2/7 ] [ -2 ] 18/7 |-> -2/7 2/7 |-> 16/7 -16/7 |-> -2/7 -18/7 |-> 16/7 f(z) = -49/64*z^3 + 73/16*z + 1 * [ 8/7 6/7 ] 10/7 |-> 2/7 |-> 8/7 -2/7 |-> 6/7 -6/7 |-> 6/7 -8/7 |-> 8/7 f(z) = -49/96*z^3 + 13/24*z + 1 * [ 15/7 ] [ -8/7 ] [ -1 ] -3/7 | 0.041231640955461881918346574134533941672 | 0.0072764800861116817367066206363570053633 0 | 0.12369285563354386631067732799813269011 | 0.021829075437089565006225698493601815917 17/7 | 0.12369285563354386631067732799813269011 | 0.021829075437089565006225698493601815917 -17/7 | 0.12369285563354386631067732799813269011 | 0.021829075437089565006225698493601815917 f(z) = -49/120*z^3 + 289/120*z + 1 * [ 18/7 ] [ -4/7 ] [ -2 ] 22/7 |-> -4/7 4/7 |-> 18/7 -18/7 |-> -4/7 -22/7 |-> 18/7 f(z) = -49/144*z^3 + 103/36*z + 1 * [ -1/5 ] [ 11/5 ] [ -2 ] -12/5 |-> 11/5 12/5 |-> -1/5 1/5 |-> 11/5 -11/5 |-> -1/5 f(z) = -25/22*z^3 + 133/22*z + 1 * 7/5 | 0.036036406747074839816724766525756414300 | 0.0082473593835725552708638777161852349504 3/5 | 0.036036406747074839816724766525756414300 | 0.0082473593835725552708638777161852349504 -2 | 0.036036406747074839816724766525756414300 | 0.0082473593835725552708638777161852349504 4/5 | 0.10810744813160898493198414648834370145 | 0.024741672582399798379425536758177723365 -7/5 | 0.10810780514773645937005875217092273701 | 0.024741754289777830792426361840768096470 2 | 0.10810780514773645937005875217092273701 | 0.024741754289777830792426361840768096470 -3/5 | 0.10810780514773645937005875217092273701 | 0.024741754289777830792426361840768096470 f(z) = -25/42*z^3 + 79/42*z + 1 * [ -3/5 ] [ 13/5 ] [ -2 ] -16/5 |-> 13/5 16/5 |-> -3/5 3/5 |-> 13/5 -13/5 |-> -3/5 f(z) = -25/78*z^3 + 217/78*z + 1 * [ -2 ] 6/5 |-> 18/5 |-> -2 -6/5 |-> -8/5 |-> -2 -14/5 | 0.064195221201412970059838683979317450780 | 0.011677870963825014920990266831587396127 2/5 | 0.12363598266273785520514890110266774649 | 0.022490849396580636052570375143457904204 f(z) = -25/96*z^3 + 61/24*z + 1 * [ -4/5 ] [ 14/5 ] [ -2 ] 18/5 |-> -4/5 4/5 |-> 14/5 -18/5 |-> 14/5 -14/5 |-> -4/5 f(z) = -25/112*z^3 + 67/28*z + 1 * [ 20/9 ] [ -10/3 65/18 ] 5/6 |-> 20/9 -55/18 |-> 20/9 10/9 | 0.14075848657090389641609242841590621914 | 0.018060809499165437898760275893260622222 -35/18 | 0.15403553390911595095307222699740317395 | 0.019764395751963478348469814361514186863 f(z) = -27/125*z^3 + 97/60*z + 1 * [ -10/3 ] [ 15/4 ] [ -5/12 ] -5/2 |-> -55/12 |-> 15/4 5/6 |-> 15/4 5/3 | 0.22136595447920821820329734278966729646 | 0.028186541053100292419394882168969147757 f(z) = -24/125*z^3 + 103/30*z + 1 * [ 16/5 ] [ -6/5 ] [ -2 ] 22/5 |-> -6/5 6/5 |-> 16/5 -16/5 |-> -6/5 -22/5 |-> 16/5 f(z) = -25/192*z^3 + 97/48*z + 1 * [ 18/5 ] [ -8/5 ] [ -2 ] 26/5 |-> -8/5 8/5 |-> 18/5 -18/5 |-> -8/5 -26/5 |-> 18/5 f(z) = -25/288*z^3 + 133/72*z + 1 * [ 3/2 1/2 ] 0 |-> 1 |-> 3/2 -1/2 |-> 1/2 -1 |-> 1/2 -3/2 |-> 3/2 f(z) = -2/3*z^3 + 7/6*z + 1 * [ -3/2 ] [ -1/2 ] [ 2 ] 1/2 |-> 5/2 |-> -3/2 -1 |-> -3/2 -2 | 0.032037166791371708910966516609159859816 | 0.010880567407934977709867692825385396570 f(z) = -2/3*z^3 + 19/6*z + 1 * [ -1 ] 0 |-> 1 |-> 3 |-> -1 2 |-> 3 -3 |-> 3 -2 |-> -1 f(z) = -1/3*z^3 + 7/3*z + 1 * [ 3/2 ] 5/2 |-> -3/2 |-> 1/2 |-> 3/2 2 |-> 1/2 -1/2 |-> 1/2 -2 |-> 3/2 f(z) = -1/3*z^3 + 13/12*z + 1 * [ 2 ] 3 |-> 0 |-> 1 |-> 2 -1 |-> 0 -2 |-> 0 -3 |-> 2 f(z) = -1/6*z^3 + 7/6*z + 1 * [ 5/4 3/4 ] 7/4 |-> -3/4 |-> 3/4 -1/2 |-> 3/4 1/2 |-> 5/4 -5/4 |-> 5/4 f(z) = -8/15*z^3 + 19/30*z + 1 * [ -5/6 1 ] -2/3 |-> 0 |-> 1 5/6 |-> 1 -1/2 | 0.019867387848273578938580862062358530407 | 0.0055441001399683015752855520023530520269 -1/3 | 0.059601240743180468445183242392442271619 | 0.016632042907204088376371256412111705995 f(z) = -6*z^3 + 25/6*z + 1 * 5/2 | 0.0099348019286055578679059218100381953057 | 0.0028930806485328972856882767249458863632 1/2 | 0.0099348019286055578679059218100381953057 | 0.0028930806485328972856882767249458863632 -3 | 0.0099348019286055578679059218100381953057 | 0.0028930806485328972856882767249458863632 2 | 0.029806152607069142380012528710259463165 | 0.0086797506316095736813018861499256240344 -5/2 | 0.089413217357450020811153296290343757751 | 0.026037725836796075571194490524512977269 3 | 0.089413217357450020811153296290343757751 | 0.026037725836796075571194490524512977269 -1/2 | 0.089413217357450020811153296290343757751 | 0.026037725836796075571194490524512977269 f(z) = -4/15*z^3 + 31/15*z + 1 * -1 | 0.0014963398916354025919195007346653534936 | 0.00046486412432410974885261704135187654927 -1/3 | 0.0044833102682286611522275225993018420412 | 0.0013928186460601454255466362736052179279 -4/3 | 0.013448355863691995721876377004149577504 | 0.0041779666552507189670479005546507432808 1/3 | 0.013448355863691995721876377004149577504 | 0.0041779666552507189670479005546507432808 -5/3 | 0.040340391800819330264279348610489081528 | 0.012532447349835589707987288459573193427 0 | 0.040340391800819330264279348610489081528 | 0.012532447349835589707987288459573193427 5/3 | 0.040340391800819330264279348610489081528 | 0.012532447349835589707987288459573193427 f(z) = -3/4*z^3 + 25/12*z + 1 * [ 5/3 ] -4/3 |-> -1/3 |-> 1/3 |-> 5/3 2 |-> 1/3 -5/3 |-> 1/3 -2 |-> 5/3 f(z) = -3/5*z^3 + 31/15*z + 1 * [ -1/2 ] [ 5/2 ] [ -2 ] -3 |-> 5/2 3 |-> -1/2 1/2 |-> 5/2 -5/2 |-> -1/2 f(z) = -2/5*z^3 + 31/10*z + 1 * [ -5/2 -3/2 ] [ -1/2 ] 1/2 |-> 5/2 |-> 7/2 |-> -5/2 -2 |-> -5/2 f(z) = -1/3*z^3 + 37/12*z + 1 * 0 | 0.0099357214001313046071784687253815127879 | 0.0028933484047797888912676385082701622647 1/5 | 0.029805439402237563325898962632849153372 | 0.0086795429416011055268335852377823587725 -6/5 | 0.029805439402237563325898962632849153372 | 0.0086795429416011055268335852377823587725 1 | 0.029805439402237563325898962632849153372 | 0.0086795429416011055268335852377823587725 6/5 | 0.089415420979121959574697518234376158213 | 0.026038367546138807135043852513678943030 -1/5 | 0.089415420979121959574697518234376158213 | 0.026038367546138807135043852513678943030 -1 | 0.089415420979121959574697518234376158213 | 0.026038367546138807135043852513678943030 f(z) = -5/6*z^3 + 31/30*z + 1 * [ -1/3 ] [ 7/3 ] [ -2 ] -8/3 |-> 7/3 8/3 |-> -1/3 1/3 |-> 7/3 -7/3 |-> -1/3 f(z) = -9/14*z^3 + 57/14*z + 1 * 5/4 | 0.029804689753337914238401362255505921388 | 0.0076582903295425238925650534221619113395 -2 | 0.029804689753337914238401362255505921388 | 0.0076582903295425238925650534221619113395 3/4 | 0.029804689753337914238401362255505921388 | 0.0076582903295425238925650534221619113395 -5/4 | 0.089413973952744367339711596657070805241 | 0.022974846499503697781310099347049206862 -3/4 | 0.089413973952744367339711596657070805241 | 0.022974846499503697781310099347049206862 1/2 | 0.089413973952744367339711596657070805241 | 0.022974846499503697781310099347049206862 2 | 0.089413973952744367339711596657070805241 | 0.022974846499503697781310099347049206862 f(z) = -8/15*z^3 + 49/30*z + 1 * [ 1 7/3 ] -2/3 |-> 0 |-> 1 -7/3 |-> 1 -8/3 |-> 7/3 5/3 |-> 7/3 f(z) = -3/10*z^3 + 49/30*z + 1 * [ -2 9/4 ] 5/4 |-> 9/4 3/4 |-> 9/4 -5/4 | 0.090027055125181197027420971384466468292 | 0.023132377198630392813635784060050463031 -3/4 | 0.090027055125181197027420971384466468292 | 0.023132377198630392813635784060050463031 2 | 0.090027055125181197027420971384466468292 | 0.023132377198630392813635784060050463031 f(z) = -2/3*z^3 + 49/24*z + 1 * 0 | 0.029806091541591282690145809631971782391 | 0.0076586505178724036102874350962011320749 7/2 | 0.029806091541591282690145809631971782391 | 0.0076586505178724036102874350962011320749 -7/2 | 0.029806091541591282690145809631971782391 | 0.0076586505178724036102874350962011320749 1 | 0.089414535112940059339756364894095232388 | 0.022974990689150882783178567602485357720 -5/2 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 -3/2 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 4 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 f(z) = -2/15*z^3 + 49/30*z + 1 * [ -3/2 ] 4 |-> -3/2 -5/2 |-> -3/2 -4 | 0.089853445911228615017007583317683381835 | 0.023087768454995219169161598622548403927 -1/2 | 0.089853445911228615017007583317683381835 | 0.023087768454995219169161598622548403927 3/2 | 0.089853445911228615017007583317683381835 | 0.023087768454995219169161598622548403927 5/2 | 0.089853445911228615017007583317683381835 | 0.023087768454995219169161598622548403927 f(z) = -1/6*z^3 + 49/24*z + 1 * 0 | 0.012013476799325925784609233976197812089 | 0.0030868529066355256753761559266433979497 -1/7 | 0.036036406747074839816724766525756414300 | 0.0092595248461419299506501213446869807319 -6/7 | 0.036036406747074839816724766525756414300 | 0.0092595248461419299506501213446869807319 1 | 0.036036406747074839816724766525756414300 | 0.0092595248461419299506501213446869807319 6/7 | 0.10810786466120287941657942400834017898 | 0.027778226223262754669931509165157237274 1/7 | 0.10810786466120287941657942400834017898 | 0.027778226223262754669931509165157237274 -1 | 0.10810786466120287941657942400834017898 | 0.027778226223262754669931509165157237274 f(z) = -7/6*z^3 + 43/42*z + 1 * [ 7/8 1 ] 13/8 |-> -5/8 |-> 7/8 -7/8 |-> 1 -3/8 |-> 7/8 0 |-> 1 f(z) = -8/15*z^3 + 49/120*z + 1 * [ -2/3 ] 2/3 | 0.0099359456929185791764829034373836917358 | 0.0022739590969849138278080191169025755811 0 | 0.029806187617847216693568067229911606450 | 0.0068214997922491351129395372754234363238 8/3 | 0.029806187617847216693568067229911606450 | 0.0068214997922491351129395372754234363238 -10/3 | 0.089414357110965470914557324679606420473 | 0.020463536842642826295994698502375632553 7/3 | 0.089414357110965470914557324679606420473 | 0.020463536842642826295994698502375632553 1 | 0.089414357110965470914557324679606420473 | 0.020463536842642826295994698502375632553 f(z) = -3/10*z^3 + 79/30*z + 1 * -2 | 0.025082803676140104277490024916365905059 | 0.0058461812820275493745595821324781084683 -1/4 | 0.025082803676140104277490024916365905059 | 0.0058461812820275493745595821324781084683 9/4 | 0.025082803676140104277490024916365905059 | 0.0058461812820275493745595821324781084683 -7/4 | 0.064180598216043898325383968469666362612 | 0.014958910367619095440819788351603111642 -9/4 | 0.075249444644841202554651271951832282632 | 0.017538784756510789372528919424734116446 1/4 | 0.075249444644841202554651271951832282632 | 0.017538784756510789372528919424734116446 2 | 0.075249444644841202554651271951832282632 | 0.017538784756510789372528919424734116446 f(z) = -2/3*z^3 + 73/24*z + 1 * 1/8 | 0.0099375451614275196885076835388213805865 | 0.0023894745205002659969346867835618865087 -5/8 | 0.029805710064524112332211459428359843954 | 0.0071667583500438670666376100279930206789 -1/2 | 0.029805710064524112332211459428359843954 | 0.0071667583500438670666376100279930206789 9/8 | 0.029805710064524112332211459428359843954 | 0.0071667583500438670666376100279930206789 5/8 | 0.089416144087027043525943876711416547755 | 0.021500037941627820693555480750139159811 -9/8 | 0.089416144087027043525943876711416547755 | 0.021500037941627820693555480750139159811 1/2 | 0.089416144087027043525943876711416547755 | 0.021500037941627820693555480750139159811 f(z) = -16/15*z^3 + 61/60*z + 1 * [ 9/4 ] [ -1/4 ] [ -2 ] 5/2 |-> -1/4 1/4 |-> 9/4 -9/4 |-> -1/4 -5/2 |-> 9/4 f(z) = -8/9*z^3 + 91/18*z + 1 * [ 3/2 ] [ -5/6 ] [ -2/3 ] -1 |-> -5/6 11/6 |-> -5/6 1/6 |-> 3/2 -5/3 |-> 3/2 f(z) = -6/5*z^3 + 91/30*z + 1 * [ -8/3 ] [ -1/3 ] [ 3 ] -3 |-> -1 |-> -8/3 11/3 |-> -8/3 1/3 | 0.12933483128676900886347575693885450771 | 0.028271694516771617455305264048176531519 f(z) = -3/8*z^3 + 97/24*z + 1 * [ -13/15 1 ] -2/3 |-> -8/15 |-> -13/15 0 |-> 1 13/15 |-> 1 -7/15 |-> -13/15 f(z) = -15/2*z^3 + 169/30*z + 1 * [ -3/5 ] -12/5 | 0.025371468398135720562270199298023741627 | 0.0049458029891173366010338356340434320942 3/5 | 0.025371468398135720562270199298023741627 | 0.0049458029891173366010338356340434320942 -13/5 | 0.076112830253413173952004407100315276260 | 0.014837101955248748159624533137575114426 13/5 | 0.076112830253413173952004407100315276260 | 0.014837101955248748159624533137575114426 0 | 0.076112830253413173952004407100315276260 | 0.014837101955248748159624533137575114426 -1 | 0.089415779384413542114049408028616482056 | 0.017430320626857521915018108545294176961 f(z) = -5/12*z^3 + 169/60*z + 1 * [ -1/6 ] [ 13/6 ] [ -2 ] -7/3 |-> 13/6 7/3 |-> -1/6 1/6 |-> 13/6 -13/6 |-> -1/6 f(z) = -18/13*z^3 + 183/26*z + 1 * -5/4 | 0.029807006395786071022504791325289540727 | 0.0057337738612746908585519226369348025726 0 | 0.029807006395786071022504791325289540727 | 0.0057337738612746908585519226369348025726 -15/4 | 0.089416230978076019570021173985547528827 | 0.017200400508125963044147630229107932668 -9/4 | 0.089416230978076019570021173985547528827 | 0.017200400508125963044147630229107932668 11/4 | 0.089416230978076019570021173985547528827 | 0.017200400508125963044147630229107932668 1 | 0.089416230978076019570021173985547528827 | 0.017200400508125963044147630229107932668 -1/4 | 0.11430205678265399684080611773819772902 | 0.021987519872608569726723900246430048145 f(z) = -4/15*z^3 + 181/60*z + 1 * [ -1/2 ] 1/2 | 0.0099507843339326580887918907040222863185 | 0.0019141656278891166267138253374307846510 -5/2 | 0.029849744443431225330483385515420237072 | 0.0057419950927937454460373847330635656116 5/2 | 0.029849744443431225330483385515420237072 | 0.0057419950927937454460373847330635656116 15/2 | 0.089547658389299688256643938983256004209 | 0.017225682317547650127679563011229609620 -2 | 0.089547658389299688256643938983256004209 | 0.017225682317547650127679563011229609620 -11/2 | 0.089547658389299688256643938983256004209 | 0.017225682317547650127679563011229609620 f(z) = -1/15*z^3 + 181/60*z + 1 * -15/4 | 0.018943545511087348076329781239410346660 | 0.0034862927287587087145244442802382498512 13/4 | 0.035721305268079046464437117255838879664 | 0.0065740030948792492541285512137935789742 -3/4 | 0.056825960743005387327639561316271388996 | 0.010458017672938565180622447475085009135 3/4 | 0.056825960743005387327639561316271388996 | 0.010458017672938565180622447475085009135 -5/4 | 0.10715924001398048249196156936555698801 | 0.019721148771300186799434768275750996504 17/4 | 0.10715924001398048249196156936555698801 | 0.019721148771300186799434768275750996504 -3 | 0.10715924001398048249196156936555698801 | 0.019721148771300186799434768275750996504 f(z) = -4/15*z^3 + 229/60*z + 1 * -15/8 | 0.025610697752778996941669711917263640387 | 0.0045197263041464120586236476339407552619 -13/8 | 0.038827767985742419534607137578639579534 | 0.0068522492432839548188833128431046870754 0 | 0.076832093258336990825009135751790921161 | 0.013559178912439236175870942901822265786 17/8 | 0.076832093258336990825009135751790921161 | 0.013559178912439236175870942901822265786 -17/8 | 0.076832093258336990825009135751790921161 | 0.013559178912439236175870942901822265786 -5/8 | 0.11648123672438547915945901833044960369 | 0.020556382908606384252755775113844861053 3/8 | 0.12258101225678714408017107897281030823 | 0.021632859472787185021791436948773713374 f(z) = -8/15*z^3 + 289/120*z + 1 * [ 8/3 ] [ -2/3 ] [ -2 ] 10/3 |-> -2/3 2/3 |-> 8/3 -8/3 |-> -2/3 -10/3 |-> 8/3 f(z) = -9/32*z^3 + 21/8*z + 1 * [ -3 ] [ 5 ] [ -2 ] 8 |-> -3 3 |-> 5 -8 |-> 5 -5 |-> -3 f(z) = -1/30*z^3 + 49/30*z + 1 * [ -2/3 ] 2/3 | 0.029951837714690131487123325907717505582 | 0.0054485939827851263466934712527126116315 14/3 | 0.029951837714690131487123325907717505582 | 0.0054485939827851263466934712527126116315 -6 | 0.089853870615280785946131705673584437114 | 0.016345483152917020246202003912406830823 -2 | 0.089853870615280785946131705673584437114 | 0.016345483152917020246202003912406830823 8/3 | 0.089853870615280785946131705673584437114 | 0.016345483152917020246202003912406830823 10/3 | 0.089853870615280785946131705673584437114 | 0.016345483152917020246202003912406830823 f(z) = -3/32*z^3 + 61/24*z + 1 * [ 7 ] -2 |-> -5 |-> -9 |-> 7 9 |-> -5 -7 |-> -5 2 |-> 7 f(z) = -1/21*z^3 + 67/21*z + 1 * [ -5 ] [ 6 ] [ -1 ] -6 |-> -4 |-> -5 9 |-> -5 0 | 0.089414903113224629897581340492200954225 | 0.021750826239764910247461001358406604717 f(z) = -1/30*z^3 + 61/30*z + 1 * -10 | 0.0099358355450264475900871190127727627607 | 0.0022739338883325049436721316562370138851 7 | 0.0099358355450264475900871190127727627607 | 0.0022739338883325049436721316562370138851 3 | 0.0099358355450264475900871190127727627607 | 0.0022739338883325049436721316562370138851 -5 | 0.029805592685082194549505699812354126037 | 0.0068213636348248769790954335229229270036 8 | 0.029805592685082194549505699812354126037 | 0.0068213636348248769790954335229229270036 5 | 0.089414880634182189368884760229785163091 | 0.020463656657144428110369636117274164068 -8 | 0.089414880634182189368884760229785163091 | 0.020463656657144428110369636117274164068 f(z) = -1/30*z^3 + 79/30*z + 1 * [ -3/2 ] [ 7/2 ] [ -2 ] -5 |-> 7/2 5 |-> -3/2 3/2 |-> 7/2 -7/2 |-> -3/2 f(z) = -2/21*z^3 + 79/42*z + 1 * [ -3/4 ] [ 11/4 ] [ -2 ] -7/2 |-> 11/4 7/2 |-> -3/4 3/4 |-> 11/4 -11/4 |-> -3/4 f(z) = -8/33*z^3 + 163/66*z + 1 * [ -7/3 ] -8/3 |-> -7/3 5 |-> -7/3 7/3 | 0.10810742367066928901212440196731079857 | 0.021073987943695772896656964477154167123 8/3 | 0.10810742367066928901212440196731079857 | 0.021073987943695772896656964477154167123 -5 | 0.10810742367066928901212440196731079857 | 0.021073987943695772896656964477154167123 -1/3 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 f(z) = -3/28*z^3 + 169/84*z + 1 * [ 1 13/8 ] -1/8 |-> 7/8 |-> 13/8 -15/8 |-> 13/8 -13/8 |-> 1 0 |-> 1 f(z) = -8/21*z^3 + 169/168*z + 1 * [ -5/2 ] [ 9/2 ] [ -2 ] 7 |-> -5/2 -9/2 |-> -5/2 -7 |-> 9/2 5/2 |-> 9/2 f(z) = -2/45*z^3 + 151/90*z + 1 * [ -5 ] [ 7 ] [ -2 ] -12 |-> 7 -7 |-> -5 12 |-> -5 5 |-> 7 f(z) = -1/70*z^3 + 109/70*z + 1 * [ 13/4 ] [ -5/4 ] [ -2 ] 9/2 |-> -5/4 -9/2 |-> 13/4 -13/4 |-> -5/4 5/4 |-> 13/4 f(z) = -8/65*z^3 + 259/130*z + 1 * [ -7/2 ] [ 11/2 ] [ -2 ] 9 |-> -7/2 -9 |-> 11/2 -11/2 |-> -7/2 7/2 |-> 11/2 f(z) = -2/77*z^3 + 247/154*z + 1 * [ -4/3 ] [ 10/3 ] [ -2 ] 14/3 |-> -4/3 4/3 |-> 10/3 -14/3 |-> 10/3 -10/3 |-> -4/3 f(z) = -9/80*z^3 + 39/20*z + 1 * 2 | 0.0071323177733123229915008499392040821366 | 0.0012974530669255455301576270787653366772 6 | 0.021395078887689547514491751630929874630 | 0.0038920182193530016090965242616814598860 -10 | 0.029950945720026244850387823519279977539 | 0.0054484317183923827426877002124142685137 -8 | 0.029950945720026244850387823519279977539 | 0.0054484317183923827426877002124142685137 18 | 0.029950945720026244850387823519279977539 | 0.0054484317183923827426877002124142685137 14 | 0.064181328112712122075628615856269434869 | 0.011675343646462427391655674691438354906 -14 | 0.089854058731318159449885195371480348560 | 0.016345517373451969123490315914193989348 f(z) = -1/96*z^3 + 61/24*z + 1 * -10/3 | 0.029805710064524112332211459428359843954 | 0.0051784303324365769061136797972198316090 -20/3 | 0.089414250973870910533334493493078325206 | 0.015534790763005520598615268754681763130 20/3 | 0.089414250973870910533334493493078325206 | 0.015534790763005520598615268754681763130 -14/3 | 0.089414250973870910533334493493078325206 | 0.015534790763005520598615268754681763130 2 | 0.089414250973870910533334493493078325206 | 0.015534790763005520598615268754681763130 -2 | 0.089414250973870910533334493493078325206 | 0.015534790763005520598615268754681763130 14/3 | 0.089414250973870910533334493493078325206 | 0.015534790763005520598615268754681763130 f(z) = -3/80*z^3 + 79/60*z + 1 * [ -6 ] [ 20/3 ] [ -2/3 ] 28/3 |-> -6 -10/3 |-> -6 -4 | 0.10652796255646101610540594126461972240 | 0.016635703634201165746842415139792420234 -22/3 | 0.18383814619333652097417276740133283517 | 0.028708677452761498808416610503753511650 f(z) = -3/80*z^3 + 151/60*z + 1 * [ 11/3 ] [ -5/3 ] [ -2 ] -16/3 |-> 11/3 -11/3 |-> -5/3 16/3 |-> -5/3 5/3 |-> 11/3 f(z) = -9/110*z^3 + 201/110*z + 1 * [ 15/2 ] [ -20/3 ] [ -5/6 ] 10/3 |-> 15/2 -55/6 |-> -5/6 10 |-> -5/6 -65/6 |-> 15/2 f(z) = -3/125*z^3 + 133/60*z + 1 * [ 8 ] [ -5 ] [ -3 ] 3 |-> 5 |-> 7 |-> 8 -15 |-> 8 f(z) = -1/120*z^3 + 169/120*z + 1 * [ -7 ] [ 9 ] [ -2 ] -9 |-> -7 -16 |-> 9 16 |-> -7 7 |-> 9 f(z) = -1/126*z^3 + 193/126*z + 1 * [ -8 ] [ 10 ] [ -2 ] 18 |-> -8 8 |-> 10 -18 |-> 10 -10 |-> -8 f(z) = -1/160*z^3 + 61/40*z + 1 * [ -8/3 ] [ 14/3 ] [ -2 ] -22/3 |-> 14/3 22/3 |-> -8/3 8/3 |-> 14/3 -14/3 |-> -8/3 f(z) = -9/224*z^3 + 93/56*z + 1 * 6 | 0.039777854683634300087921303612746979026 | 0.0059551259853933725004142729997314388080 -30 | 0.059297171057539655023145796906162682348 | 0.0088773546746942672316062313957588658925 26 | 0.059297171057539655023145796906162682348 | 0.0088773546746942672316062313957588658925 4 | 0.059297171057539655023145796906162682348 | 0.0088773546746942672316062313957588658925 10 | 0.089668758712622724304414344304488644630 | 0.013424272357936024382394144265340583490 20 | 0.11933280109676855954789521043101706021 | 0.017865263734635813227372405756280161198 14 | 0.17788863395291753860613750592648684039 | 0.026631632977305694440182883198218867409 f(z) = -1/240*z^3 + 199/60*z + 1 * [ -15/2 ] 85/6 |-> -15/2 -20/3 |-> -15/2 35/6 | 0.17926562965225774610597968240529257213 | 0.020847814674585206496977150557713517762 40/3 | 0.20247568541747925492824817777064279755 | 0.023547043423111970019368764128682184451 -65/6 | 0.20247568541747925492824817777064279755 | 0.023547043423111970019368764128682184451 -5/2 | 0.20247568541747925492824817777064279755 | 0.023547043423111970019368764128682184451 f(z) = -3/250*z^3 + 217/120*z + 1 * [ 1/5 ] 3 |-> 1/5 -16/5 |-> 1/5 16/5 | 0.080258975310524451842982262327887576516 | 0.014632989385706525026289133235915473988 -1/5 | 0.080258975310524451842982262327887576516 | 0.014632989385706525026289133235915473988 -3 | 0.080258975310524451842982262327887576516 | 0.014632989385706525026289133235915473988 0 | 0.11600860236779796545130517726984218542 | 0.021150938453060893264707534041805544528 f(z) = 5/12*z^3 - 241/60*z + 1 * 1/2 | 0.010013056202332130605493908772780301885 | 0.0019261444494648422198348572927826960557 -1/2 | 0.030037593666002404081675535524584957037 | 0.0057781303875609404490719858398078041932 -5/2 | 0.090107071591329665621495626969060652670 | 0.017333292882421582765321632834361149298 5/2 | 0.090107071591329665621495626969060652670 | 0.017333292882421582765321632834361149298 -15/2 | 0.14038514915666676003928780370600439069 | 0.027004949375239558389826271147987537963 11/2 | 0.14038514915666676003928780370600439069 | 0.027004949375239558389826271147987537963 2 | 0.14038514915666676003928780370600439069 | 0.027004949375239558389826271147987537963 f(z) = 1/15*z^3 - 181/60*z + 1 * [ 1 -13/6 ] 13/6 |-> 1 0 |-> 1 7/6 | 0.13579090472554645272594150300108689474 | 0.026470484559573362881640327664185444415 4/3 | 0.13579090472554645272594150300108689474 | 0.026470484559573362881640327664185444415 -5/2 | 0.13579090472554645272594150300108689474 | 0.026470484559573362881640327664185444415 f(z) = 6/7*z^3 - 169/42*z + 1 * [ 1/6 ] [ 11/6 ] [ -2 ] 5/3 |-> 1/6 -1/6 |-> 11/6 -5/3 |-> 11/6 -11/6 |-> 1/6 f(z) = 18/11*z^3 - 111/22*z + 1 * [ -3/2 ] [ 1/6 ] [ 4/3 ] -4/3 |-> 2/3 |-> -3/2 5/6 |-> -3/2 7/6 | 0.10604005023030713120541265367184470669 | 0.025795014328816332920820924502385451240 f(z) = 3*z^3 - 61/12*z + 1 * [ 3/2 ] 7/6 |-> -1/6 |-> 3/2 -4/3 |-> 3/2 -3/2 | 0.11489187500599689221795342421184804259 | 0.026778454984122808084020582809432716872 1/6 | 0.11489187500599689221795342421184804259 | 0.026778454984122808084020582809432716872 4/3 | 0.11489187500599689221795342421184804259 | 0.026778454984122808084020582809432716872 f(z) = 3/2*z^3 - 73/24*z + 1 * [ 10/3 ] -7/3 |-> 10/3 -1 |-> 10/3 2/3 | 0.030489674150275562462439544358435891120 | 0.0069779237971820339885943641754221586551 -2/3 | 0.091470708206601296473746677277164869833 | 0.020934157196762579671694247789307433302 0 | 0.10611388280741215984658260712428227929 | 0.024285421497249246954124649328907008070 -8/3 | 0.10611388280741215984658260712428227929 | 0.024285421497249246954124649328907008070 f(z) = 3/10*z^3 - 79/30*z + 1 * [ 1/4 ] [ 7/4 ] [ -2 ] 3/2 |-> 1/4 -1/4 |-> 7/4 -3/2 |-> 7/4 -7/4 |-> 1/4 f(z) = 8/7*z^3 - 43/14*z + 1 * -4 | 0.029950804098269241764942128704982938127 | 0.0076958342893708494925902455123735608181 3/2 | 0.029950804098269241764942128704982938127 | 0.0076958342893708494925902455123735608181 5/2 | 0.029950804098269241764942128704982938127 | 0.0076958342893708494925902455123735608181 -5/2 | 0.089854210160174748322530813077120106863 | 0.023087964828128507036460027946796383147 -3/2 | 0.089854210160174748322530813077120106863 | 0.023087964828128507036460027946796383147 1/2 | 0.089854210160174748322530813077120106863 | 0.023087964828128507036460027946796383147 4 | 0.089854210160174748322530813077120106863 | 0.023087964828128507036460027946796383147 f(z) = 1/6*z^3 - 49/24*z + 1 * [ 5/2 -1 ] 3/2 |-> -1 -4 |-> -1 0 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 7/2 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 -7/2 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 f(z) = 2/15*z^3 - 49/30*z + 1 * -5/3 | 0.029806091541591282690145809631971782391 | 0.0076586505178724036102874350962011320749 -1 | 0.029806091541591282690145809631971782391 | 0.0076586505178724036102874350962011320749 2/3 | 0.029806091541591282690145809631971782391 | 0.0076586505178724036102874350962011320749 8/3 | 0.029806091541591282690145809631971782391 | 0.0076586505178724036102874350962011320749 0 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 7/3 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 -7/3 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 f(z) = 3/10*z^3 - 49/30*z + 1 * [ 2 ] -3/4 |-> 2 -5/4 |-> 2 5/4 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 -2 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 -1/2 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 3/4 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 f(z) = 8/15*z^3 - 49/30*z + 1 * 1/2 | 0.0094791425520849056515416873128522756769 | 0.0026251337696966538815537981249029390660 -7/2 | 0.028431718249577170331094082333862608591 | 0.0078738201580320674192971137394949623580 -1/2 | 0.028431718249577170331094082333862608591 | 0.0078738201580320674192971137394949623580 3/2 | 0.028431718249577170331094082333862608591 | 0.0078738201580320674192971137394949623580 2 | 0.028431718249577170331094082333862608591 | 0.0078738201580320674192971137394949623580 -5/2 | 0.085292546191316633536294859005097309699 | 0.023620738065700890040159510615902972340 5/2 | 0.085292546191316633536294859005097309699 | 0.023620738065700890040159510615902972340 f(z) = 1/3*z^3 - 37/12*z + 1 * [ 1 -1/3 5/3 ] [ 1/3 ] 4/3 |-> 0 |-> 1 -5/3 |-> 1 f(z) = 3/4*z^3 - 25/12*z + 1 * [ 1/3 ] 4/3 |-> -1/3 |-> 5/3 |-> 1/3 2 |-> 5/3 -5/3 |-> 5/3 -2 |-> 1/3 f(z) = 3/5*z^3 - 31/15*z + 1 * -2 | 0.029805513065266404457851251468779535888 | 0.0086795643927668946481024644445981116709 -5/2 | 0.089414250973870910533334493493078325206 | 0.026038026832798489240963245587457676952 3 | 0.089414250973870910533334493493078325206 | 0.026038026832798489240963245587457676952 -1/2 | 0.089414250973870910533334493493078325206 | 0.026038026832798489240963245587457676952 5/2 | 0.089414881263060532305336708095455695461 | 0.026038210377218456370845394764902490754 1/2 | 0.089414881263060532305336708095455695461 | 0.026038210377218456370845394764902490754 -3 | 0.089414881263060532305336708095455695461 | 0.026038210377218456370845394764902490754 f(z) = 4/15*z^3 - 31/15*z + 1 * [ 1/3 ] [ 5/3 ] [ -2 ] 4/3 |-> 1/3 -1/3 |-> 5/3 -4/3 |-> 5/3 -5/3 |-> 1/3 f(z) = 9/10*z^3 - 21/10*z + 1 * [ 6/5 ] -1 |-> 6/5 -1/5 |-> 6/5 0 | 0.029805439402237563325898962632849153372 | 0.0086795429416011055268335852377823587725 1/5 | 0.089413217357450020811153296290343757751 | 0.026037725836796075571194490524512977269 -6/5 | 0.089413217357450020811153296290343757751 | 0.026037725836796075571194490524512977269 1 | 0.089413217357450020811153296290343757751 | 0.026037725836796075571194490524512977269 f(z) = 5/6*z^3 - 31/30*z + 1 * [ 1/2 ] -5/2 |-> -3/2 |-> 3/2 |-> 1/2 2 |-> 3/2 -1/2 |-> 3/2 -2 |-> 1/2 f(z) = 1/3*z^3 - 13/12*z + 1 * [ 3 ] 0 |-> 1 |-> -1 |-> 3 2 |-> -1 -3 |-> -1 -2 |-> 3 f(z) = 1/3*z^3 - 7/3*z + 1 * [ 0 1 ] 3 |-> 2 |-> 0 -1 |-> 2 -2 |-> 2 -3 |-> 0 f(z) = 1/6*z^3 - 7/6*z + 1 * [ 1/3 ] 7/3 | 0.036038369061317461834426409158787986207 | 0.0070251619113805218955780573380383104627 8/3 | 0.036038369061317461834426409158787986207 | 0.0070251619113805218955780573380383104627 -5 | 0.036038369061317461834426409158787986207 | 0.0070251619113805218955780573380383104627 -7/3 | 0.10810742367066928901212440196731079857 | 0.021073987943695772896656964477154167123 5 | 0.10810742367066928901212440196731079857 | 0.021073987943695772896656964477154167123 -8/3 | 0.10810742367066928901212440196731079857 | 0.021073987943695772896656964477154167123 f(z) = 3/28*z^3 - 169/84*z + 1 * -7/8 | 0.043167550579996087855996701931704732902 | 0.0084148933495353458228982917192968948258 15/8 | 0.043167550579996087855996701931704732902 | 0.0084148933495353458228982917192968948258 -1 | 0.043167550579996087855996701931704732902 | 0.0084148933495353458228982917192968948258 0 | 0.12950058450714648412362771138964506380 | 0.025244277071284913021502250977240413832 -13/8 | 0.12950058450714648412362771138964506380 | 0.025244277071284913021502250977240413832 1/8 | 0.12950058450714648412362771138964506380 | 0.025244277071284913021502250977240413832 13/8 | 0.12950058450714648412362771138964506380 | 0.025244277071284913021502250977240413832 f(z) = 8/21*z^3 - 169/168*z + 1 * [ 8 -3 ] [ 5 -8 ] -5 |-> 10 |-> 8 -7 |-> 8 f(z) = 1/30*z^3 - 79/30*z + 1 * 0 | 0.029805057925170392967964612429237214936 | 0.0072502973601122962790727578762755925885 -6 | 0.029805057925170392967964612429237214936 | 0.0072502973601122962790727578762755925885 5 | 0.089413869496803740175400143289466386770 | 0.021750574805044449034663299567014489465 -9 | 0.089413869496803740175400143289466386770 | 0.021750574805044449034663299567014489465 6 | 0.089413869496803740175400143289466386770 | 0.021750574805044449034663299567014489465 4 | 0.089413869496803740175400143289466386770 | 0.021750574805044449034663299567014489465 1 | 0.089415349028300595094987498780671441477 | 0.021750934711853983909676618845463174832 f(z) = 1/30*z^3 - 61/30*z + 1 * [ 6 ] 2 |-> -10/3 |-> 6 -8/3 |-> 6 2/3 | 0.029952758419020928686779264916247551511 | 0.0054487614698062731467167764109698577089 -14/3 | 0.089852412294807725294826386114948814380 | 0.016345217867152915243025784026655076095 -2/3 | 0.089852412294807725294826386114948814380 | 0.016345217867152915243025784026655076095 f(z) = 3/32*z^3 - 61/24*z + 1 * [ 7/2 -3/2 ] -5 |-> -3/2 5 |-> 7/2 3/2 |-> -3/2 -7/2 |-> 7/2 2 | 0.10810780514773645937005875217092273701 | 0.024741754289777830792426361840768096470 f(z) = 2/21*z^3 - 79/42*z + 1 * [ 5 -3 ] 8 |-> 5 3 |-> -3 -8 |-> -3 -5 |-> 5 2 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 f(z) = 1/30*z^3 - 49/30*z + 1 * [ 7/6 ] [ 5/6 ] [ -2 ] -1/3 |-> 7/6 -7/6 |-> 5/6 1/3 |-> 5/6 -5/6 |-> 7/6 f(z) = 18/35*z^3 - 39/70*z + 1 * 4 | 0.031707601151201954558682330772953716968 | 0.0049515473969877347917729311640126950311 2/3 | 0.052449136094410048701373123437788927532 | 0.0081906033213959104667837369436154137625 -20/3 | 0.095119166040207908964752041817836980087 | 0.014854074162345822570715844500843875807 10/3 | 0.14075945929513944601550328809458505072 | 0.021981389602783877050019734888443362899 -28/3 | 0.14075945929513944601550328809458505072 | 0.021981389602783877050019734888443362899 6 | 0.14075945929513944601550328809458505072 | 0.021981389602783877050019734888443362899 -2/3 | 0.15734467520890388649739929002059246494 | 0.024571383159681094928955678350411924052 f(z) = 3/80*z^3 - 151/60*z + 1 * [ -14 8 ] [ -6 14 ] 10 |-> -14 -18 |-> -14 -2 | 0.089853445911228615017007583317683381835 | 0.016345405894220403175377327270482662361 f(z) = 1/96*z^3 - 61/24*z + 1 * [ 10/3 -2 ] -14/3 |-> 10/3 20/3 |-> 10/3 -20/3 | 0.14075848657090389641609242841590621914 | 0.024455314596722501972808397786361626238 2 | 0.14075848657090389641609242841590621914 | 0.024455314596722501972808397786361626238 14/3 | 0.14075848657090389641609242841590621914 | 0.024455314596722501972808397786361626238 f(z) = 3/80*z^3 - 79/60*z + 1 * [ 10/3 -4/3 ] 14/3 |-> 10/3 4/3 |-> -4/3 -14/3 |-> -4/3 -10/3 |-> 10/3 2 | 0.089413217357450020811153296290343757751 | 0.017706092456713428581190004925188415706 f(z) = 9/80*z^3 - 39/20*z + 1 * [ 1/8 ] [ 15/8 ] [ -2 ] 7/4 |-> 1/8 -1/8 |-> 15/8 -7/4 |-> 15/8 -15/8 |-> 1/8 f(z) = 32/15*z^3 - 211/30*z + 1 * [ -2 ] [ 1/5 ] [ 9/5 ] 8/5 |-> 1/5 -1/5 |-> 9/5 -8/5 |-> 9/5 -9/5 |-> 1/5 f(z) = 25/18*z^3 - 73/18*z + 1 * [ 3/8 ] [ 13/8 ] [ -2 ] 5/4 |-> 3/8 -3/8 |-> 13/8 -5/4 |-> 13/8 -13/8 |-> 3/8 f(z) = 32/39*z^3 - 139/78*z + 1 * [ -2 ] [ 2/5 ] [ 8/5 ] 6/5 |-> 2/5 -2/5 |-> 8/5 -6/5 |-> 8/5 -8/5 |-> 2/5 f(z) = 25/32*z^3 - 13/8*z + 1 * [ 5/8 ] [ 11/8 ] [ -2 ] -3/4 |-> 11/8 -11/8 |-> 5/8 3/4 |-> 5/8 -5/8 |-> 11/8 f(z) = 32/55*z^3 - 91/110*z + 1 * [ 3/5 ] [ 7/5 ] [ -2 ] 4/5 |-> 3/5 -3/5 |-> 7/5 -4/5 |-> 7/5 -7/5 |-> 3/5 f(z) = 25/42*z^3 - 37/42*z + 1 * [ -2 ] [ 4/5 ] [ 6/5 ] 2/5 |-> 4/5 -2/5 |-> 6/5 -4/5 |-> 6/5 -6/5 |-> 4/5 f(z) = 25/48*z^3 - 7/12*z + 1 * [ 9/8 ] [ 7/8 ] [ -2 ] -1/4 |-> 9/8 -9/8 |-> 7/8 1/4 |-> 7/8 -7/8 |-> 9/8 f(z) = 32/63*z^3 - 67/126*z + 1 * [ -10/3 26/9 ] -2/3 |-> 34/9 |-> 26/9 -4 |-> -10/3 -4/9 |-> 26/9 10/9 |-> -10/3 f(z) = 27/80*z^3 - 259/60*z + 1 * -10/3 | 0.099710597660650809055188483380665277299 | 0.014927631866289319912897974223810245647 26/9 | 0.099710597660650809055188483380665277299 | 0.014927631866289319912897974223810245647 4/9 | 0.099710597660650809055188483380665277299 | 0.014927631866289319912897974223810245647 14/9 | 0.099710597660650809055188483380665277299 | 0.014927631866289319912897974223810245647 20/9 | 0.15539913101148526183651145880456061411 | 0.023264738899425581548423586254846977389 2/3 | 0.16175393040663189274394007553195582572 | 0.024216113258625744628018933560185234164 10/9 | 0.17961436421579314263780799874438604002 | 0.026889991333078421935727639026198631080 f(z) = 27/80*z^3 - 199/60*z + 1 * -10/3 | 0.034590174376132621062327848703101239005 | 0.0054016980684456076374806174086145039565 -22/9 | 0.061287901396422095789707079345568399664 | 0.0095708895535539751899156921932489201363 22/9 | 0.095627290542683592782552413061141842942 | 0.014933424301310333443205352909904191892 10/9 | 0.10376742227913519402043995450110001465 | 0.016204609968070755283193912122095306008 -28/9 | 0.10376742227913519402043995450110001465 | 0.016204609968070755283193912122095306008 2 | 0.10376742227913519402043995450110001465 | 0.016204609968070755283193912122095306008 20/9 | 0.18386163580969116052378155295179495607 | 0.028712345656740803845537268510060665773 f(z) = 27/80*z^3 - 151/60*z + 1 * 14/5 | 0.015261041037672105397999937569170885296 | 0.0027761640925329566208326267667218612043 -2/5 | 0.045781055880174536749637418302043520977 | 0.0083281162234638939977947938125104110797 -18/5 | 0.13734110040768183080454986050066142802 | 0.024983972616256706128681294949876060706 -6/5 | 0.13734110040768183080454986050066142802 | 0.024983972616256706128681294949876060706 6/5 | 0.13734110040768183080454986050066142802 | 0.024983972616256706128681294949876060706 8/5 | 0.13734110040768183080454986050066142802 | 0.024983972616256706128681294949876060706 2 | 0.13734110040768183080454986050066142802 | 0.024983972616256706128681294949876060706 f(z) = 25/96*z^3 - 61/24*z + 1 * [ 14/5 -4/5 ] 18/5 |-> 14/5 4/5 |-> -4/5 -18/5 |-> -4/5 -14/5 |-> 14/5 2 | 0.15747308313254135297100447926507461651 | 0.028165524920995757078570024917288019300 f(z) = 25/112*z^3 - 67/28*z + 1 * [ -6/5 16/5 ] 22/5 |-> 16/5 6/5 |-> -6/5 -16/5 |-> 16/5 -22/5 |-> -6/5 2 | 0.12836162260900335442907603450980430228 | 0.021533552697189097911592274147320042305 f(z) = 25/192*z^3 - 97/48*z + 1 * [ 20/9 -4 16/3 ] 52/9 |-> 16/3 -4/9 |-> 20/9 -16/9 |-> 16/3 -44/9 |-> 20/9 f(z) = 27/256*z^3 - 133/48*z + 1 * [ -8/5 18/5 ] 26/5 |-> 18/5 8/5 |-> -8/5 -18/5 |-> 18/5 -26/5 |-> -8/5 2 | 0.17123110034429733206484455181291368139 | 0.027280679655466256332763813833636482298 f(z) = 25/288*z^3 - 133/72*z + 1 * [ -8/7 ] [ 1 ] [ 1/7 ] 5/7 |-> -8/7 3/7 |-> -8/7 0 |-> 1 -1 |-> 1 f(z) = 49/8*z^3 - 49/8*z + 1 * [ 1/7 ] [ 13/7 ] [ -2 ] 12/7 |-> 1/7 -1/7 |-> 13/7 -12/7 |-> 13/7 -13/7 |-> 1/7 f(z) = 49/26*z^3 - 157/26*z + 1 * [ 0 1 ] [ 2/7 ] 8/7 |-> 3/7 |-> 0 -10/7 |-> 0 5/7 | 0.068975964724151803821769089527329716693 | 0.015785968171060213257250240860596904603 f(z) = 49/30*z^3 - 79/30*z + 1 * [ -10/7 ] [ 1 ] [ 3/7 ] -1 |-> 1 -8/7 |-> 3/7 5/7 |-> 3/7 0 |-> 1 f(z) = 49/30*z^3 - 49/30*z + 1 * [ 3/10 ] [ 17/10 ] [ -2 ] 7/5 |-> 3/10 -3/10 |-> 17/10 -7/5 |-> 17/10 -17/10 |-> 3/10 f(z) = 50/51*z^3 - 247/102*z + 1 * [ 3/7 ] [ 11/7 ] [ -2 ] 8/7 |-> 3/7 -3/7 |-> 11/7 -8/7 |-> 11/7 -11/7 |-> 3/7 f(z) = 49/66*z^3 - 97/66*z + 1 * [ 1 ] [ 5/7 ] [ -12/7 ] 3/7 |-> 5/7 -1 |-> 1 -8/7 |-> 5/7 0 |-> 1 f(z) = 49/60*z^3 - 49/60*z + 1 * [ 13/10 ] [ 7/10 ] [ -2 ] 3/5 |-> 7/10 -3/5 |-> 13/10 -13/10 |-> 7/10 -7/10 |-> 13/10 f(z) = 50/91*z^3 - 127/182*z + 1 * [ 9/10 ] [ 11/10 ] [ -2 ] -1/5 |-> 11/10 1/5 |-> 9/10 -9/10 |-> 11/10 -11/10 |-> 9/10 f(z) = 50/99*z^3 - 103/198*z + 1 * [ 9/7 ] [ 5/7 ] [ -2 ] 4/7 |-> 5/7 -4/7 |-> 9/7 -9/7 |-> 5/7 -5/7 |-> 9/7 f(z) = 49/90*z^3 - 61/90*z + 1 * [ 4/7 ] [ 10/7 ] [ -2 ] -6/7 |-> 10/7 6/7 |-> 4/7 -4/7 |-> 10/7 -10/7 |-> 4/7 f(z) = 49/80*z^3 - 19/20*z + 1 * 3/7 | 0.014190261121188286079446425427096615229 | 0.0025042697809817186886541290885438313629 0 | 0.042568716130723078793976881875820710776 | 0.0075124445216996758620682238501622939151 17/7 | 0.042568716130723078793976881875820710776 | 0.0075124445216996758620682238501622939151 -17/7 | 0.042568716130723078793976881875820710776 | 0.0075124445216996758620682238501622939151 -15/7 | 0.094693624718489322663824951511318714055 | 0.016711347367671163590006593068641694344 1 | 0.12770304754290656721538705401925842996 | 0.022536786333230807280363426427283081486 8/7 | 0.16811605542438704862519805980602131317 | 0.029668795641012504321996031124159862924 f(z) = 49/120*z^3 - 289/120*z + 1 * [ -15/7 ] [ 8/7 ] [ 1 ] -1 |-> 1 -3/7 |-> 8/7 0 |-> 1 -5/7 |-> 8/7 f(z) = 49/120*z^3 - 49/120*z + 1 * [ -4/7 18/7 ] 22/7 |-> 18/7 4/7 |-> -4/7 -18/7 |-> 18/7 -22/7 |-> -4/7 2 | 0.15052310338606138907921347348973394518 | 0.024999588052141163242279367129245947165 f(z) = 49/144*z^3 - 103/36*z + 1 * [ 5/12 ] [ 19/12 ] [ -2 ] 7/6 |-> 5/12 -7/6 |-> 19/12 -19/12 |-> 5/12 -5/12 |-> 19/12 f(z) = 72/95*z^3 - 291/190*z + 1 * [ 7/12 ] [ 17/12 ] [ -2 ] -5/6 |-> 17/12 -17/12 |-> 7/12 5/6 |-> 7/12 -7/12 |-> 17/12 f(z) = 72/119*z^3 - 219/238*z + 1 * [ 13/12 ] [ 11/12 ] [ -2 ] -1/6 |-> 13/12 -13/12 |-> 11/12 1/6 |-> 11/12 -11/12 |-> 13/12 f(z) = 72/143*z^3 - 147/286*z + 1 * [ 1/9 ] [ 17/9 ] [ -2 ] 16/9 |-> 1/9 -1/9 |-> 17/9 -16/9 |-> 17/9 -17/9 |-> 1/9 f(z) = 81/34*z^3 - 273/34*z + 1 * [ -2 ] [ 2/9 ] [ 16/9 ] 14/9 |-> 2/9 -2/9 |-> 16/9 -14/9 |-> 16/9 -16/9 |-> 2/9 f(z) = 81/64*z^3 - 57/16*z + 1 * [ 4/9 ] [ 14/9 ] [ -2 ] -10/9 |-> 14/9 10/9 |-> 4/9 -4/9 |-> 14/9 -14/9 |-> 4/9 f(z) = 81/112*z^3 - 39/28*z + 1 * [ 5/9 ] [ 13/9 ] [ -2 ] 8/9 |-> 5/9 -8/9 |-> 13/9 -13/9 |-> 5/9 -5/9 |-> 13/9 f(z) = 81/130*z^3 - 129/130*z + 1 * [ 11/9 ] [ 7/9 ] [ -2 ] 4/9 |-> 7/9 -4/9 |-> 11/9 -11/9 |-> 7/9 -7/9 |-> 11/9 f(z) = 81/154*z^3 - 93/154*z + 1 * [ 8/9 ] [ 10/9 ] [ -2 ] -2/9 |-> 10/9 2/9 |-> 8/9 -8/9 |-> 10/9 -10/9 |-> 8/9 f(z) = 81/160*z^3 - 21/40*z + 1 * [ -15/11 ] [ 1 ] [ 4/11 ] -1 |-> 1 0 |-> 1 1/11 | 0.029805710064524112332211459428359843954 | 0.0062149732731531089872752557040034618159 9/11 | 0.089415555252578349261828187491323583243 | 0.018644591418754789569521361436781663773 f(z) = 121/60*z^3 - 121/60*z + 1 * [ -2/11 24/11 ] 6/11 |-> -26/11 |-> -2/11 26/11 |-> 24/11 2/11 |-> -2/11 -24/11 |-> 24/11 f(z) = 121/96*z^3 - 157/24*z + 1 * [ -2 ] [ 4/11 ] [ 18/11 ] 14/11 |-> 4/11 -4/11 |-> 18/11 -14/11 |-> 18/11 -18/11 |-> 4/11 f(z) = 121/144*z^3 - 67/36*z + 1 * [ 5/11 ] [ 17/11 ] [ -2 ] -12/11 |-> 17/11 -17/11 |-> 5/11 12/11 |-> 5/11 -5/11 |-> 17/11 f(z) = 121/170*z^3 - 229/170*z + 1 * [ -2 ] [ 6/11 ] [ 16/11 ] 10/11 |-> 6/11 -6/11 |-> 16/11 -10/11 |-> 16/11 -16/11 |-> 6/11 f(z) = 121/192*z^3 - 49/48*z + 1 * [ 15/11 ] [ 7/11 ] [ -2 ] 8/11 |-> 7/11 -7/11 |-> 15/11 -8/11 |-> 15/11 -15/11 |-> 7/11 f(z) = 121/210*z^3 - 169/210*z + 1 * [ 9/11 ] [ 13/11 ] [ -2 ] -4/11 |-> 13/11 4/11 |-> 9/11 -9/11 |-> 13/11 -13/11 |-> 9/11 f(z) = 121/234*z^3 - 133/234*z + 1 * [ 8/11 ] [ 14/11 ] [ -2 ] 6/11 |-> 8/11 -8/11 |-> 14/11 -6/11 |-> 14/11 -14/11 |-> 8/11 f(z) = 121/224*z^3 - 37/56*z + 1 * [ 6/7 ] [ 10/21 ] [ -4/3 ] -22/21 |-> 10/21 4/7 |-> 10/21 2/21 |-> 6/7 -20/21 |-> 6/7 f(z) = 147/80*z^3 - 91/60*z + 1 * [ 1 ] [ -20/13 ] [ 7/13 ] 8/13 |-> 7/13 -1 |-> 1 -15/13 |-> 7/13 0 |-> 1 f(z) = 169/140*z^3 - 169/140*z + 1 * [ -21/13 ] [ 1 ] [ 8/13 ] -15/13 |-> 8/13 -1 |-> 1 7/13 |-> 8/13 0 |-> 1 f(z) = 169/168*z^3 - 169/168*z + 1 * [ 4/13 ] [ 22/13 ] [ -2 ] 18/13 |-> 4/13 -4/13 |-> 22/13 -18/13 |-> 22/13 -22/13 |-> 4/13 f(z) = 169/176*z^3 - 103/44*z + 1 * [ 30/13 -4/13 ] 34/13 |-> 30/13 4/13 |-> -4/13 -34/13 |-> -4/13 -30/13 |-> 30/13 14/13 | 0.074801126247351383155862151732457049416 | 0.010773413126277055700270338082086693041 f(z) = 169/240*z^3 - 259/60*z + 1 * [ 7/13 ] [ 19/13 ] [ -2 ] 12/13 |-> 7/13 -12/13 |-> 19/13 -19/13 |-> 7/13 -7/13 |-> 19/13 f(z) = 169/266*z^3 - 277/266*z + 1 * [ -2 ] [ 8/13 ] [ 18/13 ] 10/13 |-> 8/13 -8/13 |-> 18/13 -10/13 |-> 18/13 -18/13 |-> 8/13 f(z) = 169/288*z^3 - 61/72*z + 1 * [ 2/15 ] [ 28/15 ] [ -2 ] 26/15 |-> 2/15 -2/15 |-> 28/15 -26/15 |-> 28/15 -28/15 |-> 2/15 f(z) = 225/112*z^3 - 183/28*z + 1 * [ 4/15 ] [ 26/15 ] [ -2 ] 22/15 |-> 4/15 -4/15 |-> 26/15 -22/15 |-> 26/15 -26/15 |-> 4/15 f(z) = 225/208*z^3 - 147/52*z + 1 * [ -1/2 ] 13/34 |-> 4/17 |-> -1/2 3/34 |-> 4/17 -8/17 |-> 4/17 9/34 |-> -1/2 7/34 | 0.20955576960065902467547668647824223009 | 0.029712754572005769251806566406080530144 f(z) = 289/6*z^3 - 217/24*z + 1 * [ -2 ] [ 2/17 ] [ 32/17 ] 30/17 |-> 2/17 -2/17 |-> 32/17 -30/17 |-> 32/17 -32/17 |-> 2/17 f(z) = 289/128*z^3 - 241/32*z + 1 * [ 4/17 ] [ 30/17 ] [ -2 ] -26/17 |-> 30/17 26/17 |-> 4/17 -4/17 |-> 30/17 -30/17 |-> 4/17 f(z) = 289/240*z^3 - 199/60*z + 1 * TOTAL: 193