[ -10/17 12/17 ] -4/17 |-> -6/17 |-> -10/17 f(z) = -289/16*z^3 + 27/4*z + 1 * [ -3/17 ] -4/17 |-> -5/17 |-> -3/17 8/17 |-> -3/17 f(z) = -289/6*z^3 + 49/6*z + 1 * [ -1/21 11/42 ] -1/14 |-> -1/21 -4/21 |-> -1/21 f(z) = -294*z^3 + 97/6*z + 1 * [ -5/34 13/34 ] -7/34 |-> 13/34 6/17 |-> 13/34 f(z) = -289/5*z^3 + 109/20*z + 1 * -7/34 | 0.022793483489854764145112721178383788800 | 0.0032318708383249891568915875420745144480 -4/17 | 0.068378383236722512990975769129682231490 | 0.0096953194035889720669154517354453451928 -5/34 | 0.17937830127092516193330399783452930287 | 0.025433914090569369451103127329818463314 -2/17 | 0.20513308247732575952856491298357755956 | 0.029085665099380920796987044315557837427 f(z) = -289/3*z^3 + 121/12*z + 1 * -9/34 | 0.065973132120133778891770394036795074333 | 0.0093542806612654625084235737452288941009 -2/17 | 0.065973132120133778891770394036795074333 | 0.0093542806612654625084235737452288941009 13/34 | 0.065973132120133778891770394036795074333 | 0.0093542806612654625084235737452288941009 -5/34 | 0.19791472057014467977396139970842557202 | 0.028062179007021321984642564514057676885 f(z) = -289/3*z^3 + 133/12*z + 1 * [ -9/34 -4/17 ] 8/17 |-> -4/17 -7/34 |-> -4/17 f(z) = -289/6*z^3 + 193/24*z + 1 * [ 8/17 ] -9/34 |-> 8/17 -7/34 |-> 8/17 -5/34 | 0.17344774299828811590242362377666154029 | 0.024593024704580882403596272174897354242 f(z) = -289/14*z^3 + 193/56*z + 1 * [ 1/2 ] -6/17 |-> 1/2 -5/34 |-> 1/2 -7/34 | 0.20539109589522268505585945325856656546 | 0.029122248627369031126174475697405753155 f(z) = -289/15*z^3 + 229/60*z + 1 * [ 0 1 ] -1/17 |-> 0 -16/17 |-> 0 f(z) = -289/16*z^3 + 273/16*z + 1 * [ -5/17 11/17 ] 9/17 |-> 11/17 -4/17 |-> 11/17 f(z) = -289/30*z^3 + 61/30*z + 1 * [ 10/17 ] -7/17 |-> 10/17 -3/17 |-> 10/17 -2/17 | 0.12733416381201615296992489638383423563 | 0.022471686447324881142553750868194024052 f(z) = -289/30*z^3 + 79/30*z + 1 * [ 12/17 -1/17 ] -10/17 |-> 12/17 11/17 |-> 12/17 f(z) = -289/22*z^3 + 111/22*z + 1 * [ 11/17 ] 13/17 |-> -9/17 |-> 11/17 -2/17 |-> 11/17 f(z) = -289/33*z^3 + 103/33*z + 1 * [ 0 1 ] -2/17 |-> 0 -15/17 |-> 0 f(z) = -289/30*z^3 + 259/30*z + 1 * [ 0 1 ] -16/17 |-> 1 16/17 |-> 1 f(z) = -289/33*z^3 + 256/33*z + 1 * -6/17 | 0.077595216506677991727356965394044650084 | 0.013693853424321998781554317282754464454 -4/17 | 0.077595216506677991727356965394044650084 | 0.013693853424321998781554317282754464454 10/17 | 0.077595216506677991727356965394044650084 | 0.013693853424321998781554317282754464454 -2/17 | 0.10231988862546362787172833536801643813 | 0.018057215641758853742100651427792742517 f(z) = -289/48*z^3 + 19/12*z + 1 * [ -6/17 ] -12/17 | 0.11725000521058742012630735742024849665 | 0.020692053681125992858830690900897718488 -10/17 | 0.15403320774568809460293914198015590108 | 0.027183481976186788176172897703122764932 -4/17 | 0.15403424106915834879043230620035310665 | 0.027183664335110167877099052587877077553 f(z) = -289/48*z^3 + 55/12*z + 1 * [ -18/17 20/17 ] -6/17 |-> -18/17 -14/17 |-> -18/17 f(z) = -289/48*z^3 + 79/12*z + 1 * [ -5/17 12/17 ] 9/17 | 0.16413719537473569067330185773124819138 | 0.028966614130749857089519408761931954423 -2/17 | 0.16413719537473569067330185773124819138 | 0.028966614130749857089519408761931954423 f(z) = -289/42*z^3 + 67/42*z + 1 * [ -7/17 ] 14/17 |-> 16/17 |-> -7/17 -9/17 |-> -7/17 f(z) = -289/42*z^3 + 193/42*z + 1 * [ 0 1 ] -4/17 |-> 0 -13/17 |-> 0 f(z) = -289/52*z^3 + 237/52*z + 1 * [ 0 1 ] -3/17 |-> 0 -14/17 |-> 0 f(z) = -289/42*z^3 + 247/42*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -15/17 | 0.14289289189970498799568462704116751578 | 0.025217460626373100693535574347843845517 f(z) = -289/40*z^3 + 289/40*z + 1 * [ 0 1 ] -8/17 |-> 0 -9/17 |-> 0 f(z) = -289/72*z^3 + 217/72*z + 1 * [ 1 0 ] 15/17 |-> 1 -15/17 |-> 1 f(z) = -289/64*z^3 + 225/64*z + 1 * [ 0 1 ] -6/17 |-> 0 -11/17 |-> 0 f(z) = -289/66*z^3 + 223/66*z + 1 * [ 14/17 -4/17 ] -6/17 |-> 14/17 10/17 |-> 14/17 f(z) = -289/80*z^3 + 19/20*z + 1 * -2/17 | 0.032215574411078721606134866236790232853 | 0.0056853421361055657774348185714299992934 -8/17 | 0.096647756849657054540585795913105266013 | 0.017056208818939437434251537422024597967 -6/17 | 0.096647756849657054540585795913105266013 | 0.017056208818939437434251537422024597967 14/17 | 0.096647756849657054540585795913105266013 | 0.017056208818939437434251537422024597967 f(z) = -289/96*z^3 + 37/24*z + 1 * [ -10/17 ] 20/17 | 0.11556258440601564493000437581166370062 | 0.020077790164615168924691154699203331224 -14/17 | 0.11556258440601564493000437581166370062 | 0.020077790164615168924691154699203331224 -6/17 | 0.11556258440601564493000437581166370062 | 0.020077790164615168924691154699203331224 f(z) = -289/80*z^3 + 79/20*z + 1 * -18/17 | 0.076764032372201084442223351056998065170 | 0.012230108736071107523351157355223243697 -8/17 | 0.076764032372201084442223351056998065170 | 0.012230108736071107523351157355223243697 26/17 | 0.076764032372201084442223351056998065170 | 0.012230108736071107523351157355223243697 -6/17 | 0.17198770883276957252023385158192506774 | 0.027401223141767021351452774604344492109 f(z) = -289/96*z^3 + 133/24*z + 1 * -1/17 | 0.047524318491110581999008098073437976922 | 0.0083869996219683930571317601945396898384 -7/17 | 0.14256827968307508909567451181835427978 | 0.025160173691502682053054565694907812410 15/17 | 0.14256827968307508909567451181835427978 | 0.025160173691502682053054565694907812410 -8/17 | 0.14256827968307508909567451181835427978 | 0.025160173691502682053054565694907812410 f(z) = -289/84*z^3 + 169/84*z + 1 * [ 0 1 ] -14/17 |-> 1 14/17 |-> 1 f(z) = -289/93*z^3 + 196/93*z + 1 * [ 3/4 ] -45/68 | 0.24781634639041493024052887341664406829 | 0.029365552062675044855671716454276245482 -3/68 | 0.24781634639041493024052887341664406829 | 0.029365552062675044855671716454276245482 12/17 | 0.24781634639041493024052887341664406829 | 0.029365552062675044855671716454276245482 f(z) = -289/81*z^3 + 241/144*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -7/17 | 0.084339960767563611114639992458925577010 | 0.014884152819712639623922614673779036288 f(z) = -289/84*z^3 + 289/84*z + 1 * [ 46/51 -6/17 ] -10/51 |-> 46/51 28/51 |-> 46/51 f(z) = -289/112*z^3 + 151/252*z + 1 * [ -28/17 30/17 ] 26/17 |-> 30/17 2/17 |-> 30/17 f(z) = -289/112*z^3 + 183/28*z + 1 * [ 5/6 ] -5/42 |-> 5/6 -5/7 |-> 5/6 15/14 | 0.10775384952880772525944144316628393827 | 0.014414576532087494014913807731372418526 f(z) = -294/125*z^3 + 43/30*z + 1 * [ 55/48 -5/6 ] 35/48 |-> 55/48 5/48 |-> 55/48 f(z) = -288/125*z^3 + 57/40*z + 1 * [ -7/17 16/17 ] -2/17 |-> 16/17 9/17 |-> 16/17 f(z) = -289/126*z^3 + 67/126*z + 1 * -5/7 | 0.051180175796732096329677663485183615233 | 0.0063113523293283786273842701165016532567 10/7 | 0.15353918470459653271717177816546777752 | 0.018933891412901509098265886423841358684 -55/42 | 0.15353918470459653271717177816546777752 | 0.018933891412901509098265886423841358684 -5/42 | 0.15353918470459653271717177816546777752 | 0.018933891412901509098265886423841358684 f(z) = -294/125*z^3 + 133/30*z + 1 * [ 5/68 20/17 ] -45/68 |-> 5/68 -35/68 |-> 5/68 f(z) = -289/125*z^3 + 193/80*z + 1 * [ -30/17 32/17 ] [ 2/17 30/17 ] f(z) = -289/128*z^3 + 209/32*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -7/17 | 0.16574570704594219674706813305222398378 | 0.029250481153079995862710090918996923230 f(z) = -289/120*z^3 + 289/120*z + 1 * [ 0 1 ] -12/17 |-> 1 12/17 |-> 1 f(z) = -289/145*z^3 + 144/145*z + 1 * [ -10/17 18/17 ] 8/17 |-> 18/17 2/17 |-> 18/17 f(z) = -289/160*z^3 + 21/40*z + 1 * [ -22/17 26/17 ] 18/17 |-> 26/17 4/17 |-> 26/17 f(z) = -289/176*z^3 + 103/44*z + 1 * [ 0 1 ] 11/17 |-> 1 -11/17 |-> 1 f(z) = -289/168*z^3 + 121/168*z + 1 * 9/34 | 0.21374254275623876470278260067550348839 | 0.027823736558794409029836945286231433995 -45/34 | 0.22321797471116010248122441842726793655 | 0.029057192094107200024556838972717821103 -3/34 | 0.22321797471116010248122441842726793655 | 0.029057192094107200024556838972717821103 24/17 | 0.22321797471116010248122441842726793655 | 0.029057192094107200024556838972717821103 f(z) = -289/162*z^3 + 241/72*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -7/17 | 0.16683932965160146004026539244350766279 | 0.029443481551012182758671668658190340694 f(z) = -289/168*z^3 + 289/168*z + 1 * [ -16/17 22/17 ] 10/17 |-> 22/17 6/17 |-> 22/17 f(z) = -289/192*z^3 + 49/48*z + 1 * [ 0 1 ] -10/17 |-> 1 10/17 |-> 1 f(z) = -289/189*z^3 + 100/189*z + 1 * [ 20/17 -13/17 ] 6/17 |-> 20/17 7/17 |-> 20/17 f(z) = -289/182*z^3 + 127/182*z + 1 * [ -18/17 -16/17 ] 30/17 |-> -18/17 -14/17 |-> -18/17 f(z) = -289/192*z^3 + 169/48*z + 1 * [ 24/17 -19/17 ] 14/17 |-> 24/17 5/17 |-> 24/17 f(z) = -289/190*z^3 + 291/190*z + 1 * [ 0 1 ] 9/17 |-> 1 -9/17 |-> 1 f(z) = -289/208*z^3 + 81/208*z + 1 * [ 14/17 ] -9/17 |-> 14/17 -5/17 |-> 14/17 16/17 | 0.10921104571751467249121518591372582910 | 0.019273353689835601680655549897695352486 f(z) = -289/210*z^3 + 151/210*z + 1 * [ 0 1 ] 8/17 |-> 1 -8/17 |-> 1 f(z) = -289/225*z^3 + 64/225*z + 1 * -14/17 | 0.13055643608576910384171949134899950312 | 0.022057573475745617520512854896969707890 22/17 | 0.13055643608576910384171949134899950312 | 0.022057573475745617520512854896969707890 -8/17 | 0.13055643608576910384171949134899950312 | 0.022057573475745617520512854896969707890 -6/17 | 0.15367343027881660330207753533259454372 | 0.025963200905836829759067217170629526285 f(z) = -289/224*z^3 + 93/56*z + 1 * [ 18/17 2/17 ] -12/17 |-> 18/17 10/17 |-> 18/17 f(z) = -289/240*z^3 + 31/60*z + 1 * [ 0 1 ] 6/17 |-> 1 -6/17 |-> 1 f(z) = -289/253*z^3 + 36/253*z + 1 * [ 0 1 ] -7/17 |-> 1 7/17 |-> 1 f(z) = -289/240*z^3 + 49/240*z + 1 * 2/17 | 0.031555894347753052064497843854787576860 | 0.0049278564396005573768135161938971906659 30/17 | 0.070213837174730629998215950327809723207 | 0.010964788570322952993351221593385639685 22/17 | 0.094665615810417376749131137158893595670 | 0.014783246493957627044275255179192768090 -2/17 | 0.16466280564261597142242934903314706838 | 0.025714202811255089181573936899279163231 f(z) = -289/240*z^3 + 151/60*z + 1 * [ 0 1 ] 4/17 |-> 1 -4/17 |-> 1 f(z) = -289/273*z^3 + 16/273*z + 1 * [ 0 1 ] -5/17 |-> 1 5/17 |-> 1 f(z) = -289/264*z^3 + 25/264*z + 1 * [ -3/2 ] -15/34 |-> -12/17 |-> -3/2 75/34 |-> -3/2 f(z) = -289/270*z^3 + 163/40*z + 1 * [ 0 1 ] 3/17 |-> 1 -3/17 |-> 1 f(z) = -289/280*z^3 + 9/280*z + 1 * [ 0 1 ] -2/17 |-> 1 2/17 |-> 1 f(z) = -289/285*z^3 + 4/285*z + 1 * [ 1 0 ] 1/17 |-> 1 -1/17 |-> 1 f(z) = -289/288*z^3 + 1/288*z + 1 * [ 1/4 ] [ -1/8 ] -1/16 |-> 1/4 -3/16 |-> 1/4 f(z) = -256*z^3 + 13*z + 1 * -5/16 | 0.081610611207936043129055695698261357032 | 0.014717403009200823134455951951390138980 5/8 | 0.14242441361837461411299625868859277518 | 0.025684374403593450083020407293908020466 -3/8 | 0.14242441361837461411299625868859277518 | 0.025684374403593450083020407293908020466 -1/4 | 0.14242441361837461411299625868859277518 | 0.025684374403593450083020407293908020466 f(z) = -256/15*z^3 + 76/15*z + 1 * -10/27 | 0.14394801669671423698336647590078887486 | 0.021837855232080707236171258918015499175 -14/27 | 0.15922091037102468503899180823726675623 | 0.024154853053157083767107556338944980916 -2/9 | 0.15922091037102468503899180823726675623 | 0.024154853053157083767107556338944980916 20/27 | 0.15922091037102468503899180823726675623 | 0.024154853053157083767107556338944980916 f(z) = -243/16*z^3 + 79/12*z + 1 * -7/32 | 0.10939526634505741425468406512326863658 | 0.015782400825274164877960673044919277945 -5/32 | 0.10939526634505741425468406512326863658 | 0.015782400825274164877960673044919277945 3/8 | 0.10939526634505741425468406512326863658 | 0.015782400825274164877960673044919277945 -9/32 | 0.18761335318604939735485413898180478360 | 0.027066885424606306847332863967257248817 f(z) = -256/3*z^3 + 109/12*z + 1 * [ -8/27 ] 5/9 |-> -8/27 -7/27 |-> -8/27 -5/27 | 0.12336454971252757686569454387603826332 | 0.018715208720583189479346742459105056304 f(z) = -243/8*z^3 + 169/24*z + 1 * -9/44 | 0.055322854407173564275454794728689858275 | 0.0073097360015082879057495316168395234287 -2/11 | 0.055322854407173564275454794728689858275 | 0.0073097360015082879057495316168395234287 17/44 | 0.055322854407173564275454794728689858275 | 0.0073097360015082879057495316168395234287 -7/44 | 0.16596649598867891338200198978060043992 | 0.021928934863767956277237085001368137975 f(z) = -242/3*z^3 + 217/24*z + 1 * -5/27 | 0.049550022010381340908787681420395224147 | 0.0075170622856787137273621180229047058481 17/27 | 0.049550022010381340908787681420395224147 | 0.0075170622856787137273621180229047058481 -4/9 | 0.049550022010381340908787681420395224147 | 0.0075170622856787137273621180229047058481 -7/27 | 0.14864669451959480455350695585747127950 | 0.022550675376691953882073402010971005653 f(z) = -243/10*z^3 + 229/30*z + 1 * [ -6/11 ] 17/22 |-> -6/11 -5/22 |-> -6/11 -3/22 | 0.12639048977343431174702908324196941248 | 0.020444638286367630764099923503001624215 f(z) = -242/15*z^3 + 229/30*z + 1 * [ 0 1 ] -1/16 |-> 0 -15/16 |-> 0 f(z) = -256/15*z^3 + 241/15*z + 1 * -5/9 | 0.062407950229773936156478818757417083604 | 0.0094676940587525977774809016138680483773 -1/27 | 0.062407950229773936156478818757417083604 | 0.0094676940587525977774809016138680483773 16/27 | 0.062407950229773936156478818757417083604 | 0.0094676940587525977774809016138680483773 17/27 | 0.18722178345648002902507406186678211590 | 0.028402768563520600178985093052775908946 f(z) = -243/8*z^3 + 241/24*z + 1 * -7/54 | 0.070174124331239479605815912758424057140 | 0.0087959895943530650551958265548413247477 -4/27 | 0.19065369398733642710859282195463066662 | 0.023897525254775975662430949845102895354 -11/54 | 0.19618763317010676859374058695003363932 | 0.024591177964108912485006677679964380113 -1/6 | 0.21052030576087665937308534386980303651 | 0.026387709665346809231243294017578096499 f(z) = -243/2*z^3 + 265/24*z + 1 * [ -1/18 19/54 ] -13/54 | 0.17171786798311768816268959157469105090 | 0.021524010371891418789615755468001809378 -7/54 | 0.22408915593381323625561259307246111007 | 0.028088499893453070271842355139342253656 f(z) = -243/2*z^3 + 289/24*z + 1 * 22/27 | 0.058628752649502266182482383014268453037 | 0.0088943650782965144261427861832156795493 -10/27 | 0.12276082452737112470512110585711486370 | 0.018623619662977863941835219298145649477 -14/27 | 0.16651997116865902712371850934059169147 | 0.025262168295747242169847864123535138442 -2/9 | 0.17588729156492768826962834624553992657 | 0.026683252041258139855157164444061156741 f(z) = -243/32*z^3 + 85/24*z + 1 * [ 6/11 ] 7/11 |-> -7/22 |-> 6/11 -5/22 |-> 6/11 f(z) = -242/21*z^3 + 109/42*z + 1 * [ 0 1 ] -3/16 |-> 0 -13/16 |-> 0 f(z) = -256/39*z^3 + 217/39*z + 1 * [ 0 1 ] -15/16 |-> 1 15/16 |-> 1 f(z) = -256/31*z^3 + 225/31*z + 1 * [ 20/27 -1/9 ] -14/27 |-> 20/27 17/27 |-> 20/27 f(z) = -243/34*z^3 + 247/102*z + 1 * -7/22 | 0.085314161616889185540520666917034627103 | 0.013800224827743494415507761648911605495 -6/11 | 0.085314161616889185540520666917034627103 | 0.013800224827743494415507761648911605495 19/22 | 0.085314161616889185540520666917034627103 | 0.013800224827743494415507761648911605495 -7/11 | 0.13334675788115659943405356850619946770 | 0.021569868400914348073342251461398612378 f(z) = -242/21*z^3 + 277/42*z + 1 * [ 24/35 ] -3/14 |-> 24/35 -33/70 |-> 24/35 3/70 | 0.22735234261059179374919937175548344968 | 0.026756807958777798222043286699231647033 f(z) = -245/54*z^3 + 67/40*z + 1 * [ 0 1 ] -11/16 |-> 0 -5/16 |-> 0 f(z) = -256/55*z^3 + 201/55*z + 1 * [ 22/27 -2/9 ] 16/27 |-> 22/27 -10/27 |-> 22/27 f(z) = -243/64*z^3 + 49/48*z + 1 * [ -5/22 9/11 ] 13/22 |-> 9/11 -4/11 |-> 9/11 f(z) = -242/65*z^3 + 129/130*z + 1 * [ 0 1 ] -9/16 |-> 0 -7/16 |-> 0 f(z) = -256/63*z^3 + 193/63*z + 1 * -6/35 | 0.022963602830266533509061922395824677530 | 0.0032294451110148937227612406310149142097 6/7 | 0.068891842107220490249366964390208600043 | 0.0096884806938367911702333867166288372823 34/35 | 0.20126442101671226855143939742465969508 | 0.028304460988890939381658611739480390782 6/35 | 0.20667345908881969130373849876515666522 | 0.029065151359926153506800830502718322541 f(z) = -245/96*z^3 + 109/120*z + 1 * [ 0 1 ] -13/16 |-> 1 13/16 |-> 1 f(z) = -256/87*z^3 + 169/87*z + 1 * [ 57/50 -9/10 ] 21/25 |-> 57/50 3/50 |-> 57/50 f(z) = -250/81*z^3 + 211/90*z + 1 * -20/27 | 0.10652800731627572682219402856693547188 | 0.015342953908771403647260357449724158476 -10/9 | 0.15095658962045580848254719018515985614 | 0.021741887932771911699105340414987886453 -4/27 | 0.15095658962045580848254719018515985614 | 0.021741887932771911699105340414987886453 34/27 | 0.15095658962045580848254719018515985614 | 0.021741887932771911699105340414987886453 f(z) = -243/80*z^3 + 259/60*z + 1 * [ 26/27 -4/9 ] -2/27 |-> 26/27 14/27 |-> 26/27 f(z) = -243/112*z^3 + 43/84*z + 1 * -14/27 | 0.12679059606397819411716197648265647560 | 0.019234962350805207444270549989928490760 -4/9 | 0.12679059606397819411716197648265647560 | 0.019234962350805207444270549989928490760 26/27 | 0.12679059606397819411716197648265647560 | 0.019234962350805207444270549989928490760 2/27 | 0.16575079643856566590151514436682919540 | 0.025145479460503727584900786764011987223 f(z) = -243/112*z^3 + 127/84*z + 1 * [ 21/22 -1/22 ] -7/11 |-> 21/22 15/22 |-> 21/22 f(z) = -242/105*z^3 + 211/210*z + 1 * 4/27 | 0.064317671911717331121664745630450461250 | 0.0090055086163371715365864349835417049620 -28/27 | 0.19294991488588932419845064528314768139 | 0.027016091680237631445538458921834772283 -4/9 | 0.19294991488588932419845064528314768139 | 0.027016091680237631445538458921834772283 40/27 | 0.19294991488588932419845064528314768139 | 0.027016091680237631445538458921834772283 f(z) = -243/128*z^3 + 79/24*z + 1 * [ 0 1 ] -11/16 |-> 1 11/16 |-> 1 f(z) = -256/135*z^3 + 121/135*z + 1 * 4/27 | 0.0059308347359203266291056232859857903977 | 0.00076135235029434550148526922611353438918 52/27 | 0.017786524138796884257473393457752462172 | 0.0022832893782427652408137030655129598442 -4/9 | 0.053352558731005667420395506770317910038 | 0.0068489677748144133684056715952895532157 -44/27 | 0.16005376335689468607570543831621795600 | 0.020546401026350191022361576149884382311 f(z) = -243/128*z^3 + 151/24*z + 1 * [ 36/35 -3/7 ] 9/35 |-> 36/35 6/35 |-> 36/35 f(z) = -245/162*z^3 + 19/90*z + 1 * [ 0 1 ] 9/16 |-> 1 -9/16 |-> 1 f(z) = -256/175*z^3 + 81/175*z + 1 * -10/27 | 0.078076085732392605926826414735454192586 | 0.011492820337759013995676413460636700672 -22/27 | 0.15084770867728743097108400758954383655 | 0.022204822359215733818524129576882462332 34/27 | 0.15084770867728743097108400758954383655 | 0.022204822359215733818524129576882462332 -4/9 | 0.15084770867728743097108400758954383655 | 0.022204822359215733818524129576882462332 f(z) = -243/176*z^3 + 223/132*z + 1 * [ 0 1 ] -7/16 |-> 1 7/16 |-> 1 f(z) = -256/207*z^3 + 49/207*z + 1 * [ 0 1 ] 5/16 |-> 1 -5/16 |-> 1 f(z) = -256/231*z^3 + 25/231*z + 1 * -2/27 | 0.0037737818882119653515518481615971389363 | 0.00057250738456407091140179772905367134905 26/27 | 0.011319350861213053758558755349393126105 | 0.0017172195289713993109224679548925719946 14/27 | 0.033954734446119680664335858629763143332 | 0.0051511552037592690120569265117559793067 10/9 | 0.10186554613354012324184770279311968671 | 0.015453669322085664642840582408995093873 f(z) = -243/224*z^3 + 85/168*z + 1 * 10/27 | 0.046020742327650774215435182826726132127 | 0.0065647211135170316001567282285355583950 14/27 | 0.097308379545385212018328766883445512142 | 0.013880749014774272628172387876568973075 8/9 | 0.097308379545385212018328766883445512142 | 0.013880749014774272628172387876568973075 14/9 | 0.13806255138036474126372424781728157167 | 0.019694209614870776846735451759959940430 f(z) = -243/224*z^3 + 277/168*z + 1 * [ 0 1 ] -3/16 |-> 1 3/16 |-> 1 f(z) = -256/247*z^3 + 9/247*z + 1 * [ 0 1 ] -1/16 |-> 1 1/16 |-> 1 f(z) = -256/255*z^3 + 1/255*z + 1 * 44/27 | 0.077017048806249575293181766412987514622 | 0.011188707404071536320805454353840316019 -20/27 | 0.12836058899258246470689483730706973483 | 0.018647677296299500701114549676066162725 -16/27 | 0.12836058899258246470689483730706973483 | 0.018647677296299500701114549676066162725 4/3 | 0.12836058899258246470689483730706973483 | 0.018647677296299500701114549676066162725 f(z) = -243/256*z^3 + 61/48*z + 1 * -4/3 | 0.032896145214171081886477173350008322462 | 0.0042928894708691605964925239304162420943 -16/27 | 0.032896145214171081886477173350008322462 | 0.0042928894708691605964925239304162420943 52/27 | 0.032896145214171081886477173350008322462 | 0.0042928894708691605964925239304162420943 -4/9 | 0.098686368409671466215069125644555832475 | 0.012878398642333714668171956550848747411 f(z) = -243/256*z^3 + 133/48*z + 1 * [ -3/20 ] 4/15 | 0.21016746128347244415645443186172772864 | 0.025665580667374198155096983194060089733 -1/10 | 0.21016746128347244415645443186172772864 | 0.025665580667374198155096983194060089733 -1/6 | 0.21016746128347244415645443186172772864 | 0.025665580667374198155096983194060089733 f(z) = -240*z^3 + 196/15*z + 1 * [ 0 1 ] -1/15 |-> 0 -14/15 |-> 0 f(z) = -225/14*z^3 + 211/14*z + 1 * [ 2/3 ] -2/15 |-> 2/3 -8/15 |-> 2/3 -2/5 | 0.15556997612045082478280376077932022441 | 0.028723613775167814893767632948029855794 f(z) = -225/32*z^3 + 21/8*z + 1 * [ 0 1 ] -2/15 |-> 0 -13/15 |-> 0 f(z) = -225/26*z^3 + 199/26*z + 1 * [ 0 1 ] -14/15 |-> 1 14/15 |-> 1 f(z) = -225/29*z^3 + 196/29*z + 1 * [ 0 1 ] -4/15 |-> 0 -11/15 |-> 0 f(z) = -225/44*z^3 + 181/44*z + 1 * [ 0 1 ] 11/15 |-> 1 -11/15 |-> 1 f(z) = -225/104*z^3 + 121/104*z + 1 * [ 28/15 -26/15 ] [ 2/15 26/15 ] f(z) = -225/112*z^3 + 155/28*z + 1 * [ -4/5 ] [ -8/15 ] [ 4/3 ] 8/5 |-> -4/5 f(z) = -225/128*z^3 + 27/8*z + 1 * [ 0 1 ] 7/15 |-> 1 -7/15 |-> 1 f(z) = -225/176*z^3 + 49/176*z + 1 * [ 0 1 ] -8/15 |-> 1 8/15 |-> 1 f(z) = -225/161*z^3 + 64/161*z + 1 * [ 0 1 ] -4/15 |-> 1 4/15 |-> 1 f(z) = -225/209*z^3 + 16/209*z + 1 * [ 26/15 -22/15 ] [ 4/15 22/15 ] f(z) = -225/208*z^3 + 95/52*z + 1 * [ 0 1 ] -2/15 |-> 1 2/15 |-> 1 f(z) = -225/221*z^3 + 4/221*z + 1 * [ 0 1 ] -1/15 |-> 1 1/15 |-> 1 f(z) = -225/224*z^3 + 1/224*z + 1 * -5/36 | 0.061560801372533359876166909869871013469 | 0.0085894343562553688449055928442747905232 -1/4 | 0.061560801372533359876166909869871013469 | 0.0085894343562553688449055928442747905232 7/18 | 0.061560801372533359876166909869871013469 | 0.0085894343562553688449055928442747905232 5/12 | 0.18467903260605086145564464120589864746 | 0.025767832649660316804530360849582017291 f(z) = -216/5*z^3 + 151/30*z + 1 * 4/9 | 0.067954278544413044407465658096647753368 | 0.0094815012438150856106929049476992853188 5/12 | 0.20386142053975107314228142688359675422 | 0.028444306286766944381769228639176678315 -1/9 | 0.20386142053975107314228142688359675422 | 0.028444306286766944381769228639176678315 -11/36 | 0.20386142053975107314228142688359675422 | 0.028444306286766944381769228639176678315 f(z) = -216/5*z^3 + 181/30*z + 1 * [ -13/36 7/12 ] -5/36 |-> 7/12 1/2 |-> 7/12 f(z) = -216/13*z^3 + 259/78*z + 1 * [ 1 ] -1/6 |-> 0 |-> 1 -1 |-> 1 f(z) = -216/35*z^3 + 216/35*z + 1 * [ 1 ] -5/6 |-> 0 |-> 1 -1 |-> 1 f(z) = -216/55*z^3 + 216/55*z + 1 * [ 1 ] 7/6 |-> 0 |-> 1 -1 |-> 1 f(z) = -216/91*z^3 + 216/91*z + 1 * [ -1/4 ] [ -3/20 ] [ 2/5 ] -1/5 | 0.090635434961983443452319225066156185063 | 0.015127425731949333015981243990483016417 f(z) = -200/3*z^3 + 55/6*z + 1 * [ -1/20 9/20 ] -1/10 |-> -1/20 -7/20 |-> -1/20 f(z) = -200/3*z^3 + 67/6*z + 1 * [ 5/7 ] [ -3/14 ] [ -1/2 ] -4/7 | 0.098305254454398687948956469332204273150 | 0.018625069897350497941398856740933646759 f(z) = -196/15*z^3 + 94/15*z + 1 * [ -1/4 ] 3/7 |-> -1/4 -5/28 |-> -1/4 -1/7 | 0.10051473594471125139396440153996196367 | 0.015082317972648426793608226366511893755 f(z) = -196/3*z^3 + 109/12*z + 1 * [ 7/10 -1/20 ] -3/5 |-> 7/10 13/20 |-> 7/10 f(z) = -200/13*z^3 + 157/26*z + 1 * [ 0 1 ] -1/14 |-> 0 -13/14 |-> 0 f(z) = -196/13*z^3 + 183/13*z + 1 * [ -5/28 -11/28 ] -1/7 |-> -5/28 15/28 |-> -5/28 f(z) = -196/5*z^3 + 181/20*z + 1 * -7/40 | 0.033206305122289087506357253999416476806 | 0.0045008661214527536869916997855699235019 -9/40 | 0.099619948983288152241252959200983997873 | 0.013502738463327846120973096960290940003 -1/5 | 0.099619948983288152241252959200983997873 | 0.013502738463327846120973096960290940003 17/40 | 0.099619948983288152241252959200983997873 | 0.013502738463327846120973096960290940003 f(z) = -200/3*z^3 + 217/24*z + 1 * [ 1 0 ] 13/14 |-> 1 -13/14 |-> 1 f(z) = -196/27*z^3 + 169/27*z + 1 * [ 0 1 ] -3/14 |-> 0 -11/14 |-> 0 f(z) = -196/33*z^3 + 163/33*z + 1 * [ 0 1 ] -9/14 |-> 0 -5/14 |-> 0 f(z) = -196/45*z^3 + 151/45*z + 1 * [ -7/20 9/10 ] 11/20 |-> 9/10 -1/5 |-> 9/10 f(z) = -200/77*z^3 + 93/154*z + 1 * [ 0 1 ] -11/14 |-> 1 11/14 |-> 1 f(z) = -196/75*z^3 + 121/75*z + 1 * [ 9/10 -3/20 ] 3/5 |-> 9/10 -9/20 |-> 9/10 f(z) = -200/81*z^3 + 13/18*z + 1 * [ 3/4 ] -3/10 |-> 3/4 -9/20 |-> 3/4 -3/5 | 0.091995317639843614008590209501933685528 | 0.015354395726875961075566227432742905136 f(z) = -200/81*z^3 + 19/18*z + 1 * [ 0 1 ] 9/14 |-> 1 -9/14 |-> 1 f(z) = -196/115*z^3 + 81/115*z + 1 * [ -13/20 11/10 ] 9/20 |-> 11/10 1/5 |-> 11/10 f(z) = -200/117*z^3 + 133/234*z + 1 * [ -5/3 ] [ -5/24 ] [ 15/8 ] -5/8 | 0.21948288959552519675010775425600506972 | 0.028518298529517312131292040395719184769 f(z) = -192/125*z^3 + 88/15*z + 1 * -5/48 | 0.067289747981606370641494059249464937848 | 0.0086339896737271410004215641704198796694 -35/48 | 0.12690605281695382036655346184097869059 | 0.016283395055284813548605183356672941966 5/16 | 0.20186717671197733248011978334292567864 | 0.025901703773241811276048919781297622773 5/6 | 0.20186717671197733248011978334292567864 | 0.025901703773241811276048919781297622773 f(z) = -192/125*z^3 + 97/60*z + 1 * [ -5/28 ] -55/28 |-> -5/28 15/7 |-> -5/28 -15/28 | 0.20113723277234200662129463353403050845 | 0.024803508835415928685567774502455483684 f(z) = -196/125*z^3 + 133/20*z + 1 * [ 13/10 -19/20 ] 3/5 |-> 13/10 7/20 |-> 13/10 f(z) = -200/133*z^3 + 277/266*z + 1 * [ 0 1 ] -5/14 |-> 1 5/14 |-> 1 f(z) = -196/171*z^3 + 25/171*z + 1 * [ 0 1 ] -3/14 |-> 1 3/14 |-> 1 f(z) = -196/187*z^3 + 9/187*z + 1 * [ 0 1 ] -1/14 |-> 1 1/14 |-> 1 f(z) = -196/195*z^3 + 1/195*z + 1 * [ -1/13 7/13 ] -3/13 |-> -1/13 -4/13 |-> -1/13 f(z) = -169/6*z^3 + 37/6*z + 1 * [ -8/13 9/13 ] -2/13 |-> -8/13 -7/13 |-> -8/13 f(z) = -169/6*z^3 + 67/6*z + 1 * [ -10/13 -3/13 ] -2/13 |-> -3/13 12/13 |-> -3/13 f(z) = -169/15*z^3 + 124/15*z + 1 * [ 1/2 ] -1/26 |-> 1/2 -6/13 |-> 1/2 -3/26 | 0.086304989350861456420663865200654128486 | 0.013244694922893719692400508353872936572 f(z) = -169/3*z^3 + 157/12*z + 1 * [ 0 1 ] -1/13 |-> 0 -12/13 |-> 0 f(z) = -169/12*z^3 + 157/12*z + 1 * [ -9/26 -7/26 ] 15/26 |-> -9/26 -4/13 |-> -9/26 f(z) = -169/6*z^3 + 169/24*z + 1 * [ -3/52 4/13 ] -5/52 |-> -3/52 -11/52 |-> -3/52 f(z) = -169*z^3 + 201/16*z + 1 * [ -2/3 ] -28/39 |-> -10/39 |-> -2/3 12/13 |-> -2/3 f(z) = -169/16*z^3 + 259/36*z + 1 * 17/35 | 0.17945249483298504475408036781981146261 | 0.025236979858141995622745267828583614124 -3/35 | 0.17945249483298504475408036781981146261 | 0.025236979858141995622745267828583614124 -2/5 | 0.17945249483298504475408036781981146261 | 0.025236979858141995622745267828583614124 -2/7 | 0.18943291340670355921936491590387557388 | 0.026640558129679423818868538121889993658 f(z) = -175/6*z^3 + 247/42*z + 1 * [ 10/13 -2/13 ] 8/13 |-> 10/13 -6/13 |-> 10/13 f(z) = -169/32*z^3 + 13/8*z + 1 * [ -8/13 ] 14/13 |-> -8/13 -6/13 |-> -8/13 -10/13 | 0.14847370454981002311723711073320303580 | 0.028942814039952539941869818918309133525 f(z) = -169/32*z^3 + 37/8*z + 1 * [ 8/13 ] -3/13 |-> 8/13 -5/13 |-> 8/13 9/13 | 0.11384853841370950616854448342480284487 | 0.022193135720695559004345032653145173787 f(z) = -169/24*z^3 + 49/24*z + 1 * [ -5/13 -8/13 ] -7/13 |-> -8/13 12/13 |-> -8/13 f(z) = -169/20*z^3 + 109/20*z + 1 * [ 0 1 ] -4/13 |-> 0 -9/13 |-> 0 f(z) = -169/36*z^3 + 133/36*z + 1 * [ 0 1 ] -2/13 |-> 0 -11/13 |-> 0 f(z) = -169/22*z^3 + 147/22*z + 1 * [ 0 1 ] -12/13 |-> 1 12/13 |-> 1 f(z) = -169/25*z^3 + 144/25*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -9/13 | 0.14048066076884398175353514175915819338 | 0.027384685073835924749580419270806164685 f(z) = -169/33*z^3 + 169/33*z + 1 * [ 10/13 -7/26 ] -4/13 |-> 10/13 15/26 |-> 10/13 f(z) = -169/35*z^3 + 169/140*z + 1 * -2/13 | 0.045485408296906021839138594718975427139 | 0.0075544314741479918284362519745889612790 -18/13 | 0.13645725850713895523959698135966084887 | 0.022663466090341759237902649759440717894 -4/13 | 0.13645725850713895523959698135966084887 | 0.022663466090341759237902649759440717894 22/13 | 0.13645725850713895523959698135966084887 | 0.022663466090341759237902649759440717894 f(z) = -169/48*z^3 + 103/12*z + 1 * [ 0 1 ] -8/13 |-> 0 -5/13 |-> 0 f(z) = -169/40*z^3 + 129/40*z + 1 * [ 0 1 ] -6/13 |-> 0 -7/13 |-> 0 f(z) = -169/42*z^3 + 127/42*z + 1 * [ 1 0 ] 11/13 |-> 1 -11/13 |-> 1 f(z) = -169/48*z^3 + 121/48*z + 1 * [ 21/26 -4/13 ] 15/26 |-> 21/26 -7/26 |-> 21/26 f(z) = -169/42*z^3 + 169/168*z + 1 * -4/5 | 0.050022687715546807479362485976887781857 | 0.0070348509977657716102526150609996337048 -12/35 | 0.056282537198038927634375559230222230586 | 0.0079151937060222638325639772437198947939 2/35 | 0.15006545458922554498110006993417282950 | 0.021104186143502335169219263245186504459 -2/35 | 0.16884500303670190544613928969417617568 | 0.023745214268271811836153349793347287727 f(z) = -175/48*z^3 + 295/84*z + 1 * [ -5/13 12/13 ] -2/13 |-> 12/13 7/13 |-> 12/13 f(z) = -169/70*z^3 + 39/70*z + 1 * [ 0 1 ] -10/13 |-> 1 10/13 |-> 1 f(z) = -169/69*z^3 + 100/69*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -3/13 | 0.11619228208855088589040792111315968483 | 0.022650014853225668976934570673331814620 f(z) = -169/60*z^3 + 169/60*z + 1 * [ -1 ] -7/13 | 0.036643301045892124800188662568105165934 | 0.0064667387513838166136682445878602284792 -8/13 | 0.086866416809979484489658785835953452081 | 0.015330016885635545272004685415097510483 -15/13 | 0.10992832819668238666575979691055954918 | 0.019399938311617173028505263998073228593 f(z) = -169/60*z^3 + 289/60*z + 1 * [ -6/13 ] -14/13 | 0.029952172757780098392083628271662866402 | 0.0051385232806581072512916260427277924127 -8/13 | 0.089853787530599530897318869101863114980 | 0.015415101362266342620519321711761805965 -18/13 | 0.14062535630840836848713130119913587860 | 0.024125350540851839436878229132283194189 f(z) = -169/96*z^3 + 85/24*z + 1 * [ 0 1 ] 9/13 |-> 1 -9/13 |-> 1 f(z) = -169/88*z^3 + 81/88*z + 1 * [ 38/39 -6/13 ] -2/39 |-> 38/39 20/39 |-> 38/39 f(z) = -169/80*z^3 + 91/180*z + 1 * -2 | 0.088835639035311891487634549393884135676 | 0.013788915045912953911739965137570209871 -6/13 | 0.088835639035311891487634549393884135676 | 0.013788915045912953911739965137570209871 2/13 | 0.088835639035311891487634549393884135676 | 0.013788915045912953911739965137570209871 24/13 | 0.088835639035311891487634549393884135676 | 0.013788915045912953911739965137570209871 f(z) = -169/96*z^3 + 157/24*z + 1 * [ 3/35 6/5 ] -24/35 |-> 3/35 -18/35 |-> 3/35 f(z) = -175/81*z^3 + 148/63*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 1/13 | 0.12083328343593360356507752292587010333 | 0.023554711340484153345320665300683430730 f(z) = -169/84*z^3 + 169/84*z + 1 * [ -14/13 18/13 ] 4/13 |-> 18/13 10/13 |-> 18/13 f(z) = -169/112*z^3 + 39/28*z + 1 * [ 0 1 ] 8/13 |-> 1 -8/13 |-> 1 f(z) = -169/105*z^3 + 64/105*z + 1 * [ 16/13 -11/13 ] 6/13 |-> 16/13 5/13 |-> 16/13 f(z) = -169/110*z^3 + 91/110*z + 1 * [ -17/13 20/13 ] 14/13 |-> 20/13 3/13 |-> 20/13 f(z) = -169/102*z^3 + 247/102*z + 1 * [ 50/39 -12/13 ] 22/39 |-> 50/39 14/39 |-> 50/39 f(z) = -169/112*z^3 + 247/252*z + 1 * [ 5/26 35/26 ] -15/26 |-> 5/26 -10/13 |-> 5/26 f(z) = -169/125*z^3 + 37/20*z + 1 * [ 0 1 ] 6/13 |-> 1 -6/13 |-> 1 f(z) = -169/133*z^3 + 36/133*z + 1 * [ -5/9 -35/18 ] 20/9 |-> -5/9 -5/18 |-> -5/9 f(z) = -162/125*z^3 + 57/10*z + 1 * [ 0 1 ] -7/13 |-> 1 7/13 |-> 1 f(z) = -169/120*z^3 + 49/120*z + 1 * [ -5/13 9/13 16/13 ] 15/13 | 0.091791577394363752978910585948093679591 | 0.017893448291159922799369129915081813563 f(z) = -169/120*z^3 + 121/120*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -5/13 | 0.096491471450056751882119668112908624330 | 0.018809625065180982043883035478234788117 f(z) = -169/120*z^3 + 169/120*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -11/13 | 0.13325557587005300220636353554442294456 | 0.025976258650566995764165455365454577334 f(z) = -169/132*z^3 + 169/132*z + 1 * [ 0 1 ] -4/13 |-> 1 4/13 |-> 1 f(z) = -169/153*z^3 + 16/153*z + 1 * [ 0 1 ] [ 15/13 -8/13 ] f(z) = -169/140*z^3 + 29/140*z + 1 * [ 1 0 ] 5/13 |-> 1 -5/13 |-> 1 f(z) = -169/144*z^3 + 25/144*z + 1 * [ 15/13 3/13 ] 9/13 |-> 15/13 -12/13 |-> 15/13 f(z) = -169/162*z^3 + 13/18*z + 1 * [ 0 1 ] 3/13 |-> 1 -3/13 |-> 1 f(z) = -169/160*z^3 + 9/160*z + 1 * [ 0 1 ] -2/13 |-> 1 2/13 |-> 1 f(z) = -169/165*z^3 + 4/165*z + 1 * [ 22/13 -18/13 ] [ 4/13 18/13 ] f(z) = -169/176*z^3 + 59/44*z + 1 * [ 2/13 18/13 22/13 ] -2/13 | 0.098889045048344393658847484300508937883 | 0.016477621870717891755079412162918002404 f(z) = -169/160*z^3 + 101/40*z + 1 * 3/26 | 0.092016557911578231260705139321866340002 | 0.012558347149527116429407942197476522274 -12/13 | 0.095564378894694985763654377557427246167 | 0.013042550955250548756744163004633846150 -21/26 | 0.095564378894694985763654377557427246167 | 0.013042550955250548756744163004633846150 45/26 | 0.095564378894694985763654377557427246167 | 0.013042550955250548756744163004633846150 f(z) = -169/162*z^3 + 169/72*z + 1 * -30/13 | 0.0098329027726307477412065520719624281357 | 0.0014070293951648210496546357508837906169 -10/13 | 0.029492728248928147593776179815682375385 | 0.0042202324735025765222201445058402727731 -28/13 | 0.088477421792650102065459839039823249283 | 0.012660588246348378786524451899840301043 2/13 | 0.16389945334427034345881598768681303212 | 0.023453028473822131196499483287699297082 f(z) = -169/240*z^3 + 271/60*z + 1 * [ 7/13 12/13 ] [ -12/13 19/13 ] f(z) = -169/266*z^3 + 11/266*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -11/13 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385 f(z) = -169/264*z^3 + 169/264*z + 1 * [ -10/13 18/13 ] [ 8/13 10/13 ] f(z) = -169/288*z^3 - 11/72*z + 1 * [ 1/3 ] -1/21 |-> 1/3 -2/7 |-> 1/3 -2/21 | 0.16130269199206500952183064444674628955 | 0.026490639384592772189215586375979784159 f(z) = -147*z^3 + 43/3*z + 1 * [ 2/3 ] -2/21 |-> 2/3 -4/7 |-> 2/3 -2/7 | 0.17535291803808365479727542965168687100 | 0.028798099147728048167334617463906019276 f(z) = -147/16*z^3 + 43/12*z + 1 * -10/21 | 0.062627027308947188600636843967005281897 | 0.010285197200874839905691909516213458838 -2/7 | 0.079997627639077571169328573480353787656 | 0.013137959938783818934241765825740065599 -2/3 | 0.14621472162526843368286431833860517407 | 0.024012751526082065848217483192269744103 -4/7 | 0.15627520310845546832491331349403287835 | 0.025664978055690084846067844741382418062 f(z) = -147/16*z^3 + 55/12*z + 1 * -4/15 | 0.062751716795213615206491991687613283900 | 0.0092249448875776553345657168517407034769 -7/30 | 0.18825487972335429661316347826732916112 | 0.027674794873468160570024886493480525788 -1/10 | 0.18825487972335429661316347826732916112 | 0.027674794873468160570024886493480525788 1/3 | 0.18825487972335429661316347826732916112 | 0.027674794873468160570024886493480525788 f(z) = -150*z^3 + 79/6*z + 1 * [ 3/7 ] 10/21 |-> -5/21 |-> 3/7 -4/21 |-> 3/7 f(z) = -147/5*z^3 + 61/15*z + 1 * [ -1/3 ] 4/7 |-> -1/3 -5/21 |-> -1/3 -8/21 | 0.16092092064492307124900171731778255974 | 0.026427941317005625051864477222278532042 f(z) = -147/5*z^3 + 109/15*z + 1 * [ 0 1 ] -1/12 |-> 0 -11/12 |-> 0 f(z) = -144/11*z^3 + 133/11*z + 1 * -1/24 | 0.061728392599519087862264916889354742930 | 0.0097116656757133696504418354145911104411 5/8 | 0.18518256924114238612980736267157371272 | 0.029134586625436090007436665642829024451 -1/6 | 0.18518256924114238612980736267157371272 | 0.029134586625436090007436665642829024451 -11/24 | 0.18518256924114238612980736267157371272 | 0.029134586625436090007436665642829024451 f(z) = -144/5*z^3 + 181/20*z + 1 * -1/21 | 0.078932037278567607592069987765865748820 | 0.012962958705863563115375280559659628808 -3/7 | 0.17064753313531080796660837549989836238 | 0.028025336752471839606249770646380140611 -1/3 | 0.17064753313531080796660837549989836238 | 0.028025336752471839606249770646380140611 16/21 | 0.17064753313531080796660837549989836238 | 0.028025336752471839606249770646380140611 f(z) = -147/16*z^3 + 193/48*z + 1 * 5/7 | 0.044219052602238477311970458977209071210 | 0.0072620671232930356285182154934752622804 -13/21 | 0.13265819142313632165809257413436178109 | 0.021786371120052086826024635192153196048 -1/7 | 0.13265819142313632165809257413436178109 | 0.021786371120052086826024635192153196048 16/21 | 0.13265819142313632165809257413436178109 | 0.021786371120052086826024635192153196048 f(z) = -147/8*z^3 + 217/24*z + 1 * [ -5/21 -13/21 ] -4/7 |-> -13/21 17/21 |-> -13/21 f(z) = -147/10*z^3 + 229/30*z + 1 * [ 21/40 -1/8 ] 19/40 |-> 21/40 -7/20 |-> 21/40 f(z) = -160/7*z^3 + 291/70*z + 1 * [ 2/3 ] -2/7 |-> 2/3 -8/21 |-> 2/3 -2/21 | 0.10601279176005720589776387550577727683 | 0.017410413936599117639727097851244498257 f(z) = -147/32*z^3 + 37/24*z + 1 * [ -2/3 ] -8/21 |-> -10/21 |-> -2/3 8/7 |-> -2/3 f(z) = -147/32*z^3 + 109/24*z + 1 * [ 0 1 ] -7/12 |-> 0 -5/12 |-> 0 f(z) = -144/35*z^3 + 109/35*z + 1 * [ 0 1 ] -11/12 |-> 1 11/12 |-> 1 f(z) = -144/23*z^3 + 121/23*z + 1 * [ 16/21 -1/7 ] -10/21 |-> 16/21 13/21 |-> 16/21 f(z) = -147/26*z^3 + 139/78*z + 1 * 5/7 | 0.16189257362023028309974302852410684639 | 0.026587515272393153193244621452204154379 -8/21 | 0.16189257362023028309974302852410684639 | 0.026587515272393153193244621452204154379 -1/3 | 0.16189257362023028309974302852410684639 | 0.026587515272393153193244621452204154379 -1/7 | 0.17275845004587449804690822478305113009 | 0.028372011305499957985062630678077408085 f(z) = -147/20*z^3 + 169/60*z + 1 * [ 6/7 ] -2/21 |-> 6/7 -16/21 |-> 6/7 -2/3 | 0.17537526816167247622594587084799154857 | 0.028801769694430527718297741948345403067 f(z) = -147/64*z^3 + 73/48*z + 1 * 2/21 | 0.092838557507643959919221579677221544254 | 0.013720946940727392205864559809867224799 -6/7 | 0.11523878103704315752605466279689409873 | 0.017031557173787222939632331393187760456 -16/21 | 0.11523878103704315752605466279689409873 | 0.017031557173787222939632331393187760456 34/21 | 0.11523878103704315752605466279689409873 | 0.017031557173787222939632331393187760456 f(z) = -147/64*z^3 + 217/48*z + 1 * [ 0 1 ] -7/12 |-> 1 7/12 |-> 1 f(z) = -144/95*z^3 + 49/95*z + 1 * [ -3/5 ] 3/20 |-> 3/2 |-> -3/5 -9/10 |-> -3/5 f(z) = -160/81*z^3 + 152/45*z + 1 * -2/7 | 0.039809194746826996321163605796570571518 | 0.0057336155583241866507450667433156326294 -10/7 | 0.11942497568306611150650342939322119848 | 0.017200470971181668391509807243686272061 -4/21 | 0.11942497568306611150650342939322119848 | 0.017200470971181668391509807243686272061 34/21 | 0.11942497568306611150650342939322119848 | 0.017200470971181668391509807243686272061 f(z) = -147/80*z^3 + 259/60*z + 1 * -10/7 | 0.052325872235924318372816749934378048169 | 0.0074875183926878719693782766721347210595 -10/21 | 0.14511658860803199541246905120351772412 | 0.020765313216141271603737690711603152940 -2/21 | 0.15697685375363861440258154939591026763 | 0.022462446003904265127998848398723645902 2/21 | 0.16894700056987442040762351513280156860 | 0.024175302199509287051324963651006833348 f(z) = -147/80*z^3 + 271/60*z + 1 * [ 0 1 ] 5/12 |-> 1 -5/12 |-> 1 f(z) = -144/119*z^3 + 25/119*z + 1 * [ 5/21 10/7 ] -20/21 |-> 5/21 -10/21 |-> 5/21 f(z) = -147/125*z^3 + 28/15*z + 1 * [ -15/7 ] 5/21 |-> 55/21 |-> -15/7 -10/21 |-> -15/7 f(z) = -147/125*z^3 + 103/15*z + 1 * -4/21 | 0.19779614436546769364412941467950141113 | 0.026702802835890907644085417673831392447 -12/7 | 0.20450903111803979886231683327530540432 | 0.027609053521356199470014379971685133890 -8/21 | 0.20450903111803979886231683327530540432 | 0.027609053521356199470014379971685133890 44/21 | 0.20450903111803979886231683327530540432 | 0.027609053521356199470014379971685133890 f(z) = -147/128*z^3 + 103/24*z + 1 * [ -44/21 -4/7 ] 52/21 |-> -44/21 -40/21 |-> -44/21 f(z) = -147/128*z^3 + 139/24*z + 1 * [ 0 1 ] -1/12 |-> 1 1/12 |-> 1 f(z) = -144/143*z^3 + 1/143*z + 1 * 2/7 | 0.099397852339960657788315203061405971248 | 0.016099983165458152818901118340400902225 -10/21 | 0.17926713793829849540848621909695549873 | 0.029036823583019607748038817017972699530 -2/3 | 0.17926713793829849540848621909695549873 | 0.029036823583019607748038817017972699530 8/7 | 0.17926713793829849540848621909695549873 | 0.029036823583019607748038817017972699530 f(z) = -147/160*z^3 + 109/120*z + 1 * [ -3/5 ] 33/20 |-> 21/10 |-> -3/5 -3/2 |-> -3/5 f(z) = -160/189*z^3 + 104/35*z + 1 * -69/40 | 0.083817819026425637586108496308090224838 | 0.0096309015098076808046442161952607310997 21/10 | 0.083817819026425637586108496308090224838 | 0.0096309015098076808046442161952607310997 -3/8 | 0.083817819026425637586108496308090224838 | 0.0096309015098076808046442161952607310997 -3/20 | 0.25144943342837397522122255352143365255 | 0.028892242200696213780598303824843754113 f(z) = -160/189*z^3 + 223/70*z + 1 * [ 20/21 5/7 ] -10/21 |-> 20/21 -5/21 |-> 20/21 f(z) = -147/250*z^3 + 7/30*z + 1 * [ 20/21 16/21 ] -4/21 |-> 20/21 -4/7 |-> 20/21 f(z) = -147/256*z^3 + 13/48*z + 1 * [ -5/21 ] 65/21 |-> -5/21 -20/7 |-> -5/21 -10/21 | 0.21573549876267621017806951752102109695 | 0.026070371941715102628730034423574708484 f(z) = -147/250*z^3 + 157/30*z + 1 * [ 5/2 ] -15/14 |-> -20/7 |-> 5/2 5/14 |-> 5/2 f(z) = -147/250*z^3 + 171/40*z + 1 * [ -4/11 5/11 ] -2/11 |-> -4/11 -3/11 |-> -4/11 f(z) = -121/2*z^3 + 19/2*z + 1 * [ -5/11 6/11 ] -2/11 |-> -5/11 -4/11 |-> -5/11 f(z) = -121/3*z^3 + 28/3*z + 1 * [ 8/11 -1/11 ] -6/11 |-> 8/11 7/11 |-> 8/11 f(z) = -121/14*z^3 + 43/14*z + 1 * [ -4/11 ] 8/11 |-> 9/11 |-> -4/11 -5/11 |-> -4/11 f(z) = -121/12*z^3 + 61/12*z + 1 * [ -7/11 -4/11 ] -3/11 |-> -4/11 10/11 |-> -4/11 f(z) = -121/14*z^3 + 79/14*z + 1 * [ -5/11 -6/11 ] -4/11 |-> -5/11 10/11 |-> -5/11 f(z) = -121/15*z^3 + 76/15*z + 1 * [ -3/11 ] -5/11 |-> -7/11 |-> -3/11 10/11 |-> -3/11 f(z) = -121/15*z^3 + 79/15*z + 1 * [ 1/3 ] -7/33 |-> -3/11 |-> 1/3 -2/33 |-> 1/3 f(z) = -121*z^3 + 103/9*z + 1 * [ -4/11 ] [ -3/22 ] [ 1/2 ] -2/11 | 0.079558839663768273434497859400391920730 | 0.012869257032903286980465584734396046640 f(z) = -121/3*z^3 + 109/12*z + 1 * [ 0 1 ] -1/11 |-> 0 -10/11 |-> 0 f(z) = -121/10*z^3 + 111/10*z + 1 * [ 0 1 ] -2/11 |-> 0 -9/11 |-> 0 f(z) = -121/18*z^3 + 103/18*z + 1 * [ 15/22 -7/22 ] 6/11 |-> 15/22 -5/22 |-> 15/22 f(z) = -121/15*z^3 + 109/60*z + 1 * [ 1 ] -1/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/15*z^3 + 128/15*z + 1 * [ 1 ] -1/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/12*z^3 + 125/12*z + 1 * [ 1 ] -4/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/18*z^3 + 125/18*z + 1 * [ -5/16 ] 7/8 |-> -5/16 -9/16 |-> -5/16 -5/8 | 0.085635443653139272181594837203580206346 | 0.015443228735338785523283796788321895541 f(z) = -128/15*z^3 + 151/30*z + 1 * -1/4 | 0.14468155010848387503656568350464149104 | 0.020873135484963775220178663615307910718 -7/32 | 0.14468155010848387503656568350464149104 | 0.020873135484963775220178663615307910718 15/32 | 0.14468155010848387503656568350464149104 | 0.020873135484963775220178663615307910718 -9/32 | 0.17680902861394375427503114574286391673 | 0.025508150876573148566021609053757751531 f(z) = -128/3*z^3 + 169/24*z + 1 * -12/25 | 0.057152149772175871596173279140023646581 | 0.0088776568096590070586042978853448785534 -7/25 | 0.17145204418855750689348255181362197934 | 0.026632286164002262749668988708868501252 -8/25 | 0.17145204418855750689348255181362197934 | 0.026632286164002262749668988708868501252 3/5 | 0.17145204418855750689348255181362197934 | 0.026632286164002262749668988708868501252 f(z) = -125/6*z^3 + 169/30*z + 1 * -1/5 | 0.032721274004471434413095249657336934560 | 0.0050827176605688464500586345358036399741 -6/25 | 0.098158764746090475980001616366439214258 | 0.015247367417491114181851147421215249789 -9/25 | 0.16418193258927392652985013144106597748 | 0.025502992585306778207509052834360259283 -4/25 | 0.16418193258927392652985013144106597748 | 0.025502992585306778207509052834360259283 f(z) = -125/6*z^3 + 211/30*z + 1 * -14/45 | 0.14456623806417095646607057341851793186 | 0.018988581001423843101004265730248080239 -26/45 | 0.18706329293335883030235497186262112710 | 0.024570512021495968326127040769491457636 4/5 | 0.18706329293335883030235497186262112710 | 0.024570512021495968326127040769491457636 -2/9 | 0.18706329293335883030235497186262112710 | 0.024570512021495968326127040769491457636 f(z) = -135/16*z^3 + 259/60*z + 1 * -2/11 | 0.042052856714054195044828041636536004807 | 0.0087687017008415972116718135124200078599 -5/11 | 0.12615829947987603612817162811409732384 | 0.026306048665054477691653877257525533874 -3/11 | 0.12615829947987603612817162811409732384 | 0.026306048665054477691653877257525533874 8/11 | 0.12615829947987603612817162811409732384 | 0.026306048665054477691653877257525533874 f(z) = -121/30*z^3 + 49/30*z + 1 * -1/4 | 0.050357271403725354695879182314703251682 | 0.0090812732158567722892987241766902325528 -7/16 | 0.15106844269962684591478145854039536210 | 0.027243211639696272252364661567672249897 5/8 | 0.15106844269962684591478145854039536210 | 0.027243211639696272252364661567672249897 -3/16 | 0.15106844269962684591478145854039536210 | 0.027243211639696272252364661567672249897 f(z) = -128/21*z^3 + 79/42*z + 1 * [ 0 1 ] -4/11 |-> 0 -7/11 |-> 0 f(z) = -121/28*z^3 + 93/28*z + 1 * [ 0 1 ] -10/11 |-> 1 10/11 |-> 1 f(z) = -121/21*z^3 + 100/21*z + 1 * [ 1 ] -3/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/21*z^3 + 128/21*z + 1 * [ 1 ] -2/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/21*z^3 + 125/21*z + 1 * [ 1 ] 6/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/33*z^3 + 125/33*z + 1 * [ 1 ] -4/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/36*z^3 + 125/36*z + 1 * -3/11 | 0.049183205002494686611501892440433843177 | 0.0095875586898857951842593850140215448249 -10/11 | 0.11590223805182275333398336421422244801 | 0.022593474938337216452046017837999209346 -5/11 | 0.14754934434519751082819318052579083895 | 0.028762623307936035842837824204949611208 -2/11 | 0.14754934434519751082819318052579083895 | 0.028762623307936035842837824204949611208 f(z) = -121/30*z^3 + 169/30*z + 1 * [ 15/22 ] -7/22 |-> 15/22 -4/11 |-> 15/22 17/22 | 0.18297929674228900498547291891470714745 | 0.029598315051203522559196289782739714123 f(z) = -121/30*z^3 + 169/120*z + 1 * [ -15/11 16/11 ] -3/11 |-> -15/11 -13/11 |-> -15/11 f(z) = -121/24*z^3 + 217/24*z + 1 * 34/25 | 0.067324726791004987183831808203574341593 | 0.0098716371326803780972759644899831859792 -24/25 | 0.067324726791004987183831808203574341593 | 0.0098716371326803780972759644899831859792 -2/5 | 0.067324726791004987183831808203574341593 | 0.0098716371326803780972759644899831859792 -26/25 | 0.20197418037301496155149542461072302478 | 0.029614911398041134291827893469949557938 f(z) = -125/32*z^3 + 229/40*z + 1 * 12/11 | 0.041153283145623339558166679608836763837 | 0.0085811260425892159279411910302339433823 -6/11 | 0.12345674858760734950795644721830658915 | 0.025742731550475919267079735743422603357 -4/11 | 0.12345674858760734950795644721830658915 | 0.025742731550475919267079735743422603357 10/11 | 0.12345674858760734950795644721830658915 | 0.025742731550475919267079735743422603357 f(z) = -121/48*z^3 + 19/12*z + 1 * [ 0 1 ] -8/11 |-> 1 8/11 |-> 1 f(z) = -121/57*z^3 + 64/57*z + 1 * [ -5/16 7/8 ] 9/16 |-> 7/8 -1/4 |-> 7/8 f(z) = -128/45*z^3 + 61/90*z + 1 * [ -18/11 -4/11 ] 20/11 |-> -4/11 -2/11 |-> -4/11 f(z) = -121/48*z^3 + 91/12*z + 1 * [ 1 ] 5/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/45*z^3 + 128/45*z + 1 * [ 1 ] -2/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/42*z^3 + 125/42*z + 1 * [ 1 ] -3/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/48*z^3 + 125/48*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -5/11 | 0.13218811355159057607266378016798726448 | 0.027563362556139820970550684407953201770 f(z) = -121/40*z^3 + 121/40*z + 1 * [ 2/25 6/5 -12/25 ] -2/25 | 0.10013749236019442571733960964388773755 | 0.015554730565646257787404464218081994360 f(z) = -125/48*z^3 + 151/60*z + 1 * -14/25 | 0.050416993181017578183328187085121775028 | 0.0075479069594269755204914369307395731656 -6/25 | 0.11179827074778682473442876251543790466 | 0.016737272347824887678367460727410909511 34/25 | 0.15124891231021095510562216684989619017 | 0.022643411393716918530975490505098641118 -2/5 | 0.15124891231021095510562216684989619017 | 0.022643411393716918530975490505098641118 f(z) = -125/48*z^3 + 199/60*z + 1 * [ 8/11 ] 21/22 |-> -9/22 |-> 8/11 -7/22 |-> 8/11 f(z) = -121/42*z^3 + 193/168*z + 1 * [ -1 ] 1/11 |-> 16/11 |-> -1 -5/11 |-> -1 f(z) = -121/40*z^3 + 201/40*z + 1 * [ 14/11 ] [ -1 ] [ -3/11 ] -4/11 | 0.13089914153813524559688587517530492014 | 0.024591188453740755986783401985183594450 f(z) = -121/42*z^3 + 205/42*z + 1 * 36/25 | 0.061287806253878578112455830634070599488 | 0.0088271245300887454036475089134776440729 -26/25 | 0.061287806253878578112455830634070599488 | 0.0088271245300887454036475089134776440729 -2/5 | 0.061287806253878578112455830634070599488 | 0.0088271245300887454036475089134776440729 -14/25 | 0.18386445165268690610334511977989570897 | 0.026481522354898093636085603530686468082 f(z) = -125/48*z^3 + 259/60*z + 1 * -12/25 | 0.012063414544479961145647216087392447223 | 0.0017262022479655763242457632597148972142 -22/25 | 0.036188668692445895702135457468421393049 | 0.0051783813792892034203273626645609821057 -6/5 | 0.10856133028708103020505659000330452816 | 0.015534475060333857595890270529154492690 -28/25 | 0.14250727610348917083737285393436433759 | 0.020391936251072325413813068738670032785 f(z) = -125/48*z^3 + 271/60*z + 1 * -7/25 | 0.046847367049542264313438090862564968455 | 0.0072769764350043643572149367546065775566 17/25 | 0.14053872963707757476745818418398051242 | 0.021830405595536142959428306139689285914 -17/25 | 0.14053872963707757476745818418398051242 | 0.021830405595536142959428306139689285914 0 | 0.14053872963707757476745818418398051242 | 0.021830405595536142959428306139689285914 f(z) = -125/42*z^3 + 289/210*z + 1 * [ 12/11 -7/11 ] 2/11 |-> 12/11 5/11 |-> 12/11 f(z) = -121/70*z^3 + 39/70*z + 1 * [ -16/11 18/11 ] 14/11 |-> 18/11 2/11 |-> 18/11 f(z) = -121/64*z^3 + 57/16*z + 1 * [ -6/11 34/33 ] 16/33 |-> 34/33 2/33 |-> 34/33 f(z) = -121/64*z^3 + 73/144*z + 1 * [ 9/8 -11/16 ] 1/4 |-> 9/8 7/16 |-> 9/8 f(z) = -128/77*z^3 + 93/154*z + 1 * [ 1 ] 6/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/66*z^3 + 125/66*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -9/11 | 0.088393598293206557187663918880026317265 | 0.018431496841405054671079651453728688031 f(z) = -121/60*z^3 + 121/60*z + 1 * [ -13/11 16/11 ] 10/11 |-> 16/11 3/11 |-> 16/11 f(z) = -121/78*z^3 + 139/78*z + 1 * [ -3/11 ] -13/11 | 0.036823791619387534928929342398152721055 | 0.0064985913779913504918359496771799070642 -15/11 | 0.11046876630074772732980063919796764709 | 0.019495313780817034561061297558297664261 -7/11 | 0.14948201210712793183489271481774226721 | 0.026380295790418587373519629250395134912 f(z) = -121/60*z^3 + 289/60*z + 1 * [ -10/11 14/11 ] 4/11 |-> 14/11 6/11 |-> 14/11 f(z) = -121/80*z^3 + 19/20*z + 1 * -6/11 | 0.029950804098269241764942128704982938127 | 0.0062452277290901697989613489317958177880 -2/11 | 0.029950804098269241764942128704982938127 | 0.0062452277290901697989613489317958177880 8/11 | 0.029950804098269241764942128704982938127 | 0.0062452277290901697989613489317958177880 10/11 | 0.089853744375477084578629551122296481961 | 0.018735960947664065853333434204651685054 f(z) = -121/96*z^3 + 13/24*z + 1 * [ 0 1 ] -6/11 |-> 1 6/11 |-> 1 f(z) = -121/85*z^3 + 36/85*z + 1 * [ 1 0 ] 5/11 |-> 1 -5/11 |-> 1 f(z) = -121/96*z^3 + 25/96*z + 1 * [ -4/11 ] 20/11 | 0.066368435217592077146891648688394359157 | 0.011530821352791621006882950032911103798 -14/11 | 0.066368435217592077146891648688394359157 | 0.011530821352791621006882950032911103798 -6/11 | 0.066368435217592077146891648688394359157 | 0.011530821352791621006882950032911103798 f(z) = -121/80*z^3 + 79/20*z + 1 * [ -6/5 ] [ -2/5 ] [ 8/5 ] -8/5 | 0.17168887280591660003858463561863652830 | 0.029223982489580243421555603830746276206 f(z) = -125/96*z^3 + 89/24*z + 1 * [ 1 ] 7/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/84*z^3 + 125/84*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -3/11 | 0.068032687208289144822960997680501219804 | 0.014185917120745277503417777075979092095 f(z) = -121/84*z^3 + 121/84*z + 1 * -7/11 | 0.037270149537804940476066114022194714195 | 0.0072652798055027160951802048995935416243 15/11 | 0.037270149537804940476066114022194714195 | 0.0072652798055027160951802048995935416243 -8/11 | 0.037270149537804940476066114022194714195 | 0.0072652798055027160951802048995935416243 1/11 | 0.11180577282315816452684855966462449160 | 0.021794927938423199971274704663250037047 f(z) = -121/84*z^3 + 169/84*z + 1 * -18/25 | 0.030736854744609612607597133992516981057 | 0.0046678555041473277923772599044048916591 2/5 | 0.092208497000987058378429007572081808261 | 0.014003252571920774174280617328008403255 18/25 | 0.15243610851633078684258955749595017106 | 0.023149724787424451658504609084513391253 -2/25 | 0.17945745644754421217771925042795940934 | 0.027253324479657587139991161293556936974 f(z) = -125/96*z^3 + 181/120*z + 1 * [ 11/8 -17/16 ] 3/4 |-> 11/8 5/16 |-> 11/8 f(z) = -128/85*z^3 + 229/170*z + 1 * [ 46/33 -12/11 ] 26/33 |-> 46/33 10/33 |-> 46/33 f(z) = -121/80*z^3 + 259/180*z + 1 * [ 0 1 ] 4/11 |-> 1 -4/11 |-> 1 f(z) = -121/105*z^3 + 16/105*z + 1 * [ 0 1 ] -3/11 |-> 1 3/11 |-> 1 f(z) = -121/112*z^3 + 9/112*z + 1 * [ 0 1 ] -2/11 |-> 1 2/11 |-> 1 f(z) = -121/117*z^3 + 4/117*z + 1 * [ -3/2 ] 39/22 |-> 24/11 |-> -3/2 -15/22 |-> -3/2 f(z) = -121/108*z^3 + 67/16*z + 1 * [ 19/11 -16/11 ] [ 3/11 16/11 ] f(z) = -121/114*z^3 + 199/114*z + 1 * 1/4 | 0.041757163530688877564752130137941979696 | 0.0077550750894475298975652786219549089511 -5/8 | 0.12526942335922485324989399600835680418 | 0.023264841345093023437499675549689435494 3/2 | 0.12526942335922485324989399600835680418 | 0.023264841345093023437499675549689435494 -7/8 | 0.12526942335922485324989399600835680418 | 0.023264841345093023437499675549689435494 f(z) = -128/105*z^3 + 218/105*z + 1 * [ 15/16 ] -1/16 |-> 15/16 -7/8 |-> 15/16 3/8 | 0.12544924262745769026994371261248823362 | 0.022623125027738695467391344248819850922 f(z) = -128/105*z^3 + 211/210*z + 1 * -6/11 | 0.048442978626380297279974373002159115754 | 0.0098608552306483045331843657801851619752 10/11 | 0.048444012242801187002155570204893683209 | 0.0098610656293929610810995174900537097533 6/11 | 0.14532893587914089183992311900647734726 | 0.029582565691944913599553097340555485926 14/11 | 0.14532996949556178156210431620921191472 | 0.029582776090689570147468249050424033704 f(z) = -121/120*z^3 + 17/15*z + 1 * 44/45 | 0.051198632847701491933646663988824803930 | 0.0065724642796687195748812538412342542173 56/45 | 0.15359454547016214288678191214661319262 | 0.019717219142501259403403187779739244522 -4/5 | 0.15359454547016214288678191214661319262 | 0.019717219142501259403403187779739244522 -4/9 | 0.15359454547016214288678191214661319262 | 0.019717219142501259403403187779739244522 f(z) = -135/128*z^3 + 151/120*z + 1 * [ -56/25 12/5 ] -24/25 |-> -56/25 -36/25 |-> -56/25 f(z) = -125/128*z^3 + 171/40*z + 1 * [ -14/11 18/11 ] [ 4/11 14/11 ] f(z) = -121/144*z^3 + 31/36*z + 1 * [ 1 ] 8/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/156*z^3 + 125/156*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -13/11 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548 f(z) = -121/156*z^3 + 121/156*z + 1 * [ -9/11 ] 18/11 |-> 24/11 |-> -9/11 -15/11 |-> -9/11 f(z) = -121/162*z^3 + 49/18*z + 1 * [ 5/11 12/11 ] [ 17/11 -12/11 ] f(z) = -121/170*z^3 + 59/170*z + 1 * [ -24/11 -9/11 ] 30/11 |-> -24/11 -21/11 |-> -24/11 f(z) = -121/162*z^3 + 79/18*z + 1 * -10/11 | 0.11936466562988311429338956967284837693 | 0.021713846245539734054932482940405969400 -8/11 | 0.11936466562988311429338956967284837693 | 0.021713846245539734054932482940405969400 18/11 | 0.11936466562988311429338956967284837693 | 0.021713846245539734054932482940405969400 -2/11 | 0.11965681808062439889854415154506340030 | 0.021766992236123950185858799921630877984 f(z) = -121/160*z^3 + 61/40*z + 1 * [ 1 ] 7/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/168*z^3 + 125/168*z + 1 * -26/11 | 0.047836221945852936590106985562254320547 | 0.0074858247815917102357427952500056074029 -6/11 | 0.094276256187793337884481332005483005134 | 0.014753162063783226567940132980493875475 24/11 | 0.14350866583755880977032095668676296164 | 0.022457474344775130707228385750016822209 -14/11 | 0.15215242963955749353761043937017235730 | 0.023810125090238875596563671849458977428 f(z) = -121/160*z^3 + 149/40*z + 1 * [ -2 ] -8/11 |-> -2 30/11 |-> -2 -2/11 | 0.16749212352574286767348400217337495926 | 0.025436208004921973686924204671107911934 f(z) = -121/160*z^3 + 181/40*z + 1 * [ 5/11 16/11 ] -9/11 |-> 5/11 -7/11 |-> 5/11 f(z) = -121/168*z^3 + 193/168*z + 1 * 39/25 | 0.059179708284273259598813854650758821535 | 0.0077552250768563956307884834101238581292 -36/25 | 0.17753782057411234006794786995403120657 | 0.023265504310920672391619324012727203418 51/25 | 0.17753782057411234006794786995403120657 | 0.023265504310920672391619324012727203418 -3/5 | 0.17753782057411234006794786995403120657 | 0.023265504310920672391619324012727203418 f(z) = -125/162*z^3 + 229/90*z + 1 * [ -10/11 16/11 ] [ 6/11 10/11 ] f(z) = -121/192*z^3 + 1/48*z + 1 * -18/11 | 0.034230524014442880310686487151286496743 | 0.0060299469039445152276117372506040280912 2/11 | 0.034230524014442880310686487151286496743 | 0.0060299469039445152276117372506040280912 16/11 | 0.034230524014442880310686487151286496743 | 0.0060299469039445152276117372506040280912 14/11 | 0.10268914015935772315075957547782972786 | 0.018089412318414414829507322209904693362 f(z) = -121/192*z^3 + 73/48*z + 1 * [ 15/11 -8/11 ] [ 7/11 8/11 ] f(z) = -121/210*z^3 - 41/210*z + 1 * [ 10/11 ] -7/11 |-> 10/11 -3/11 |-> 10/11 18/11 | 0.11141875365125125929511387910847950643 | 0.020837200862557035632787109688997127231 f(z) = -121/210*z^3 + 79/210*z + 1 * 4/11 | 0.057888497827922959147448566451659653487 | 0.0083753782239427488875795106834035999502 -26/11 | 0.064749336826672623589090860771887684766 | 0.0093680127490070323631701434508998799795 30/11 | 0.17366549348376887744234569935497896046 | 0.025126134671828246662738532050210799851 -30/11 | 0.19424801048001787076727258231566305430 | 0.028104038247021097089510430352699639939 f(z) = -121/208*z^3 + 251/52*z + 1 * [ 13/11 -4/11 ] [ 4/11 9/11 ] f(z) = -121/234*z^3 - 101/234*z + 1 * [ 14/11 -6/11 ] [ 8/11 6/11 ] f(z) = -121/224*z^3 - 19/56*z + 1 * [ 1 ] 7/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/231*z^3 + 128/231*z + 1 * [ 10/11 2/11 ] [ 12/11 -2/11 ] f(z) = -121/240*z^3 - 29/60*z + 1 * [ -15/11 20/11 ] [ 10/11 ] -5/11 |-> 10/11 f(z) = -121/250*z^3 + 3/10*z + 1 * [ 10/11 ] -6/11 |-> 10/11 -4/11 |-> 10/11 14/11 | 0.089416859531285787990321881489568841281 | 0.016315042968888206973755129780424257483 f(z) = -121/240*z^3 + 19/60*z + 1 * [ 1 ] 9/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/252*z^3 + 125/252*z + 1 * -10/11 | 0.038211965870832749639197906931051235069 | 0.0054679030669304497305388499640025765851 -2/11 | 0.057420042098461190011729161558716496396 | 0.0082164635380118751372270852194982444484 -30/11 | 0.11463383037965646947323132638768457030 | 0.016403413392173864449828622992044567029 2/11 | 0.17225805906254179059082509027068035428 | 0.024649094805418140669893328758531570618 f(z) = -121/240*z^3 + 271/60*z + 1 * [ -15/22 ] [ -3/2 ] [ 24/11 ] 57/22 | 0.14154130186112982030445795632652479171 | 0.017762233626245412819080594208801249976 f(z) = -121/270*z^3 + 107/40*z + 1 * [ -5/9 2/3 ] -7/18 |-> -5/9 -5/18 |-> -5/9 f(z) = -108/5*z^3 + 109/15*z + 1 * -5/36 | 0.038828172609063120872818481853571684516 | 0.0054176039356710487953634355236994162788 -1/4 | 0.11647984203693270571710566315875540257 | 0.016252159404955705135985934568308443467 -1/9 | 0.11647984203693270571710566315875540257 | 0.016252159404955705135985934568308443467 13/36 | 0.11647984203693270571710566315875540257 | 0.016252159404955705135985934568308443467 f(z) = -108*z^3 + 133/12*z + 1 * [ -4/9 -1/3 ] 13/18 |-> -4/9 -7/18 |-> -4/9 f(z) = -108/7*z^3 + 127/21*z + 1 * [ -1/14 1/2 ] -5/28 |-> -1/14 -9/28 |-> -1/14 f(z) = -112/3*z^3 + 151/21*z + 1 * [ 7/9 -2/3 ] -1/2 |-> -2/3 -5/18 |-> -2/3 f(z) = -108/7*z^3 + 151/21*z + 1 * 7/9 | 0.046267587844659465083325005451205728511 | 0.0080037434143655937640750942545451416842 -11/18 | 0.046267587844659465083325005451205728511 | 0.0080037434143655937640750942545451416842 -1/6 | 0.046267587844659465083325005451205728511 | 0.0080037434143655937640750942545451416842 -2/9 | 0.13880069630113661580561262194814805062 | 0.024010872636357071771998548132775607370 f(z) = -108/7*z^3 + 163/21*z + 1 * 5/4 | 0.029806743680945002054392656631094411409 | 0.0040757343691653958897879940958241271275 -5/12 | 0.089414521636157459539646990288589015789 | 0.012226422410843366269096821726707782836 -5/36 | 0.089414521636157459539646990288589015789 | 0.012226422410843366269096821726707782836 5/9 | 0.089414521636157459539646990288589015789 | 0.012226422410843366269096821726707782836 f(z) = -108/125*z^3 + 13/60*z + 1 * -5/36 | 0.081975626446643468957228135923623436401 | 0.0096651522034403191045614355485141196572 -55/36 | 0.15403540965264547790142416487058934187 | 0.018161199170354827681285782344818691712 5/3 | 0.17372853255228607254086755429600337032 | 0.020483072615383874357445241694359492530 5/9 | 0.24592385089855604151339515127893004455 | 0.028995099548739470178134970299627968732 f(z) = -108/125*z^3 + 193/60*z + 1 * [ -1/14 5/14 ] -1/7 |-> -1/14 -3/14 |-> -1/14 f(z) = -98*z^3 + 19/2*z + 1 * -5/14 | 0.079876288869429192659302414498924710731 | 0.015133488759994871260443032206491952455 -3/14 | 0.079876288869429192659302414498924710731 | 0.015133488759994871260443032206491952455 4/7 | 0.079876288869429192659302414498924710731 | 0.015133488759994871260443032206491952455 -1/7 | 0.087972676078301508394177604701519405388 | 0.016667443160684731836082057851329350563 f(z) = -98/3*z^3 + 49/6*z + 1 * [ 5/7 -3/14 ] 4/7 |-> 5/7 -5/14 |-> 5/7 f(z) = -98/15*z^3 + 49/30*z + 1 * [ -2/7 ] 9/14 |-> -2/7 -5/14 |-> -2/7 -3/7 | 0.12783520787095542796512092609956520559 | 0.024219861849229359934558358681237294847 f(z) = -98/5*z^3 + 61/10*z + 1 * [ 5/7 -1/14 ] 9/14 |-> 5/7 -4/7 |-> 5/7 f(z) = -98/9*z^3 + 73/18*z + 1 * [ 1/2 ] -1/18 |-> 1/2 -4/9 |-> 1/2 -7/18 | 0.12382294594619072115276402075987256620 | 0.021419899638847599910800623916703430266 f(z) = -81/2*z^3 + 73/8*z + 1 * [ 0 1 ] -1/9 |-> 0 -8/9 |-> 0 f(z) = -81/8*z^3 + 73/8*z + 1 * [ 0 1 ] -2/9 |-> 0 -7/9 |-> 0 f(z) = -81/14*z^3 + 67/14*z + 1 * [ 0 1 ] -8/9 |-> 1 8/9 |-> 1 f(z) = -81/17*z^3 + 64/17*z + 1 * [ 0 1 ] -1/10 |-> 0 -9/10 |-> 0 f(z) = -100/9*z^3 + 91/9*z + 1 * [ 0 1 ] -9/10 |-> 1 9/10 |-> 1 f(z) = -100/19*z^3 + 81/19*z + 1 * [ 7/12 -5/24 ] 1/2 |-> 7/12 -7/24 |-> 7/12 f(z) = -96/7*z^3 + 109/42*z + 1 * [ 15/28 -2/7 ] 13/28 |-> 15/28 -5/28 |-> 15/28 f(z) = -98/5*z^3 + 129/40*z + 1 * [ -1/4 ] 15/28 |-> -1/4 -2/7 |-> -1/4 -9/28 | 0.10031176380970387594647983280117284899 | 0.015051861838520467255634061484848038278 f(z) = -98/3*z^3 + 169/24*z + 1 * -7/48 | 0.22396714397609017037268397654947769880 | 0.028927346235059545496872235432159187768 -3/16 | 0.22655922137056358891658257463695289860 | 0.029262136057025611947511877535934759671 -1/6 | 0.22655922137056358891658257463695289860 | 0.029262136057025611947511877535934759671 17/48 | 0.22655922137056358891658257463695289860 | 0.029262136057025611947511877535934759671 f(z) = -96*z^3 + 217/24*z + 1 * [ -7/24 ] [ 2/3 ] [ -3/8 ] -1/2 | 0.17767852354482394321459655250579275120 | 0.027953982693454096017443640732695879594 f(z) = -96/7*z^3 + 235/42*z + 1 * [ 2/3 ] -1/24 |-> 2/3 -5/8 |-> 2/3 -1/6 | 0.17093240404490610128682380415505664984 | 0.026892622524614657151717771935678522054 f(z) = -96/5*z^3 + 241/30*z + 1 * [ 1 0 ] 7/9 |-> 1 -7/9 |-> 1 f(z) = -81/32*z^3 + 49/32*z + 1 * [ 0 1 ] -3/10 |-> 0 -7/10 |-> 0 f(z) = -100/21*z^3 + 79/21*z + 1 * [ 0 1 ] -4/9 |-> 0 -5/9 |-> 0 f(z) = -81/20*z^3 + 61/20*z + 1 * [ 17/9 -16/9 ] [ 1/9 16/9 ] f(z) = -81/34*z^3 + 239/34*z + 1 * [ 0 1 ] 5/9 |-> 1 -5/9 |-> 1 f(z) = -81/56*z^3 + 25/56*z + 1 * [ 0 1 ] -7/10 |-> 1 7/10 |-> 1 f(z) = -100/51*z^3 + 49/51*z + 1 * [ 0 1 ] 4/9 |-> 1 -4/9 |-> 1 f(z) = -81/65*z^3 + 16/65*z + 1 * [ 0 1 ] -2/9 |-> 1 2/9 |-> 1 f(z) = -81/77*z^3 + 4/77*z + 1 * [ -14/9 16/9 ] [ 2/9 14/9 ] f(z) = -81/64*z^3 + 41/16*z + 1 * [ 9/7 -13/14 ] 4/7 |-> 9/7 5/14 |-> 9/7 f(z) = -98/65*z^3 + 129/130*z + 1 * [ 6/7 ] 9/7 |-> -9/14 |-> 6/7 -3/14 |-> 6/7 f(z) = -98/81*z^3 + 13/18*z + 1 * [ 0 1 ] -3/10 |-> 1 3/10 |-> 1 f(z) = -100/91*z^3 + 9/91*z + 1 * [ 0 1 ] -1/10 |-> 1 1/10 |-> 1 f(z) = -100/99*z^3 + 1/99*z + 1 * [ 0 1 ] -1/9 |-> 1 1/9 |-> 1 f(z) = -81/80*z^3 + 1/80*z + 1 * [ -3/4 ] 9/5 |-> -3/4 -21/20 |-> -3/4 33/20 | 0.15239860984174687713325907515644235183 | 0.022123395048291692259691957058976761507 f(z) = -100/81*z^3 + 109/36*z + 1 * [ 14/9 -10/9 ] [ 10/9 4/9 ] f(z) = -81/112*z^3 + 11/28*z + 1 * [ 5/14 9/7 ] [ -9/7 23/14 ] f(z) = -98/115*z^3 + 209/230*z + 1 * [ 5/9 8/9 ] [ -8/9 13/9 ] f(z) = -81/130*z^3 - 1/130*z + 1 * [ -5/3 ] 5/12 |-> 5/2 |-> -5/3 -5/6 |-> -5/3 f(z) = -96/125*z^3 + 56/15*z + 1 * 5/12 | 0.029806015988514259892168125176842281902 | 0.0038244285642163989724700196659350133037 55/24 | 0.089414267569720056020117398348066692582 | 0.011472800627695395643347426043537944410 -5/3 | 0.089414267569720056020117398348066692582 | 0.011472800627695395643347426043537944410 -5/8 | 0.089414267569720056020117398348066692582 | 0.011472800627695395643347426043537944410 f(z) = -96/125*z^3 + 97/30*z + 1 * [ 10/21 5/3 ] -55/42 |-> 10/21 -5/14 |-> 10/21 f(z) = -84/125*z^3 + 163/105*z + 1 * [ -5/6 ] 15/7 |-> -5/6 -55/42 |-> -5/6 -5/21 | 0.24841216189799720057432947536177336512 | 0.028460660367480787637487653304762056213 f(z) = -98/125*z^3 + 247/90*z + 1 * -40/27 | 0.12284059002060666105393228198435941007 | 0.014668045348225969881952756084724597571 -4/3 | 0.12284059002060666105393228198435941007 | 0.014668045348225969881952756084724597571 76/27 | 0.12284059002060666105393228198435941007 | 0.014668045348225969881952756084724597571 -4/27 | 0.24416251792755985933909455556518432234 | 0.029154751574359112792598129252491440777 f(z) = -81/128*z^3 + 271/72*z + 1 * [ 7/9 4/9 ] [ -4/9 11/9 ] f(z) = -81/154*z^3 - 61/154*z + 1 * [ 10/9 -2/9 ] [ 2/9 8/9 ] f(z) = -81/160*z^3 - 19/40*z + 1 * 4/9 | 0.052610275169759209584593848302406194107 | 0.0079249435782841478917323640178114463338 -22/9 | 0.061630198288271240700636417725080247385 | 0.0092836588019550795419774718900756554232 26/9 | 0.15783082550927762875378154490721858232 | 0.023774830734852443675197092053434339002 -26/9 | 0.18489059486481372210190925317524074216 | 0.027850976405865238625932415670226966270 f(z) = -81/176*z^3 + 191/44*z + 1 * [ 2 ] 14/9 | 0.13805692349023109204857283667404847866 | 0.022715539671870513080424716914845392522 10/9 | 0.13805692349023109204857283667404847866 | 0.022715539671870513080424716914845392522 -8/3 | 0.13805692349023109204857283667404847866 | 0.022715539671870513080424716914845392522 f(z) = -81/224*z^3 + 109/56*z + 1 * [ -5/6 ] -20/9 |-> -5/6 55/18 |-> -5/6 35/18 | 0.19254367355136253363016981930181936339 | 0.024705399248015844951223432674270751394 f(z) = -81/250*z^3 + 97/40*z + 1 * [ 8/15 -1/5 ] 7/15 |-> 8/15 -4/15 |-> 8/15 f(z) = -75/4*z^3 + 37/12*z + 1 * -1/16 | 0.030914049396772551476475950961255482095 | 0.0055749432198150263387880603329134443201 -1/4 | 0.092739539632902776972440464887275930210 | 0.016724359240339289286177763315497978682 -3/16 | 0.092739539632902776972440464887275930210 | 0.016724359240339289286177763315497978682 7/16 | 0.092739539632902776972440464887275930210 | 0.016724359240339289286177763315497978682 f(z) = -64*z^3 + 37/4*z + 1 * [ -2/3 ] -4/5 | 0.020268723443025180549274050780418936455 | 0.0037423093993559569850645412034441816030 -4/15 | 0.060803561771660664190834764344766293290 | 0.011226446567887267999288099426690588689 -2/5 | 0.15403463640518612430603357476178872127 | 0.028440136808116059696680580905972105269 f(z) = -75/16*z^3 + 55/12*z + 1 * [ 0 1 ] -1/8 |-> 0 -7/8 |-> 0 f(z) = -64/7*z^3 + 57/7*z + 1 * [ -14/15 -2/5 ] 6/5 |-> -2/5 -4/15 |-> -2/5 f(z) = -75/16*z^3 + 67/12*z + 1 * [ -7/15 4/5 ] -2/15 |-> 4/5 3/5 |-> 4/5 f(z) = -75/14*z^3 + 67/42*z + 1 * [ 2/3 ] -1/5 |-> 2/3 -7/15 |-> 2/3 11/15 | 0.15611944429428842779725731288352609917 | 0.028825064659204965062415479933346525430 f(z) = -75/14*z^3 + 79/42*z + 1 * [ -3/16 ] -1/4 | 0.012636548981703488641583944949025487504 | 0.0022788358187317629317444018636756002884 -7/16 | 0.037903937538432919301220855242382244072 | 0.0068354778396077744393893347266185406526 -5/16 | 0.11371023767430477016885637493339078360 | 0.020506149498878108463200737557001902991 f(z) = -64/3*z^3 + 85/12*z + 1 * 3/5 | 0.089782801289818072288178396436423628119 | 0.014985117675970444077141536726841060168 -7/20 | 0.089782801289818072288178396436423628119 | 0.014985117675970444077141536726841060168 -1/4 | 0.089782801289818072288178396436423628119 | 0.014985117675970444077141536726841060168 -3/20 | 0.17197157665241269878389747574549184088 | 0.028702761286540801021868860297627609082 f(z) = -80/3*z^3 + 109/15*z + 1 * [ -1/6 ] 2/5 |-> -1/6 -7/30 |-> -1/6 -2/15 | 0.18774909736746428466093866276720586038 | 0.027600441300426945659703871349746430244 f(z) = -75*z^3 + 109/12*z + 1 * [ -3/10 ] 13/30 |-> -3/10 -2/15 |-> -3/10 -1/10 | 0.16886394798697082700663108059492993007 | 0.024824191165354758305010616105430933468 f(z) = -75*z^3 + 133/12*z + 1 * -4/15 | 0.094087538833727710215095118481939807437 | 0.013831531704247549530669663180991139843 -7/30 | 0.094087538833727710215095118481939807437 | 0.013831531704247549530669663180991139843 1/2 | 0.094087538833727710215095118481939807437 | 0.013831531704247549530669663180991139843 -3/10 | 0.18119725736226417345187057172542624767 | 0.026637274616757701235008274775939890582 f(z) = -75/2*z^3 + 169/24*z + 1 * [ -7/15 -11/15 ] [ -2/3 ] -4/15 | 0.13810745781834593427873379889915725995 | 0.025499427182356974705210747384499394064 f(z) = -75/14*z^3 + 205/42*z + 1 * [ 0 1 ] -5/8 |-> 1 5/8 |-> 1 f(z) = -64/39*z^3 + 25/39*z + 1 * [ 1 ] -3/4 |-> 0 |-> 1 -1 |-> 1 f(z) = -64/21*z^3 + 64/21*z + 1 * -6/5 | 0.035827696646204159050334140744781919959 | 0.0058949992795991894631869169750254313836 -2/5 | 0.10748102270577069770664002782887662497 | 0.017684657701494481541055974110395837136 2/15 | 0.10748102270577069770664002782887662497 | 0.017684657701494481541055974110395837136 -2/15 | 0.14412318539666303110037185729080728965 | 0.023713667179798517702953930549056428845 f(z) = -75/32*z^3 + 109/24*z + 1 * -1/15 | 0.045569356603515805896639982622075934708 | 0.0084136838720656861872135723577043541322 0 | 0.13670649486955342995511375707247185551 | 0.025240760827460323416505524358531924596 -13/15 | 0.13670649486955342995511375707247185551 | 0.025240760827460323416505524358531924596 13/15 | 0.13670649486955342995511375707247185551 | 0.025240760827460323416505524358531924596 f(z) = -75/28*z^3 + 169/84*z + 1 * 1/10 | 0.10209588790660524215606560666424388098 | 0.017040222320248205766978239352273043136 -13/20 | 0.16308859013924296327548672930420911463 | 0.027220154414159746661841573848478460715 13/20 | 0.16308859013924296327548672930420911463 | 0.027220154414159746661841573848478460715 0 | 0.16308859013924296327548672930420911463 | 0.027220154414159746661841573848478460715 f(z) = -80/33*z^3 + 169/165*z + 1 * -8/15 | 0.053679020825259478649774345697072125311 | 0.0096600111123182611311634618145240981248 -13/15 | 0.16103461376586948614702629248213530259 | 0.028979592670106401391843032348272718273 6/5 | 0.16103461376586948614702629248213530259 | 0.028979592670106401391843032348272718273 -1/3 | 0.16103461376586948614702629248213530259 | 0.028979592670106401391843032348272718273 f(z) = -75/26*z^3 + 259/78*z + 1 * [ 0 1 ] 3/8 |-> 1 -3/8 |-> 1 f(z) = -64/55*z^3 + 9/55*z + 1 * [ 1 ] 5/4 |-> 0 |-> 1 -1 |-> 1 f(z) = -64/45*z^3 + 64/45*z + 1 * 13/15 | 0.047501925180826739380932399805288845430 | 0.0087705030655437749742508596377368148999 0 | 0.14249952442076925823142419351016419243 | 0.026310355022733733285197755295759901971 -11/15 | 0.14249952442076925823142419351016419243 | 0.026310355022733733285197755295759901971 11/15 | 0.14249952442076925823142419351016419243 | 0.026310355022733733285197755295759901971 f(z) = -75/52*z^3 + 121/156*z + 1 * [ 0 1 ] -1/8 |-> 1 1/8 |-> 1 f(z) = -64/63*z^3 + 1/63*z + 1 * [ -9/4 -3/4 ] 21/8 |-> -3/4 -3/8 |-> -3/4 f(z) = -64/81*z^3 + 43/9*z + 1 * [ 3/10 3/2 ] -21/20 |-> 3/10 -9/20 |-> 3/10 f(z) = -80/81*z^3 + 79/45*z + 1 * [ 5/12 7/6 ] [ -7/6 19/12 ] f(z) = -72/95*z^3 + 101/190*z + 1 * [ 7/12 5/6 ] [ 17/12 -5/6 ] f(z) = -72/119*z^3 - 19/238*z + 1 * -2/3 | 0.10874117247483605041669894008168455271 | 0.018693328953941441574838356732472829643 14/15 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014 -6/5 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014 4/15 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014 f(z) = -75/112*z^3 + 67/84*z + 1 * [ 28/15 ] [ -6/5 ] [ -2/3 ] -4/15 | 0.12522189820739373530006455014607607263 | 0.018291571060113562632358573156789154216 f(z) = -75/112*z^3 + 235/84*z + 1 * [ 4/3 ] -4/5 |-> 4/15 |-> 4/3 -8/5 |-> 4/3 f(z) = -75/128*z^3 + 31/24*z + 1 * [ 8/15 28/15 ] -4/15 |-> 8/15 -8/5 |-> 8/15 f(z) = -75/128*z^3 + 43/24*z + 1 * -15/16 | 0.095118302572931055053536813159070650169 | 0.013098217781408465662315578616373348283 5/16 | 0.19736465833632253320895216692822124157 | 0.027178000524770783372594183212401894497 -5/2 | 0.19736465833632253320895216692822124157 | 0.027178000524770783372594183212401894497 35/16 | 0.19736465833632253320895216692822124157 | 0.027178000524770783372594183212401894497 f(z) = -64/125*z^3 + 57/20*z + 1 * [ -3/16 ] -3/4 |-> -57/16 |-> -3/16 15/4 |-> -3/16 f(z) = -64/135*z^3 + 127/20*z + 1 * 55/36 | 0.081411557167829267778937411405214052373 | 0.0095986468814398515448090576682035122092 -35/36 | 0.24423229520146715732920793407242688994 | 0.028795660471764535058228057412770755372 -5/4 | 0.24423229520146715732920793407242688994 | 0.028795660471764535058228057412770755372 20/9 | 0.24423229520146715732920793407242688994 | 0.028795660471764535058228057412770755372 f(z) = -72/125*z^3 + 193/90*z + 1 * [ 11/12 1/6 ] [ 13/12 -1/6 ] f(z) = -72/143*z^3 - 139/286*z + 1 * [ 1 ] 7/4 |-> 0 |-> 1 -1 |-> 1 f(z) = -64/231*z^3 + 64/231*z + 1 * [ 5/7 ] -2/7 |-> 5/7 -3/7 |-> 5/7 0 | 0.091725377065986871928941017688144182265 | 0.023568759613725499908989782753052421980 f(z) = -49/15*z^3 + 19/15*z + 1 * [ 1/2 ] 4/7 |-> -2/7 |-> 1/2 -3/14 |-> 1/2 f(z) = -49/3*z^3 + 37/12*z + 1 * -5/7 | 0.078437847452167875939418387523346043313 | 0.020154539892360222103649180132875176890 -2/7 | 0.078437847452167875939418387523346043313 | 0.020154539892360222103649180132875176890 0 | 0.078437847452167875939418387523346043313 | 0.020154539892360222103649180132875176890 -6/7 | 0.091002362286261448686121809116783374123 | 0.023382981565320637191180755526679632098 f(z) = -49/6*z^3 + 37/6*z + 1 * [ 0 1 ] -3/7 |-> 0 -4/7 |-> 0 f(z) = -49/12*z^3 + 37/12*z + 1 * [ 0 1 ] -6/7 |-> 1 6/7 |-> 1 f(z) = -49/13*z^3 + 36/13*z + 1 * [ 8/15 -1/3 ] 7/15 |-> 8/15 -2/15 |-> 8/15 f(z) = -45/2*z^3 + 39/10*z + 1 * [ -2/9 ] -5/18 | 0.10109498218073787563080739771693645704 | 0.017488231730841882153457693004754813587 -1/6 | 0.10109498218073787563080739771693645704 | 0.017488231730841882153457693004754813587 4/9 | 0.10109498218073787563080739771693645704 | 0.017488231730841882153457693004754813587 f(z) = -54*z^3 + 49/6*z + 1 * [ -1/14 4/7 ] -3/14 |-> -1/14 -5/14 |-> -1/14 f(z) = -49/2*z^3 + 49/8*z + 1 * [ -5/7 -3/7 ] [ 0 1 ] f(z) = -49/8*z^3 + 41/8*z + 1 * [ -5/14 6/7 ] 4/7 |-> 6/7 -3/14 |-> 6/7 f(z) = -49/15*z^3 + 49/60*z + 1 * [ -1/14 9/14 ] -2/7 |-> -1/14 -5/14 |-> -1/14 f(z) = -49/3*z^3 + 61/12*z + 1 * [ 10/7 -9/7 ] -6/7 |-> -9/7 -4/7 |-> -9/7 f(z) = -49/15*z^3 + 76/15*z + 1 * [ -1 ] -2/7 |-> -3/7 |-> -1 10/7 |-> -1 f(z) = -49/15*z^3 + 79/15*z + 1 * [ -4/7 11/14 ] 9/14 |-> 11/14 -1/14 |-> 11/14 f(z) = -49/6*z^3 + 73/24*z + 1 * [ 7/9 -1/6 ] -4/9 |-> 7/9 11/18 |-> 7/9 f(z) = -54/11*z^3 + 97/66*z + 1 * [ -3/7 -5/21 ] 13/21 |-> -5/21 -4/21 |-> -5/21 f(z) = -49/2*z^3 + 133/18*z + 1 * [ -1/2 ] -9/14 | 0.063831107827325344200339076603790658043 | 0.012093543234362232926364310534599743167 -4/7 | 0.089854013145010407843552927578075346767 | 0.017023884274259019884066731873034032653 -3/14 | 0.15502559340783438862737651929673740351 | 0.029371395548734663422606896465195843634 f(z) = -49/6*z^3 + 121/24*z + 1 * [ 15/28 -1/4 ] 13/28 |-> 15/28 -3/14 |-> 15/28 f(z) = -56/3*z^3 + 127/42*z + 1 * 5/6 | 0.029808708375567605399443180389481712561 | 0.0051565526638802823967818077782292970483 -4/9 | 0.029808708375567605399443180389481712561 | 0.0051565526638802823967818077782292970483 -7/18 | 0.029808708375567605399443180389481712561 | 0.0051565526638802823967818077782292970483 -5/9 | 0.089423915109347364919476684444449368947 | 0.015469275684875391541865795988680387090 f(z) = -54/5*z^3 + 169/30*z + 1 * [ -2/5 1/2 ] -7/30 |-> -2/5 -4/15 |-> -2/5 f(z) = -45*z^3 + 169/20*z + 1 * [ -4/5 ] 0 |-> 1 |-> -4/5 -1/5 |-> -4/5 f(z) = -45/4*z^3 + 189/20*z + 1 * [ -1/6 ] 0 |-> 1 |-> -1/6 -5/6 |-> -1/6 f(z) = -42/5*z^3 + 217/30*z + 1 * [ -5/7 ] 0 |-> 1 |-> -5/7 -2/7 |-> -5/7 f(z) = -42/5*z^3 + 234/35*z + 1 * [ -17/10 9/5 ] 8/5 |-> 9/5 1/10 |-> 9/5 f(z) = -50/17*z^3 + 273/34*z + 1 * 0 | 0.025519728375693092272186812371652660085 | 0.0044146100421124231482333174523255153962 17/18 | 0.025519728375693092272186812371652660085 | 0.0044146100421124231482333174523255153962 -17/18 | 0.025519728375693092272186812371652660085 | 0.0044146100421124231482333174523255153962 1 | 0.076555161476176339279457501712120958290 | 0.013243134082499319294594168568969118720 f(z) = -54/5*z^3 + 289/30*z + 1 * [ -8/7 10/7 ] 6/7 |-> 10/7 2/7 |-> 10/7 f(z) = -49/32*z^3 + 13/8*z + 1 * [ 0 1 ] -4/7 |-> 1 4/7 |-> 1 f(z) = -49/33*z^3 + 16/33*z + 1 * -6/7 | 0.040970962418241019996000754357212823737 | 0.0092468193288733332452754797871514401176 -8/7 | 0.12291288725472305998800226307163847121 | 0.027740457986619999735826439361454320353 -2/7 | 0.12291288725472305998800226307163847121 | 0.027740457986619999735826439361454320353 10/7 | 0.12291288725472305998800226307163847121 | 0.027740457986619999735826439361454320353 f(z) = -49/32*z^3 + 21/8*z + 1 * [ 6/7 ] -1/7 |-> 6/7 -5/7 |-> 6/7 -4/7 | 0.089414161071999558315780615625055624024 | 0.022974894579641231833794859040660856520 f(z) = -49/30*z^3 + 31/30*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 2/7 | 0.083221171268284569770401969409894239580 | 0.021383610982420281670814287913446601330 f(z) = -49/30*z^3 + 49/30*z + 1 * [ -6/7 26/21 ] 10/21 |-> 26/21 8/21 |-> 26/21 f(z) = -49/32*z^3 + 61/72*z + 1 * [ -1 ] -9/7 | 0.021394732846799751211124662866876274028 | 0.0046767397869141539325639690141630987250 -5/7 | 0.064181291149584659861493190928633687990 | 0.014029583825333065306136575268689207822 1/7 | 0.064181291149584659861493190928633687990 | 0.014029583825333065306136575268689207822 f(z) = -49/24*z^3 + 97/24*z + 1 * [ -11/10 7/5 ] 4/5 |-> 7/5 3/10 |-> 7/5 f(z) = -50/33*z^3 + 97/66*z + 1 * [ -11/7 12/7 ] 10/7 |-> 12/7 1/7 |-> 12/7 f(z) = -49/22*z^3 + 111/22*z + 1 * [ 20/21 -3/7 ] -2/21 |-> 20/21 11/21 |-> 20/21 f(z) = -49/22*z^3 + 103/198*z + 1 * [ 13/7 -12/7 ] [ 1/7 12/7 ] f(z) = -49/26*z^3 + 131/26*z + 1 * [ 3/4 ] -2/5 |-> 3/4 -7/20 |-> 3/4 1/20 | 0.13281746170677376868632614923643684778 | 0.022167778956629791749326757118053021473 f(z) = -50/21*z^3 + 169/168*z + 1 * [ -5/6 11/9 ] 4/9 |-> 11/9 7/18 |-> 11/9 f(z) = -54/35*z^3 + 169/210*z + 1 * 0 | 0.13831235362417283092065538979819901329 | 0.023926395150782821918636005008030891058 17/18 | 0.13831235362417283092065538979819901329 | 0.023926395150782821918636005008030891058 -17/18 | 0.13831235362417283092065538979819901329 | 0.023926395150782821918636005008030891058 -7/18 | 0.15258076671109024580026998817011300078 | 0.026394661222082775648336807463642518501 f(z) = -54/35*z^3 + 289/210*z + 1 * [ 0 1 ] -2/7 |-> 1 2/7 |-> 1 f(z) = -49/45*z^3 + 4/45*z + 1 * [ 1 0 ] 1/7 |-> 1 -1/7 |-> 1 f(z) = -49/48*z^3 + 1/48*z + 1 * [ 1 ] 0 |-> 1 -1 |-> 1 9/7 | 0.077017908340105442162367901568398281019 | 0.019789687714382791909010514460290475388 f(z) = -49/48*z^3 + 49/48*z + 1 * [ 17/10 -7/5 ] [ 3/10 7/5 ] f(z) = -50/51*z^3 + 145/102*z + 1 * [ -15/7 16/7 ] -11/7 |-> -15/7 -5/7 |-> -15/7 f(z) = -49/40*z^3 + 201/40*z + 1 * [ 0 1 ] [ -3/7 8/7 ] f(z) = -49/60*z^3 - 11/60*z + 1 * [ 11/7 -8/7 ] [ 3/7 8/7 ] f(z) = -49/66*z^3 + 31/66*z + 1 * 11/7 | 0.027050873211267059499221912854003215290 | 0.0065803218743873907628088081789875240293 -5/7 | 0.081149674999270549208656897555677047303 | 0.019740249319371804969701889939302824667 -4/7 | 0.081149674999270549208656897555677047303 | 0.019740249319371804969701889939302824667 9/7 | 0.081149674999270549208656897555677047303 | 0.019740249319371804969701889939302824667 f(z) = -49/60*z^3 + 61/60*z + 1 * 3/7 | 0.016935007132527651854098951527991392725 | 0.0036098382719980262070638883480627192777 -5/7 | 0.050802954164741176117934460178505043265 | 0.010829074168040937022842841538782378384 12/7 | 0.050802954164741176117934460178505043265 | 0.010829074168040937022842841538782378384 -1 | 0.050802954164741176117934460178505043265 | 0.010829074168040937022842841538782378384 f(z) = -49/60*z^3 + 109/60*z + 1 * 13/7 | 0.047500747930988252346677811638251985451 | 0.0098057211835958051158440236425514921810 -1 | 0.047500747930988252346677811638251985451 | 0.0098057211835958051158440236425514921810 -6/7 | 0.047500747930988252346677811638251985451 | 0.0098057211835958051158440236425514921810 0 | 0.14249718652564092978074930230918436693 | 0.029416119563997977691190215992075073617 f(z) = -49/78*z^3 + 127/78*z + 1 * [ -13/7 -8/7 ] -5/7 |-> -8/7 18/7 |-> -8/7 f(z) = -49/78*z^3 + 259/78*z + 1 * [ 11/10 -1/5 ] [ 1/5 9/10 ] f(z) = -50/99*z^3 - 95/198*z + 1 * [ 7/10 3/5 ] [ -3/5 13/10 ] f(z) = -50/91*z^3 - 55/182*z + 1 * [ 5/7 4/7 ] [ -4/7 9/7 ] f(z) = -49/90*z^3 - 29/90*z + 1 * [ 10/7 -6/7 ] [ 6/7 4/7 ] f(z) = -49/80*z^3 - 1/20*z + 1 * [ -2/7 8/7 ] [ 2/7 6/7 ] f(z) = -49/96*z^3 - 11/24*z + 1 * [ 15/14 9/14 ] 3/14 |-> 15/14 -6/7 |-> 15/14 f(z) = -49/81*z^3 + 13/36*z + 1 * [ -12/7 -9/7 ] 18/7 |-> -9/7 -6/7 |-> -9/7 f(z) = -49/81*z^3 + 28/9*z + 1 * [ -3/7 ] -9/7 |-> -15/7 |-> -3/7 18/7 |-> -3/7 f(z) = -49/81*z^3 + 31/9*z + 1 * [ -33/14 18/7 ] 12/7 |-> 18/7 9/14 |-> 18/7 f(z) = -49/81*z^3 + 97/36*z + 1 * [ -3/2 ] 18/7 |-> -3/2 -15/14 |-> -3/2 9/14 | 0.18136928550001315843107096438702503795 | 0.026329008886038010504798542769545482595 f(z) = -49/81*z^3 + 109/36*z + 1 * -6/7 | 0.060715498724311898200506867531332273831 | 0.0096732431637088778102264105186937474950 -24/7 | 0.18214339532367302543497701098579311913 | 0.029019235461273267581176115688636739660 2/7 | 0.18214339532367302543497701098579311913 | 0.029019235461273267581176115688636739660 22/7 | 0.18214339532367302543497701098579311913 | 0.029019235461273267581176115688636739660 f(z) = -49/96*z^3 + 133/24*z + 1 * -24/7 | 0.11193719281454892091174710047267880790 | 0.017374698476410571451716111745653251680 -2/7 | 0.11193719281454892091174710047267880790 | 0.017374698476410571451716111745653251680 26/7 | 0.11193719281454892091174710047267880790 | 0.017374698476410571451716111745653251680 -22/7 | 0.15040979420543063987127827491691821317 | 0.023346349470706568809246841322750172632 f(z) = -49/96*z^3 + 157/24*z + 1 * [ 15/28 12/7 ] -9/28 |-> 15/28 -39/28 |-> 15/28 f(z) = -49/81*z^3 + 217/144*z + 1 * [ 4/5 2 ] -2/15 |-> 4/5 -28/15 |-> 4/5 f(z) = -45/112*z^3 + 211/140*z + 1 * [ 0 1 ] [ 5/7 3/7 ] f(z) = -49/120*z^3 - 71/120*z + 1 * [ -20/7 -8/7 ] 24/7 |-> -8/7 -4/7 |-> -8/7 f(z) = -49/128*z^3 + 31/8*z + 1 * -5/12 | 0.052025435185181239116262946703804516189 | 0.0070081438025150591378924051788753306043 15/4 | 0.15607320470628104818224524850320984620 | 0.021024013704214770709919154911526659932 -35/12 | 0.15607320470628104818224524850320984620 | 0.021024013704214770709919154911526659932 -5/6 | 0.15607320470628104818224524850320984620 | 0.021024013704214770709919154911526659932 f(z) = -48/125*z^3 + 67/15*z + 1 * [ 5/3 ] 55/21 |-> -15/7 |-> 5/3 10/21 |-> 5/3 f(z) = -49/125*z^3 + 67/45*z + 1 * [ 44/15 -8/3 ] -12/5 | 0.067492609467637444101396015452375060379 | 0.0095934659089681691463973879508664143136 8/5 | 0.20247568541747925492824817777064279755 | 0.028780093120846780466514467106443935862 f(z) = -45/128*z^3 + 71/40*z + 1 * -95/48 | 0.21777483996645337524022933080014806004 | 0.025032987042324126686384684892351457188 5/3 | 0.23105160802375650887373653260143022247 | 0.026559137458936116427270004572330924547 -65/48 | 0.23105160802375650887373653260143022247 | 0.026559137458936116427270004572330924547 -5/16 | 0.23105160802375650887373653260143022247 | 0.026559137458936116427270004572330924547 f(z) = -48/125*z^3 + 217/240*z + 1 * 4/7 | 0.042476037903507102591813049266706608043 | 0.0067200751437358684794150971471191925585 -18/7 | 0.044864880602261404709695585641280729122 | 0.0070980106394772977480413019828629201322 22/7 | 0.12742811371052130777543914780011982413 | 0.020160225431207605438245291441357577676 -22/7 | 0.13459464180678421412908675692384218737 | 0.021294031918431893244123905948588760397 f(z) = -49/144*z^3 + 139/36*z + 1 * [ 12/7 9/7 ] 6/7 |-> 12/7 -15/7 |-> 12/7 f(z) = -49/162*z^3 + 19/18*z + 1 * -18/7 | 0.044538238862447014814825562781940973623 | 0.0074212897738504475719295964892936304115 -8/7 | 0.089893296253361657631731348756142387200 | 0.014978683873943563489119648619766731566 -2/7 | 0.13361471658734104444447668834582292087 | 0.022263869321551342715788789467880891235 -22/7 | 0.15359351185374125316460071494387862517 | 0.025592883507817293564648940916624631756 f(z) = -49/160*z^3 + 101/40*z + 1 * -2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849 10/7 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885 -4/7 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885 -6/7 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885 f(z) = -49/240*z^3 + 19/60*z + 1 * [ -20/7 -15/7 ] 10/7 |-> 30/7 |-> -20/7 f(z) = -49/250*z^3 + 27/10*z + 1 * [ 12/7 16/7 ] 4/7 |-> 12/7 -20/7 |-> 12/7 f(z) = -49/256*z^3 + 21/16*z + 1 * [ 2 ] 6/7 |-> 2 -20/7 |-> 2 10/7 | 0.15440169603450523840259966574196040463 | 0.026825679522273789184262473338418919030 f(z) = -49/240*z^3 + 79/60*z + 1 * [ -5/3 ] 80/21 |-> -5/3 -15/7 |-> -5/3 55/21 | 0.24524058316877871277073533540524369620 | 0.028914540400975038391816177505800915968 f(z) = -49/250*z^3 + 193/90*z + 1 * [ -4/5 ] 4 |-> -4/5 -16/5 |-> -4/5 52/15 | 0.19210168855151599257666916613599954561 | 0.023969758049623231166587511910984289166 f(z) = -45/256*z^3 + 189/80*z + 1 * [ -15/7 ] [ 3 ] [ -6/7 ] 30/7 | 0.089414903113224629897581340492200954225 | 0.013903016649913075604815139081917344389 f(z) = -49/270*z^3 + 23/10*z + 1 * -4/9 | 0.029330935434188021353172342100447627168 | 0.0066745419964642514037042615843150623482 -1/3 | 0.087990739069722284615154631895873746592 | 0.020023155570286964480926367069702832767 -2/9 | 0.087990739069722284615154631895873746592 | 0.020023155570286964480926367069702832767 5/9 | 0.087990739069722284615154631895873746592 | 0.020023155570286964480926367069702832767 f(z) = -27*z^3 + 19/3*z + 1 * [ -2/3 10/9 ] 4/9 |-> 10/9 2/9 |-> 10/9 f(z) = -27/16*z^3 + 7/12*z + 1 * [ 4/5 -1/5 ] 3/5 |-> 4/5 -2/5 |-> 4/5 f(z) = -25/6*z^3 + 7/6*z + 1 * [ 0 1 ] -2/5 |-> 0 -3/5 |-> 0 f(z) = -25/6*z^3 + 19/6*z + 1 * [ 1 0 ] 4/5 |-> 1 -4/5 |-> 1 f(z) = -25/9*z^3 + 16/9*z + 1 * [ 1 0 ] 3/5 |-> 1 -3/5 |-> 1 f(z) = -25/16*z^3 + 9/16*z + 1 * 0 | 0.089461953951092785154010336115801490853 | 0.021511052885579727855819411154046793199 5/8 | 0.094320614661798012452047810280719955291 | 0.022679313837695807506743674129017762128 -3/8 | 0.094320614661798012452047810280719955291 | 0.022679313837695807506743674129017762128 -1/4 | 0.094320614661798012452047810280719955291 | 0.022679313837695807506743674129017762128 f(z) = -32/15*z^3 + 19/30*z + 1 * [ 0 1 ] -1/6 |-> 0 -5/6 |-> 0 f(z) = -36/5*z^3 + 31/5*z + 1 * [ 0 1 ] -5/6 |-> 1 5/6 |-> 1 f(z) = -36/11*z^3 + 25/11*z + 1 * [ 3/4 -1/8 ] -1/2 |-> 3/4 5/8 |-> 3/4 f(z) = -32/5*z^3 + 21/10*z + 1 * [ 1 ] -1/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/4*z^3 + 27/4*z + 1 * [ 1 ] -2/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/5*z^3 + 27/5*z + 1 * [ 1 ] -1/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/8*z^3 + 27/8*z + 1 * [ 1 ] -2/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/10*z^3 + 27/10*z + 1 * [ 1 ] 4/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/14*z^3 + 27/14*z + 1 * [ -1 ] [ -1/5 ] [ 6/5 ] -2/5 | 0.074478800095668523864954873974111965937 | 0.020626002002113846221826782009518591827 f(z) = -25/6*z^3 + 37/6*z + 1 * -1/2 | 0.093705396490832585956412853164308349653 | 0.022531385136976374297032290711824637656 1/2 | 0.11045198833893057132120481126974538893 | 0.026558089305483458342153802688344465191 5/8 | 0.11387128055266374355643115479990266816 | 0.027380255292167307196204845976130928280 1/8 | 0.11387128055266374355643115479990266816 | 0.027380255292167307196204845976130928280 f(z) = -32/15*z^3 + 31/30*z + 1 * 7/9 | 0.036215182851109928157910891424248864032 | 0.0082411200076359512687563225066324153661 0 | 0.10864217704178056630087658586903219915 | 0.024722592802391572856249539433282578261 -5/9 | 0.10864217704178056630087658586903219915 | 0.024722592802391572856249539433282578261 5/9 | 0.10864217704178056630087658586903219915 | 0.024722592802391572856249539433282578261 f(z) = -27/14*z^3 + 25/42*z + 1 * [ 5/6 -1/4 ] -1/3 |-> 5/6 7/12 |-> 5/6 f(z) = -24/7*z^3 + 37/42*z + 1 * -2/5 | 0.10629576132383146935532645515694726709 | 0.023081831296322550801228932459726593509 -1/2 | 0.13372201102444640220096903944228814982 | 0.029037365748461439705601364803480649930 -3/10 | 0.13372201102444640220096903944228814982 | 0.029037365748461439705601364803480649930 4/5 | 0.13372201102444640220096903944228814982 | 0.029037365748461439705601364803480649930 f(z) = -25/3*z^3 + 49/12*z + 1 * [ -1 ] 8/5 |-> -1 -3/5 |-> -1 -1/5 | 0.061361436758759682865224951705971236561 | 0.015766770317876444384325864690380977169 f(z) = -25/12*z^3 + 49/12*z + 1 * [ -7/5 8/5 ] 6/5 |-> 8/5 1/5 |-> 8/5 f(z) = -25/14*z^3 + 43/14*z + 1 * [ -8/5 9/5 ] [ 1/5 8/5 ] f(z) = -25/18*z^3 + 55/18*z + 1 * [ -5/12 -1/4 ] -1/3 | 0.088090314528564887748569364992748207874 | 0.017725075212801315623085329033516311627 -1/6 | 0.088090314528564887748569364992748207874 | 0.017725075212801315623085329033516311627 f(z) = -24*z^3 + 43/6*z + 1 * -1/4 | 0.072345069726972677807566521354943731765 | 0.017395312221311626029779210405349885245 0 | 0.11227622830693965295952092438550646853 | 0.026996726298023148897546676613824908466 7/8 | 0.11227622830693965295952092438550646853 | 0.026996726298023148897546676613824908466 -7/8 | 0.11227622830693965295952092438550646853 | 0.026996726298023148897546676613824908466 f(z) = -32/15*z^3 + 49/30*z + 1 * -1/10 | 0.044349292310638583659965199479786498586 | 0.0096303264634123269018990628853169340882 -1/2 | 0.13304477608265308181335200683115579339 | 0.028890306049374985212635924525167815374 -3/10 | 0.13304477608265308181335200683115579339 | 0.028890306049374985212635924525167815374 4/5 | 0.13304477608265308181335200683115579339 | 0.028890306049374985212635924525167815374 f(z) = -25/6*z^3 + 49/24*z + 1 * [ 2/3 ] 5/6 |-> -5/12 |-> 2/3 -1/4 |-> 2/3 f(z) = -24/5*z^3 + 49/30*z + 1 * [ -1 ] -5/4 | 0.081251797238445542553607665226541177630 | 0.019687218698975758028782042870348454991 3/2 | 0.081251797238445542553607665226541177630 | 0.019687218698975758028782042870348454991 -1/4 | 0.081251797238445542553607665226541177630 | 0.019687218698975758028782042870348454991 f(z) = -32/15*z^3 + 62/15*z + 1 * [ -2/9 ] -14/9 | 0.10713800063894253386802569996424436058 | 0.019162627459589107762973218215986911157 -4/9 | 0.10713800063894253386802569996424436058 | 0.019162627459589107762973218215986911157 2 | 0.10713800063894253386802569996424436058 | 0.019162627459589107762973218215986911157 f(z) = -27/16*z^3 + 67/12*z + 1 * [ -1/5 ] 9/5 |-> -1/5 -8/5 |-> -1/5 -7/5 | 0.089078894156818034059759990173136814826 | 0.020762087459093899976432834640266825566 f(z) = -25/12*z^3 + 73/12*z + 1 * -1/2 | 0.095000168768135194807600969531396777327 | 0.020629024537939379916892384598796082808 -4/5 | 0.12492389303917292084907017105409521502 | 0.027126878702392425517164046008909399208 -1/10 | 0.12492389303917292084907017105409521502 | 0.027126878702392425517164046008909399208 9/10 | 0.12492389303917292084907017105409521502 | 0.027126878702392425517164046008909399208 f(z) = -25/6*z^3 + 73/24*z + 1 * [ -6/5 22/15 ] 14/15 |-> 22/15 4/15 |-> 22/15 f(z) = -25/16*z^3 + 67/36*z + 1 * [ 3/4 ] -1/6 |-> 3/4 -7/12 |-> 3/4 0 | 0.14626970408708438513117311770858518441 | 0.029431629574407428506336461899277138531 f(z) = -24/7*z^3 + 67/42*z + 1 * [ 16/15 -3/5 ] 2/15 |-> 16/15 7/15 |-> 16/15 f(z) = -25/14*z^3 + 67/126*z + 1 * [ -8/21 1 ] 0 |-> 1 8/21 |-> 1 f(z) = -21/13*z^3 + 64/273*z + 1 * [ -3/4 ] 0 |-> 1 |-> -3/4 -1/4 |-> -3/4 f(z) = -28/3*z^3 + 91/12*z + 1 * -4/9 | 0.049514921401096858133652425857303934690 | 0.0085654935677093720508952218582069220883 -1/6 | 0.049514921401096858133652425857303934690 | 0.0085654935677093720508952218582069220883 11/18 | 0.049514921401096858133652425857303934690 | 0.0085654935677093720508952218582069220883 -2/9 | 0.14854579781971146412313847477464637153 | 0.025696659506497970912799032890050675107 f(z) = -27*z^3 + 97/12*z + 1 * [ -9/22 1 ] 0 |-> 1 9/22 |-> 1 f(z) = -22/13*z^3 + 81/286*z + 1 * [ 16/21 -1/3 ] -5/21 |-> 16/21 4/7 |-> 16/21 f(z) = -21/4*z^3 + 109/84*z + 1 * [ -10/21 1 ] 0 |-> 1 10/21 |-> 1 f(z) = -21/11*z^3 + 100/231*z + 1 * [ 1 -10/23 ] 10/23 |-> 1 0 |-> 1 f(z) = -23/13*z^3 + 100/299*z + 1 * [ -2/5 ] 0 |-> 1 |-> -2/5 -3/5 |-> -2/5 f(z) = -35/6*z^3 + 133/30*z + 1 * -7/16 | 0.071845658014205789992840377646162778920 | 0.012956421815812387964284588419392732274 -1/16 | 0.13024387508501376895720293130434761567 | 0.023487774086413872723699610144096607319 -1/2 | 0.14847850350639657410565863181465930904 | 0.026776150085911612766496870859058446236 -9/16 | 0.15097149147773576962883408399190326091 | 0.027225727758817474594044924285447703964 f(z) = -32/3*z^3 + 121/24*z + 1 * [ -9/8 -1/2 -3/4 ] -5/4 | 0.094150698567859141088137574380643207829 | 0.019631945489008830884009678263649042803 f(z) = -32/15*z^3 + 121/30*z + 1 * -1 | 0.074416752205509676686387088194394507388 | 0.015080990033378440708195814812566735835 -5/4 | 0.095292106303951572271389035470937703164 | 0.019311502623237733913793129473393208823 -3/8 | 0.095292106303951572271389035470937703164 | 0.019311502623237733913793129473393208823 13/8 | 0.095292106303951572271389035470937703164 | 0.019311502623237733913793129473393208823 f(z) = -32/15*z^3 + 139/30*z + 1 * [ -4/9 -1/18 13/18 ] -7/18 | 0.13615446195425425515559657211190134738 | 0.023553105510094999875757499452187154523 f(z) = -27/2*z^3 + 121/24*z + 1 * -4/9 | 0.089415102848760314153719066447467821583 | 0.018644497085231727249163097693008949502 0 | 0.13626396809634748661155729323554903124 | 0.028413244240088499596180156519029243392 11/9 | 0.13626396809634748661155729323554903124 | 0.028413244240088499596180156519029243392 -11/9 | 0.13626396809634748661155729323554903124 | 0.028413244240088499596180156519029243392 f(z) = -27/10*z^3 + 121/30*z + 1 * [ 1 -11/21 ] 11/21 |-> 1 0 |-> 1 f(z) = -21/10*z^3 + 121/210*z + 1 * [ 11/12 -3/8 ] -1/6 |-> 11/12 13/24 |-> 11/12 f(z) = -32/13*z^3 + 133/234*z + 1 * [ -11/23 1 ] 0 |-> 1 11/23 |-> 1 f(z) = -23/12*z^3 + 121/276*z + 1 * -5/16 | 0.0089816401264250254873232377580155507184 | 0.0016197209586803383266127791668599721848 -9/16 | 0.026942853146433297017607318868577517245 | 0.0048587900777198652294000353798026459315 -1/2 | 0.080826492206458111608459562200263416825 | 0.014575997434838445937761804018630667172 -3/16 | 0.16070607000592301360603951464768720643 | 0.028981231279787464740896704395388438708 f(z) = -32/3*z^3 + 145/24*z + 1 * [ -13/8 7/4 ] 3/2 |-> 7/4 1/8 |-> 7/4 f(z) = -32/13*z^3 + 157/26*z + 1 * -2/3 | 0.036037711025782278545218460524001672337 | 0.0056277494274064353843480278278662459367 -4/21 | 0.062494009703790919517990563084861635746 | 0.0097592387894787810202191142113313468012 4/21 | 0.10810976208824919992316149576958638950 | 0.016882721859163456675494491146187382741 2/3 | 0.18747735332111610165262190685262525626 | 0.029276986183993697753705764545317779261 f(z) = -21/16*z^3 + 151/84*z + 1 * [ 1 -12/23 ] 12/23 |-> 1 0 |-> 1 f(z) = -23/11*z^3 + 144/253*z + 1 * [ -2/5 ] 3/4 |-> -2/5 -7/20 |-> -2/5 -1/2 | 0.16194787278220797859389698369603331503 | 0.027029764009932854063413208623336271448 f(z) = -40/3*z^3 + 169/30*z + 1 * [ -1/7 ] 0 |-> 1 |-> -1/7 -6/7 |-> -1/7 f(z) = -28/3*z^3 + 172/21*z + 1 * [ -3/8 ] -1/3 | 0.16377099230418952001410643070988751721 | 0.025765924846883295026009008276306373023 -7/24 | 0.16377099230418952001410643070988751721 | 0.025765924846883295026009008276306373023 5/8 | 0.16377099230418952001410643070988751721 | 0.025765924846883295026009008276306373023 f(z) = -24*z^3 + 169/24*z + 1 * [ -2/3 ] -1/2 |-> -7/12 |-> -2/3 5/4 |-> -2/3 f(z) = -24/7*z^3 + 169/42*z + 1 * [ -13/21 1 ] 0 |-> 1 13/21 |-> 1 f(z) = -21/8*z^3 + 169/168*z + 1 * [ -13/22 1 ] 0 |-> 1 13/22 |-> 1 f(z) = -22/9*z^3 + 169/198*z + 1 * [ 1 -13/23 ] 13/23 |-> 1 0 |-> 1 f(z) = -23/10*z^3 + 169/230*z + 1 * [ 1 -13/24 ] 13/24 |-> 1 0 |-> 1 f(z) = -24/11*z^3 + 169/264*z + 1 * -1/4 | 0.010191399176962092716565040252678412905 | 0.0017009863109148122670303479402121561019 -3/10 | 0.030570173879983340612592185355198216749 | 0.0051022873689103689333594345228081996989 -9/20 | 0.091709106546461961757661008659248144354 | 0.015306625921825574290315431529673250864 -1/20 | 0.14112985310680022277936949377965215784 | 0.023555151164988891447335182798006680534 f(z) = -40/3*z^3 + 181/30*z + 1 * 5/4 | 0.075319603517161441244156610101265271308 | 0.014488726850118300011485835146229962878 -1/3 | 0.075319603517161441244156610101265271308 | 0.014488726850118300011485835146229962878 -11/12 | 0.075319603517161441244156610101265271308 | 0.014488726850118300011485835146229962878 -5/12 | 0.13790383520000717206566605426522840291 | 0.026527635655190094020417255001523914762 f(z) = -24/5*z^3 + 181/30*z + 1 * [ -3/7 ] 0 |-> 1 |-> -3/7 -4/7 |-> -3/7 f(z) = -35/6*z^3 + 185/42*z + 1 * [ -1/20 4/5 ] -7/20 |-> -1/20 -9/20 |-> -1/20 f(z) = -25/3*z^3 + 193/48*z + 1 * [ 5/4 ] -1 | 0.048771997344964352656483052222298221878 | 0.0093234533857357501484235507808997845677 0 | 0.13695366728243364427680962800395920378 | 0.026180620077581665060637655562646065285 -1/4 | 0.14631131624463640106809937426493501465 | 0.027969466314123665534479666501200549754 f(z) = -28/15*z^3 + 187/60*z + 1 * [ -14/23 1 ] 0 |-> 1 14/23 |-> 1 f(z) = -23/9*z^3 + 196/207*z + 1 * [ -14/25 1 ] 0 |-> 1 14/25 |-> 1 f(z) = -25/11*z^3 + 196/275*z + 1 * [ -5/3 16/9 ] 14/9 |-> 16/9 1/9 |-> 16/9 f(z) = -27/10*z^3 + 211/30*z + 1 * -7/18 | 0.087389612546317262987253147947262482283 | 0.015117365492445538831805527826230400060 -5/6 | 0.11667241877177247686712732532772030289 | 0.020182943327798022501353150131067296518 0 | 0.16163171497220606377773436711821942598 | 0.027960367819580080911999614660695173412 -13/18 | 0.16204980728115678007716827964668759526 | 0.028032692825491264479192088692834834776 f(z) = -27/5*z^3 + 229/60*z + 1 * [ 1 -15/22 ] 15/22 |-> 1 0 |-> 1 f(z) = -22/7*z^3 + 225/154*z + 1 * [ -15/23 1 ] 0 |-> 1 15/23 |-> 1 f(z) = -23/8*z^3 + 225/184*z + 1 * [ 1 -15/26 ] 15/26 |-> 1 0 |-> 1 f(z) = -26/11*z^3 + 225/286*z + 1 * -1/6 | 0.014185625692819711785468342494526291518 | 0.0020853870124243182441285252511102880544 -1/5 | 0.042552853427556197819302092080741852587 | 0.0062555695322158487565950102289564053647 -11/30 | 0.12765714518918053337779072883587905187 | 0.018766500567925707061500232961270544773 -2/15 | 0.17580259898146495636418546947667941527 | 0.025844221792201711623926026300733820395 f(z) = -30*z^3 + 241/30*z + 1 * -5/4 | 0.16532296837114189975166404699536285767 | 0.029751319734117958072446858986634601507 -1/4 | 0.16532296837114189975166404699536285767 | 0.029751319734117958072446858986634601507 17/12 | 0.16532296837114189975166404699536285767 | 0.029751319734117958072446858986634601507 -1/6 | 0.16532296837114189975166404699536285767 | 0.029751319734117958072446858986634601507 f(z) = -24/5*z^3 + 259/30*z + 1 * [ -4/5 ] -1 | 0.043031702253570631453960006989788007913 | 0.0078106133792536755326168606730657892125 -1/5 | 0.12909249820329701690489263297287350766 | 0.023431366662802375557226160785654903002 0 | 0.13255084251951550146084640282050221641 | 0.024059085041851176688670273392298418671 f(z) = -35/12*z^3 + 247/60*z + 1 * [ 1 -16/21 ] 16/21 |-> 1 0 |-> 1 f(z) = -21/5*z^3 + 256/105*z + 1 * [ 8/9 ] 19/18 |-> -1/18 |-> 8/9 -5/6 |-> 8/9 f(z) = -27/10*z^3 + 241/120*z + 1 * [ 1 -16/23 ] 16/23 |-> 1 0 |-> 1 f(z) = -23/7*z^3 + 256/161*z + 1 * [ -16/25 1 ] 0 |-> 1 16/25 |-> 1 f(z) = -25/9*z^3 + 256/225*z + 1 * [ 1 -16/27 ] 16/27 |-> 1 0 |-> 1 f(z) = -27/11*z^3 + 256/297*z + 1 * [ -17/21 1 ] 0 |-> 1 17/21 |-> 1 f(z) = -21/4*z^3 + 289/84*z + 1 * [ 1 -17/22 ] 17/22 |-> 1 0 |-> 1 f(z) = -22/5*z^3 + 289/110*z + 1 * [ -17/23 1 ] 0 |-> 1 17/23 |-> 1 f(z) = -23/6*z^3 + 289/138*z + 1 * [ 1 -17/24 ] 17/24 |-> 1 0 |-> 1 f(z) = -24/7*z^3 + 289/168*z + 1 * [ -17/25 1 ] 0 |-> 1 17/25 |-> 1 f(z) = -25/8*z^3 + 289/200*z + 1 * [ -17/26 1 ] 0 |-> 1 17/26 |-> 1 f(z) = -26/9*z^3 + 289/234*z + 1 * [ 1 -17/27 ] 17/27 |-> 1 0 |-> 1 f(z) = -27/10*z^3 + 289/270*z + 1 * [ -6/5 8/5 ] [ 2/5 6/5 ] f(z) = -25/32*z^3 + 5/8*z + 1 * [ 0 1 ] -1/6 |-> 1 1/6 |-> 1 f(z) = -36/35*z^3 + 1/35*z + 1 * [ 0 1 ] -2/5 |-> 1 2/5 |-> 1 f(z) = -25/21*z^3 + 4/21*z + 1 * [ 1 0 ] 1/5 |-> 1 -1/5 |-> 1 f(z) = -25/24*z^3 + 1/24*z + 1 * [ -8/5 ] [ -2/5 ] [ 2 ] -6/5 | 0.077583219686303713871677380539832337673 | 0.016320973531007469065897634462265105286 f(z) = -25/32*z^3 + 29/8*z + 1 * [ 1 ] 4/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/28*z^3 + 27/28*z + 1 * [ -7/8 5/4 ] 1/2 |-> 5/4 3/8 |-> 5/4 f(z) = -32/21*z^3 + 37/42*z + 1 * [ 7/9 ] 0 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 -5/9 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 5/9 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 f(z) = -27/28*z^3 + 25/84*z + 1 * [ 7/8 ] -1/8 |-> 7/8 -3/4 |-> 7/8 0 | 0.11192614389123425107632983354794214449 | 0.026912548789618033292024088528562281019 f(z) = -32/21*z^3 + 43/42*z + 1 * [ 13/8 -5/4 ] [ 3/8 5/4 ] f(z) = -32/39*z^3 + 61/78*z + 1 * -9/8 | 0.11026624415112826769968571272526300801 | 0.023504171278539696007693953757882663391 -7/8 | 0.12871862795514875688964988818568965757 | 0.027437451066618989613297508326055288783 -5/8 | 0.12871862795514875688964988818568965757 | 0.027437451066618989613297508326055288783 3/2 | 0.12871862795514875688964988818568965757 | 0.027437451066618989613297508326055288783 f(z) = -32/21*z^3 + 109/42*z + 1 * -7/10 | 0.10810907676713960868236825407574693241 | 0.023044353026271510332886285295129173188 -1/2 | 0.10810907676713960868236825407574693241 | 0.023044353026271510332886285295129173188 -9/10 | 0.10810907676713960868236825407574693241 | 0.023044353026271510332886285295129173188 6/5 | 0.10810907676713960868236825407574693241 | 0.023044353026271510332886285295129173188 f(z) = -25/21*z^3 + 109/84*z + 1 * -5/9 | 0.10847510863536813103795656894254226337 | 0.023122375777390661708086572373770929140 4/3 | 0.10847510863536813103795656894254226337 | 0.023122375777390661708086572373770929140 -7/9 | 0.10847510863536813103795656894254226337 | 0.023122375777390661708086572373770929140 -2/9 | 0.10847510863536813103795656894254226337 | 0.023122375777390661708086572373770929140 f(z) = -27/35*z^3 + 109/105*z + 1 * [ -2/9 ] -2/3 |-> -22/9 |-> -2/9 8/3 |-> -2/9 f(z) = -27/32*z^3 + 133/24*z + 1 * [ 5/3 -1/3 1/3 ] [ 4/3 ] f(z) = -21/20*z^3 + 127/60*z + 1 * -22/9 | 0.10944357439814467280849099419015160618 | 0.016987643316183103280491919245069725329 -26/9 | 0.14582275621708280354810391783875308598 | 0.022634357326331246874518046806784197280 2/9 | 0.14582275621708280354810391783875308598 | 0.022634357326331246874518046806784197280 8/3 | 0.14582275621708280354810391783875308598 | 0.022634357326331246874518046806784197280 f(z) = -27/32*z^3 + 157/24*z + 1 * [ -7/8 -9/8 ] -5/8 |-> -7/8 7/4 |-> -7/8 f(z) = -32/21*z^3 + 151/42*z + 1 * 11/10 | 0.036360817628077998373184808262021450548 | 0.0060687695541199503953055867693940563485 13/20 | 0.10907935203497132595301083317786064928 | 0.018205791117903351662034175777901301556 -13/20 | 0.10907935203497132595301083317786064928 | 0.018205791117903351662034175777901301556 0 | 0.10907935203497132595301083317786064928 | 0.018205791117903351662034175777901301556 f(z) = -40/21*z^3 + 169/210*z + 1 * [ -7/10 -3/10 3/10 17/10 ] f(z) = -25/21*z^3 + 205/84*z + 1 * -5/6 | 0.039348252617687745759393224185796158320 | 0.0073076959229870537523846484396855680778 2 | 0.039348252617687745759393224185796158320 | 0.0073076959229870537523846484396855680778 -7/6 | 0.039348252617687745759393224185796158320 | 0.0073076959229870537523846484396855680778 -1/3 | 0.11804386348061783221644993305597744786 | 0.021922921667509683318571360481392649099 f(z) = -24/35*z^3 + 218/105*z + 1 * [ -7/10 ] [ 3/2 ] [ -4/5 ] -1/10 | 0.13764346775849944267606208847551747997 | 0.024875073052222909721682851529151730190 f(z) = -25/21*z^3 + 253/84*z + 1 * [ -1/2 ] -7/10 | 0.10810772027073548196831385763938074229 | 0.019222507780567773751338402817711645011 -6/5 | 0.10810772027073548196831385763938074229 | 0.019222507780567773751338402817711645011 19/10 | 0.10810772027073548196831385763938074229 | 0.019222507780567773751338402817711645011 f(z) = -25/21*z^3 + 277/84*z + 1 * -1/3 | 0.016429263584200882507622328287074827795 | 0.0028994045963160083479928696449640458327 -5/9 | 0.049282081345925100899336005256530264945 | 0.0086972062039227878236908123384462803064 -5/3 | 0.13726527896191827384770317833661314932 | 0.024224310401806910713997390975051382653 -13/9 | 0.14784466909678131496320182497583484621 | 0.026091340669234086658572967249831384074 f(z) = -27/20*z^3 + 289/60*z + 1 * [ -2/5 6/5 ] [ 2/5 4/5 ] f(z) = -25/48*z^3 - 5/12*z + 1 * [ 7/5 -4/5 ] [ 3/5 4/5 ] f(z) = -25/42*z^3 - 5/42*z + 1 * [ 5/8 3/4 ] [ 11/8 -3/4 ] f(z) = -32/55*z^3 - 19/110*z + 1 * -2 | 0.051344766379010606602207574946638358466 | 0.011855905765746337158139284775942046863 4/5 | 0.051344766379010606602207574946638358466 | 0.011855905765746337158139284775942046863 6/5 | 0.051344766379010606602207574946638358466 | 0.011855905765746337158139284775942046863 -2/5 | 0.051346013977775130898754540786342141187 | 0.011856193846001225770195179696349965701 f(z) = -25/48*z^3 + 19/12*z + 1 * [ 1 ] 5/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/40*z^3 + 27/40*z + 1 * [ 6/5 ] 8/5 |-> 1/5 |-> 6/5 -7/5 |-> 6/5 f(z) = -25/42*z^3 + 43/42*z + 1 * [ -1 ] 12/5 |-> -1 -7/5 |-> -1 -2/5 | 0.057017659938914977413338111810205475223 | 0.012153790631238038052298306840483606186 f(z) = -25/42*z^3 + 109/42*z + 1 * [ -7/5 ] [ 2 ] [ -3/5 ] -2 | 0.13393450241700764136801279143742435056 | 0.027927512918590598480855698447876569844 f(z) = -25/42*z^3 + 121/42*z + 1 * [ -7/5 -8/5 ] 13/5 |-> -8/5 -6/5 |-> -8/5 f(z) = -25/42*z^3 + 127/42*z + 1 * [ -1 ] -11/5 | 0.12608733970484930193550581758032742649 | 0.026291252402717314954915013789801686211 0 | 0.12608733970484930193550581758032742649 | 0.026291252402717314954915013789801686211 11/5 | 0.12608733970484930193550581758032742649 | 0.026291252402717314954915013789801686211 f(z) = -25/48*z^3 + 121/48*z + 1 * 11/9 | 0.044407059016219876700762008439483795268 | 0.0086565176983003635288999613197637807449 0 | 0.13321874193948224756522731219904256437 | 0.025969078405377436111725401923697398749 13/9 | 0.13321874193948224756522731219904256437 | 0.025969078405377436111725401923697398749 -13/9 | 0.13321874193948224756522731219904256437 | 0.025969078405377436111725401923697398749 f(z) = -27/44*z^3 + 169/132*z + 1 * [ -7/3 ] [ 8/3 ] [ -1/3 ] 1/3 | 0.14037806275585944225568716189003656993 | 0.025876379008747369290502361353000026738 f(z) = -27/56*z^3 + 227/56*z + 1 * [ 7/8 1/4 ] [ 9/8 -1/4 ] f(z) = -32/63*z^3 - 59/126*z + 1 * 11/5 | 0.044405468014784639704850806999354246293 | 0.0098441257039000990179846324422302731890 -6/5 | 0.044405468014784639704850806999354246293 | 0.0098441257039000990179846324422302731890 -1 | 0.044405468014784639704850806999354246293 | 0.0098441257039000990179846324422302731890 0 | 0.13321731125459153293574498156033808556 | 0.029532578228635174580573209281129914975 f(z) = -25/66*z^3 + 91/66*z + 1 * [ 10/9 ] -14/9 | 0.012381432426311316816753897746939967470 | 0.0023155383270644625672124337849370888371 14/9 | 0.037140925767384732277405604837105509464 | 0.0069459844512237078535586309083035206092 4/9 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926 f(z) = -27/70*z^3 + 121/210*z + 1 * [ 11/5 ] [ -6/5 ] [ -1 ] 0 | 0.13323166571484358705543643141005908031 | 0.026349918663747736463610143559431685376 f(z) = -25/66*z^3 + 157/66*z + 1 * [ -1 ] -13/5 | 0.10277211954825335088783397191580982282 | 0.020033947112695478019629112815755513564 0 | 0.10277211954825335088783397191580982282 | 0.020033947112695478019629112815755513564 13/5 | 0.10277211954825335088783397191580982282 | 0.020033947112695478019629112815755513564 f(z) = -25/72*z^3 + 169/72*z + 1 * [ -9/5 ] 11/5 |-> 16/5 |-> -9/5 -7/5 |-> -9/5 f(z) = -25/72*z^3 + 193/72*z + 1 * -13/5 | 0.047929084462120204415851445269880494723 | 0.0084278692026841706216187754879660242534 3/5 | 0.048168862075876250626284703911287450556 | 0.0084700317932937365629594975631788383224 -16/5 | 0.14378219611903678598827020320406989475 | 0.025282718336162457086313009004741369579 16/5 | 0.14450256257672581434175117633102532970 | 0.025409387859512152350615114956438154487 f(z) = -25/78*z^3 + 295/78*z + 1 * [ 6/5 ] 2/5 |-> 6/5 -8/5 |-> 6/5 -2 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538 f(z) = -25/96*z^3 + 13/24*z + 1 * -3/2 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066 -9/8 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066 21/8 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066 15/8 | 0.081380384662661307147159303148519059960 | 0.014011430470765760621551323384138748918 f(z) = -32/81*z^3 + 37/18*z + 1 * [ 1 ] 5/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/80*z^3 + 27/80*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -7/5 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 f(z) = -25/84*z^3 + 25/84*z + 1 * [ -2/5 ] -8/5 | 0.041373717063933732827954950287487671971 | 0.0070979761655241563326642877479204332225 -6/5 | 0.065481173916958484396178119633048179400 | 0.011233793933353752178904354495137178743 -18/5 | 0.12411805034253852931732125925425931355 | 0.021293396522272811614165375361169377159 f(z) = -25/96*z^3 + 85/24*z + 1 * 1/5 | 0.036036677409361388823037263321267104882 | 0.0070248321481531989212434167773448281010 7/5 | 0.10810832898313950183262480952897741371 | 0.021074164421345824589015431784379410596 8/5 | 0.10810832898313950183262480952897741371 | 0.021074164421345824589015431784379410596 -3 | 0.10810832898313950183262480952897741371 | 0.021074164421345824589015431784379410596 f(z) = -25/84*z^3 + 169/84*z + 1 * -2/5 | 0.011045124585703086173973864520364723432 | 0.0016691026105657980489499226793138922365 2/5 | 0.033132633286784249556417028355628573869 | 0.0050068937009070931159694280440281150296 8/5 | 0.099396818723539768066134005858671403794 | 0.015020517724910289283556603288173677352 -8/5 | 0.19364594978181186589743184383533555288 | 0.029263133955472817473949686405325036972 f(z) = -35/96*z^3 + 187/120*z + 1 * -10/9 | 0.14739924485590597689903947021265828429 | 0.021229532749049645882586502302664395258 2/3 | 0.14739924485590597689903947021265828429 | 0.021229532749049645882586502302664395258 4 | 0.14739924485590597689903947021265828429 | 0.021229532749049645882586502302664395258 -26/9 | 0.14739924485590597689903947021265828429 | 0.021229532749049645882586502302664395258 f(z) = -27/80*z^3 + 259/60*z + 1 * [ 14/9 ] 2/3 |-> 14/9 -20/9 |-> 14/9 -22/9 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014 f(z) = -27/112*z^3 + 79/84*z + 1 * 4/5 | 0.044769575260294093938799524622723429906 | 0.0075367482443862013166843571852891305760 -14/5 | 0.053150784845518059817689023383361650309 | 0.0089476856111137358953556551995070306016 18/5 | 0.13430872578088228181639857386817028972 | 0.022610244733158603950053071555867391728 -18/5 | 0.15945107808849288282964392246039395349 | 0.026842841949290396516928958428686034050 f(z) = -25/112*z^3 + 95/28*z + 1 * -2 | 0.065840431055824343062508181752259061781 | 0.012313279783058701732093431801942912754 -5/8 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069 -9/8 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069 7/4 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069 f(z) = -32/105*z^3 + 151/210*z + 1 * 28/9 | 0.13333422882333904767809037072738898192 | 0.019787950618552189407317576881581301378 2/9 | 0.13333422882333904767809037072738898192 | 0.019787950618552189407317576881581301378 -10/3 | 0.13333422882333904767809037072738898192 | 0.019787950618552189407317576881581301378 -4/3 | 0.19006913926215051473136538755958570835 | 0.028207901114524674539800681800739600571 f(z) = -27/112*z^3 + 211/84*z + 1 * [ -1 ] -12/5 |-> -1 17/5 |-> -1 0 | 0.15740242709223105798917996741703089290 | 0.028967699670552323305455225977257014746 f(z) = -25/102*z^3 + 229/102*z + 1 * [ 13/5 ] [ -8/5 ] [ -1 ] 0 | 0.14251088145206903642993308929075957632 | 0.026143804096419106965605949301328959747 f(z) = -25/104*z^3 + 233/104*z + 1 * -26/9 | 0.066449165824108916262817259761236125001 | 0.0093944057668386816608856880451207171274 -2/9 | 0.11945739563335301001580887961143864211 | 0.016888567862537958268604714690974665607 -4/3 | 0.15956396428089422442887978416562107463 | 0.022558727526963290233631535215560626253 -10/3 | 0.19934853108874763851063297648644294246 | 0.028183363430447770664753712848110923486 f(z) = -27/112*z^3 + 295/84*z + 1 * [ -5/3 ] [ -5/6 ] [ 5/2 ] 10/3 |-> -5/3 f(z) = -36/125*z^3 + 12/5*z + 1 * 8/3 | 0.021394465115184633839997003420579523260 | 0.0035953201567922992298733295014452716227 -4/3 | 0.064180294496291232353447418653534867414 | 0.010785439375514407467387984947013348806 -8/9 | 0.064180294496291232353447418653534867414 | 0.010785439375514407467387984947013348806 20/9 | 0.064180294496291232353447418653534867414 | 0.010785439375514407467387984947013348806 f(z) = -27/128*z^3 + 19/24*z + 1 * [ -3/8 ] -3/2 |-> -15/4 |-> -3/8 33/8 |-> -3/8 f(z) = -32/135*z^3 + 37/10*z + 1 * -28/9 | 0.068077496269939905497770770413377551727 | 0.0093468772114223595247674138067014319752 -40/9 | 0.20422938796055704732676871963192895282 | 0.028040205895088975221829998627709594332 4/9 | 0.20422938796055704732676871963192895282 | 0.028040205895088975221829998627709594332 4 | 0.20422938796055704732676871963192895282 | 0.028040205895088975221829998627709594332 f(z) = -27/128*z^3 + 91/24*z + 1 * 15/16 | 0.036909257381058450336600329221367966845 | 0.0046448568832568143121548276763243250689 55/16 | 0.11072474370180098565151173117216363588 | 0.013934189534631277888602234756998023340 5/2 | 0.19148251087949091690035986757632350761 | 0.024097175662448821519225513786716438134 -45/16 | 0.19254239770956087973948688420657473457 | 0.024230557447600916453537333188112074298 f(z) = -32/125*z^3 + 113/40*z + 1 * [ 35/24 15/8 ] -55/24 |-> 35/24 5/12 |-> 35/24 f(z) = -32/125*z^3 + 103/90*z + 1 * -5/12 | 0.047522153279524332597061466213790788395 | 0.0057168640971871052480565287653417973731 -5/4 | 0.14256308832702377961832831023765797224 | 0.017150186702336105240957744684099311389 -55/12 | 0.14256308832702377961832831023765797224 | 0.017150186702336105240957744684099311389 35/6 | 0.14256308832702377961832831023765797224 | 0.017150186702336105240957744684099311389 f(z) = -24/125*z^3 + 163/30*z + 1 * 75/16 | 0.047375726044579004832579536794676603255 | 0.0056469675643507765890398616080793237310 -3/2 | 0.047375726044579004832579536794676603255 | 0.0056469675643507765890398616080793237310 -51/16 | 0.047375726044579004832579536794676603255 | 0.0056469675643507765890398616080793237310 -69/16 | 0.14212511090089523505337621597856067486 | 0.016940656288452756881811056888167260762 f(z) = -32/135*z^3 + 163/40*z + 1 * [ -1 ] 0 | 0.13321874193948224756522731219904256437 | 0.023510185390549774748631521901625291963 -17/5 | 0.13321874193948224756522731219904256437 | 0.023510185390549774748631521901625291963 17/5 | 0.13321874193948224756522731219904256437 | 0.023510185390549774748631521901625291963 f(z) = -25/132*z^3 + 289/132*z + 1 * [ 1 ] 7/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/140*z^3 + 27/140*z + 1 * [ 21/10 12/5 ] 9/10 |-> 21/10 -33/10 |-> 21/10 f(z) = -25/162*z^3 + 97/72*z + 1 * [ 10/3 ] [ -8/3 ] [ -2/3 ] 2/3 | 0.090525492597631844180063618991308454919 | 0.015034901435386669078222661692522457681 f(z) = -27/160*z^3 + 103/40*z + 1 * 10/3 | 0.089416425533960815289923924858775879025 | 0.013579234360766076393822959327347671213 -8/9 | 0.089416425533960815289923924858775879025 | 0.013579234360766076393822959327347671213 -22/9 | 0.089416425533960815289923924858775879025 | 0.013579234360766076393822959327347671213 10/9 | 0.093164012937676244584128360051628212815 | 0.014148362094721161027893513670576370534 f(z) = -27/160*z^3 + 181/120*z + 1 * [ 10/3 14/9 ] -4 |-> 10/3 22/9 |-> 10/3 f(z) = -27/176*z^3 + 247/132*z + 1 * -14/5 | 0.034230669047282720132233912739235415389 | 0.0060299724524965383698225524425451483242 -16/5 | 0.10268950481048686148769706704839035532 | 0.018089476554268538471776610062216614107 -2/5 | 0.10268950481048686148769706704839035532 | 0.018089476554268538471776610062216614107 18/5 | 0.10268950481048686148769706704839035532 | 0.018089476554268538471776610062216614107 f(z) = -25/192*z^3 + 73/48*z + 1 * -16/5 | 0.042787896613948377957812809638424479065 | 0.0067244550735428435381597322645275098985 6/5 | 0.044970085553967772924505722525736496675 | 0.0070674032586695442851464118735885435414 -22/5 | 0.12836223637739959373339417569847602073 | 0.020173136797239243458097694892305324052 22/5 | 0.13491025666190331877351716757720949003 | 0.021202209776008632855439235620765630624 f(z) = -25/192*z^3 + 145/48*z + 1 * 33/20 | 0.24894247916717595829504905457268001256 | 0.029806036286139778698849489931593529045 21/10 | 0.24894247916717595829504905457268001256 | 0.029806036286139778698849489931593529045 -15/4 | 0.24894247916717595829504905457268001256 | 0.029806036286139778698849489931593529045 -3/2 | 0.24894247916717595829504905457268001256 | 0.029806036286139778698849489931593529045 f(z) = -40/189*z^3 + 157/70*z + 1 * [ 1 ] 8/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/220*z^3 + 27/220*z + 1 * 10/9 | 0.12588909620038998436911471668571801560 | 0.017957702679031591106400325721796725149 -14/9 | 0.13805720159028924895658424304716498778 | 0.019693446483333014426827093223730134840 38/9 | 0.13805720159028924895658424304716498778 | 0.019693446483333014426827093223730134840 -8/3 | 0.13805720159028924895658424304716498778 | 0.019693446483333014426827093223730134840 f(z) = -27/224*z^3 + 277/168*z + 1 * [ 10/9 ] -5/3 |-> 10/9 5/9 |-> 10/9 10/3 | 0.089414250973870910533334493493078325206 | 0.013506535076631543360174577859987421848 f(z) = -27/250*z^3 + 7/30*z + 1 * [ -4/9 ] -4 |-> -16/3 |-> -4/9 52/9 |-> -4/9 f(z) = -27/256*z^3 + 157/48*z + 1 * [ 15/7 ] 20/7 |-> 5/3 |-> 15/7 -80/21 |-> 15/7 f(z) = -21/250*z^3 + 193/210*z + 1 * [ 1 ] 7/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/280*z^3 + 27/280*z + 1 * -18/5 | 0.048520482487851144416831848132878953952 | 0.0072318201749636496536292900668986151087 8/5 | 0.052110948669689356832244548893439406827 | 0.0077669674867786901542948902815216673735 -26/5 | 0.14555898254578083912346558435149973443 | 0.021695093136910379393945787540268228039 26/5 | 0.15633284600906807049673364668031822048 | 0.023300902460336070462884670844565002121 f(z) = -25/288*z^3 + 205/72*z + 1 * [ -4/3 2 ] [ 2/3 ] -2/3 | 0.051345269213453875604939132125562461387 | 0.013263395279340495765739974702588429999 f(z) = -3/16*z^3 - 5/12*z + 1 * [ 5/4 -1/2 ] [ 1/2 3/4 ] f(z) = -8/15*z^3 - 11/30*z + 1 * [ 5/3 -1 ] [ 2/3 ] 0 | 0.089414903113224629897581340492200954225 | 0.026289242604769918994386717820687154032 f(z) = -3/10*z^3 - 11/30*z + 1 * [ 3/4 ] -5/4 | 0.0099371398237338863185808130110180207979 | 0.0024270404390051525358081299071304623987 7/4 | 0.029806743680945002054392656631094411409 | 0.0072799793051047357516407419440746059835 -3/4 | 0.089414521636157459539646990288589015789 | 0.021838543453614469900811260786685186677 f(z) = -4/15*z^3 - 11/60*z + 1 * [ 0 1 ] -3/4 |-> 1 3/4 |-> 1 f(z) = -16/7*z^3 + 9/7*z + 1 * [ 0 1 ] -1/4 |-> 1 1/4 |-> 1 f(z) = -16/15*z^3 + 1/15*z + 1 * -1/2 | 0.081333975517304648214897776946886075784 | 0.022696678017933350842879547883635211408 -1/3 | 0.081333975517304648214897776946886075784 | 0.022696678017933350842879547883635211408 5/6 | 0.081333975517304648214897776946886075784 | 0.022696678017933350842879547883635211408 -1/6 | 0.10277779963220576345038297260400849432 | 0.028680691074144454095236072505924796203 f(z) = -12*z^3 + 19/3*z + 1 * 0 | 0.089976707722842872322731693093121334598 | 0.025108478361107141501214238717501595093 -2/3 | 0.089976707722842872322731693093121334598 | 0.025108478361107141501214238717501595093 2/3 | 0.089976707722842872322731693093121334598 | 0.025108478361107141501214238717501595093 -1/6 | 0.10425325733300345993745608759985415848 | 0.029092425385065486640885723327127115576 f(z) = -12/5*z^3 + 16/15*z + 1 * [ 0 1 ] -1/3 |-> 0 -2/3 |-> 0 f(z) = -9/2*z^3 + 7/2*z + 1 * [ 0 1 ] -2/3 |-> 1 2/3 |-> 1 f(z) = -9/5*z^3 + 4/5*z + 1 * [ 1 0 ] 1/3 |-> 1 -1/3 |-> 1 f(z) = -9/8*z^3 + 1/8*z + 1 * [ 5/3 -4/3 ] [ 1/3 4/3 ] f(z) = -9/10*z^3 + 11/10*z + 1 * [ 4/3 2/3 ] -2/3 |-> 2/3 -4/3 |-> 4/3 f(z) = -9/16*z^3 + 3/4*z + 1 * [ 1 ] -1/2 |-> 0 |-> 1 -1 |-> 1 f(z) = -8/3*z^3 + 8/3*z + 1 * -3/4 | 0.031256514411756954833931473112947723039 | 0.010615439692557512555706494737290318487 -1/2 | 0.031256514411756954833931473112947723039 | 0.010615439692557512555706494737290318487 5/4 | 0.031256514411756954833931473112947723039 | 0.010615439692557512555706494737290318487 0 | 0.060495951829720897662868514850583578541 | 0.020545833096818692723523176463227017540 f(z) = -8/3*z^3 + 19/6*z + 1 * [ 1 ] 3/2 |-> 0 |-> 1 -1 |-> 1 f(z) = -8/15*z^3 + 8/15*z + 1 * [ -1/3 ] 0 |-> 1 |-> -1/3 -2/3 |-> -1/3 f(z) = -6*z^3 + 14/3*z + 1 * [ -4/5 1 ] 0 |-> 1 4/5 |-> 1 f(z) = -5*z^3 + 16/5*z + 1 * [ -3/5 1 ] 0 |-> 1 3/5 |-> 1 f(z) = -5/2*z^3 + 9/10*z + 1 * [ -2/5 1 ] 0 |-> 1 2/5 |-> 1 f(z) = -5/3*z^3 + 4/15*z + 1 * 0 | 0.019747489722050698843488540368886249780 | 0.0061349026170834888954257148504821010135 -2/5 | 0.059243502782572986252646818309393316796 | 0.018405028962246083314131946197517678345 -3/5 | 0.059243502782572986252646818309393316796 | 0.018405028962246083314131946197517678345 1 | 0.059243502782572986252646818309393316796 | 0.018405028962246083314131946197517678345 f(z) = -5/3*z^3 + 19/15*z + 1 * [ 1 ] [ -1/2 ] 0 |-> 1 -1 |-> 1 f(z) = -4*z^3 + 4*z + 1 * [ -3/4 1 ] 3/4 |-> 1 0 |-> 1 f(z) = -4*z^3 + 9/4*z + 1 * [ 1 0 ] 1/2 |-> 1 -1/2 |-> 1 f(z) = -4/3*z^3 + 1/3*z + 1 * [ -1/4 1 ] 1/4 |-> 1 0 |-> 1 f(z) = -4/3*z^3 + 1/12*z + 1 * [ 1 ] 0 |-> 1 -1 |-> 1 -1/2 | 0.016812963541142575263283545549763470102 | 0.012127989561726669311259077098151239182 f(z) = -4/3*z^3 + 4/3*z + 1 * [ -1/3 ] -2/3 |-> -1 |-> -1/3 4/3 |-> -1/3 f(z) = -3*z^3 + 13/3*z + 1 * -1/2 | 0.017943100365863119178394745416016175122 | 0.0050071174937318896374121391749926752576 -1/6 | 0.017943100365863119178394745416016175122 | 0.0050071174937318896374121391749926752576 2/3 | 0.017943100365863119178394745416016175122 | 0.0050071174937318896374121391749926752576 5/6 | 0.053823591690911810911653256643354306925 | 0.015019759240926648201759210155703511847 f(z) = -3*z^3 + 13/12*z + 1 * [ 1 1/3 ] 0 |-> 1 -1/3 |-> 1 f(z) = -3/4*z^3 + 1/12*z + 1 * 0 | 0.017115778815431885016433842177010532099 | 0.0066729500002179081828496119201723026063 -4/3 | 0.051345269213453875604939132125562461387 | 0.020018044046011475654163587399216366527 1/3 | 0.051345269213453875604939132125562461387 | 0.020018044046011475654163587399216366527 1 | 0.051345269213453875604939132125562461387 | 0.020018044046011475654163587399216366527 f(z) = -3/4*z^3 + 13/12*z + 1 * [ 1 2/3 ] -2/3 |-> 1 0 |-> 1 f(z) = -3/5*z^3 + 4/15*z + 1 * [ -2/3 ] -2 | 0.11552563291726571815656386734621758366 | 0.027778042950883007037009507229275899835 2 | 0.11851252837106776860223873977688365906 | 0.028496239494025341716983618424196466292 2/3 | 0.12234757934327439331515979961954337758 | 0.029418374330551824268337690067048887010 f(z) = -3/8*z^3 + 8/3*z + 1 * 2/3 | 0.013291118930458440874711977882224904986 | 0.0029685322952428813004316380059848064869 10/3 | 0.039870255942112653457592342038471012594 | 0.0089049043201721188573400770222730845318 -2 | 0.046215797538696596552332603368054698467 | 0.010322162359831897985861189336874810829 -2/3 | 0.11961180144275885009495822331814760524 | 0.026714943815701864920005176732046365238 f(z) = -3/8*z^3 + 11/3*z + 1 * [ -2 ] 2 |-> 4 |-> -2 -4 |-> 4 f(z) = -3/16*z^3 + 9/4*z + 1 * 2/3 | 0.051344568745370527609644479425291112351 | 0.011855860130602228764293209324267084847 -2 | 0.051345580259875659331486732363983085863 | 0.011856093697166053459275711120723228191 -4/3 | 0.051345580259875659331486732363983085863 | 0.011856093697166053459275711120723228191 10/3 | 0.051345580259875659331486732363983085863 | 0.011856093697166053459275711120723228191 f(z) = -3/16*z^3 + 19/12*z + 1 * [ -1/2 1 ] 1/2 |-> 1 0 |-> 1 f(z) = -2*z^3 + 1/2*z + 1 * [ -1 0 1 2 ] f(z) = -2/3*z^3 + 5/3*z + 1 * [ 1 3/2 ] -3/2 |-> 1 0 |-> 1 f(z) = -2/5*z^3 + 9/10*z + 1 * [ -1 ] [ 2 ] -2 | 0.014752115559130659059516813051043673850 | 0.0091660047555482792439283383495359687264 0 | 0.044255042398684538450056745154885763513 | 0.027497203872719503794338205136371620372 f(z) = -1/2*z^3 + 5/2*z + 1 * [ 1 ] 2 |-> -1 |-> 1 0 |-> 1 f(z) = -1/3*z^3 + 1/3*z + 1 * -1 | 0.0018172599947054852185143408577660087423 | 0.00078922598788412486236286764016813425765 -2 | 0.0054497127512746762111806281678288913169 | 0.0023667801758363805963402507461270869180 -3 | 0.016347071020982249189179490098017539041 | 0.0070994427396931477982724000640039448988 0 | 0.049039145830104968123176075888583482213 | 0.021297430431263449404068848017634518842 f(z) = -1/3*z^3 + 10/3*z + 1 * 0 | 0.017485070215109246755296053908049223210 | 0.0068169260980707093680347712505717826225 -4 | 0.052455210645327740265888161724147669629 | 0.020450778294212128104104313751715347868 1 | 0.052455210645327740265888161724147669629 | 0.020450778294212128104104313751715347868 3 | 0.052455210645327740265888161724147669629 | 0.020450778294212128104104313751715347868 f(z) = -1/4*z^3 + 13/4*z + 1 * [ 1 4 ] -4 |-> 1 0 |-> 1 f(z) = -1/5*z^3 + 16/5*z + 1 * -6 | 0.0089828697011277998682473554806117328010 | 0.0025473486441394334267192040859343887946 2 | 0.026946541870541620160379672036366063493 | 0.0076414597096463094726389904762467700812 -2 | 0.077016353395549478824136902384241840897 | 0.021840181359202511968477465909318316448 6 | 0.080837558378783081036776621703629055569 | 0.022923792906166937610398349647183913941 f(z) = -1/12*z^3 + 17/6*z + 1 * [ -4/7 1 ] 0 |-> 1 4/7 |-> 1 f(z) = -7/3*z^3 + 16/21*z + 1 * [ -3/7 1 ] 0 |-> 1 3/7 |-> 1 f(z) = -7/4*z^3 + 9/28*z + 1 * [ 1 -2/7 ] 2/7 |-> 1 0 |-> 1 f(z) = -7/5*z^3 + 4/35*z + 1 * [ -1/5 1 ] 0 |-> 1 1/5 |-> 1 f(z) = -5/4*z^3 + 1/20*z + 1 * [ 1/5 1 ] 0 |-> 1 -1/5 |-> 1 f(z) = -5/6*z^3 + 1/30*z + 1 * [ 2/5 1 ] 0 |-> 1 -2/5 |-> 1 f(z) = -5/7*z^3 + 4/35*z + 1 * [ 1 1/4 ] -1/4 |-> 1 0 |-> 1 f(z) = -4/5*z^3 + 1/20*z + 1 * [ 1 3/4 ] -3/4 |-> 1 0 |-> 1 f(z) = -4/7*z^3 + 9/28*z + 1 * [ 1 4/3 ] -4/3 |-> 1 0 |-> 1 f(z) = -3/7*z^3 + 16/21*z + 1 * 2 | 0.0099364876843801669543339660118953917793 | 0.0029214675213951370295221896020145832740 -4/3 | 0.029806091541591282690145809631971782391 | 0.0087634112922388325207383216566827259634 5/3 | 0.089414903113224629897581340492200954225 | 0.026289242604769918994386717820687154032 4/3 | 0.089414903113224629897581340492200954225 | 0.026289242604769918994386717820687154032 f(z) = -3/10*z^3 + 1/30*z + 1 * 0 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841 5/3 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841 -1 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841 -2/3 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841 f(z) = -3/10*z^3 + 19/30*z + 1 * [ -5/2 3 ] -2 | 0.029805057925170392967964612429237214936 | 0.0087631073944331766205770819813901077725 2 | 0.089414250973870910533334493493078325206 | 0.026289050866602285610633833921299260293 f(z) = -2/15*z^3 + 1/30*z + 1 * [ 1 -4/9 ] 4/9 |-> 1 0 |-> 1 f(z) = -9/5*z^3 + 16/45*z + 1 * [ 1 -3/8 ] 3/8 |-> 1 0 |-> 1 f(z) = -8/5*z^3 + 9/40*z + 1 * [ 1 -1/8 ] 1/8 |-> 1 0 |-> 1 f(z) = -8/7*z^3 + 1/56*z + 1 * [ -1/7 1 ] 0 |-> 1 1/7 |-> 1 f(z) = -7/6*z^3 + 1/42*z + 1 * [ 1/7 1 ] 0 |-> 1 -1/7 |-> 1 f(z) = -7/8*z^3 + 1/56*z + 1 * [ 1 1/6 ] -1/6 |-> 1 0 |-> 1 f(z) = -6/7*z^3 + 1/42*z + 1 * [ 3/5 1 ] 0 |-> 1 -3/5 |-> 1 f(z) = -5/8*z^3 + 9/40*z + 1 * [ 4/5 1 ] 0 |-> 1 -4/5 |-> 1 f(z) = -5/9*z^3 + 16/45*z + 1 * [ 1 -4/11 ] 4/11 |-> 1 0 |-> 1 f(z) = -11/7*z^3 + 16/77*z + 1 * [ 1 -3/10 ] 0 |-> 1 3/10 |-> 1 f(z) = -10/7*z^3 + 9/70*z + 1 * [ 1 -2/9 ] 2/9 |-> 1 0 |-> 1 f(z) = -9/7*z^3 + 4/63*z + 1 * [ -1/9 1 ] 1/9 |-> 1 0 |-> 1 f(z) = -9/8*z^3 + 1/72*z + 1 * [ 1 1/8 ] 0 |-> 1 -1/8 |-> 1 f(z) = -8/9*z^3 + 1/72*z + 1 * [ 2/7 1 ] 0 |-> 1 -2/7 |-> 1 f(z) = -7/9*z^3 + 4/63*z + 1 * [ 1 3/7 ] -3/7 |-> 1 0 |-> 1 f(z) = -7/10*z^3 + 9/70*z + 1 * [ 4/7 1 ] 0 |-> 1 -4/7 |-> 1 f(z) = -7/11*z^3 + 16/77*z + 1 * [ 4/5 ] 1/5 | 0.089414521636157459539646990288589015789 | 0.021838543453614469900811260786685186677 -1/5 | 0.089414521636157459539646990288589015789 | 0.021838543453614469900811260786685186677 0 | 0.089414521636157459539646990288589015789 | 0.021838543453614469900811260786685186677 f(z) = -5/12*z^3 + 1/60*z + 1 * [ -3/11 1 ] 0 |-> 1 3/11 |-> 1 f(z) = -11/8*z^3 + 9/88*z + 1 * [ -2/11 1 ] 0 |-> 1 2/11 |-> 1 f(z) = -11/9*z^3 + 4/99*z + 1 * [ 1 -1/10 ] 0 |-> 1 1/10 |-> 1 f(z) = -10/9*z^3 + 1/90*z + 1 * [ 1 1/9 ] -1/9 |-> 1 0 |-> 1 f(z) = -9/10*z^3 + 1/90*z + 1 * [ 1 2/9 ] -2/9 |-> 1 0 |-> 1 f(z) = -9/11*z^3 + 4/99*z + 1 * [ 1 3/8 ] -3/8 |-> 1 0 |-> 1 f(z) = -8/11*z^3 + 9/88*z + 1 * 8/7 | 0.036037711025782278545218460524001672337 | 0.0081334238497944891725121264593627305288 -1/7 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 1/7 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 0 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 f(z) = -7/12*z^3 + 1/84*z + 1 * [ -4/13 1 ] 0 |-> 1 4/13 |-> 1 f(z) = -13/9*z^3 + 16/117*z + 1 * [ 1 -1/11 ] 1/11 |-> 1 0 |-> 1 f(z) = -11/10*z^3 + 1/110*z + 1 * [ 1 1/10 ] 0 |-> 1 -1/10 |-> 1 f(z) = -10/11*z^3 + 1/110*z + 1 * [ 1 4/9 ] -4/9 |-> 1 0 |-> 1 f(z) = -9/13*z^3 + 16/117*z + 1 * [ 1 -3/13 ] 3/13 |-> 1 0 |-> 1 f(z) = -13/10*z^3 + 9/130*z + 1 * [ 1 -1/12 ] 1/12 |-> 1 0 |-> 1 f(z) = -12/11*z^3 + 1/132*z + 1 * [ 1/11 1 ] 0 |-> 1 -1/11 |-> 1 f(z) = -11/12*z^3 + 1/132*z + 1 * [ 1 3/10 ] 0 |-> 1 -3/10 |-> 1 f(z) = -10/13*z^3 + 9/130*z + 1 * [ 1 -3/14 ] 0 |-> 1 3/14 |-> 1 f(z) = -14/11*z^3 + 9/154*z + 1 * [ 1 -2/13 ] 2/13 |-> 1 0 |-> 1 f(z) = -13/11*z^3 + 4/143*z + 1 * [ -1/13 1 ] 0 |-> 1 1/13 |-> 1 f(z) = -13/12*z^3 + 1/156*z + 1 * [ 1 1/12 ] -1/12 |-> 1 0 |-> 1 f(z) = -12/13*z^3 + 1/156*z + 1 * [ 2/11 1 ] 0 |-> 1 -2/11 |-> 1 f(z) = -11/13*z^3 + 4/143*z + 1 * [ 1 3/11 ] -3/11 |-> 1 0 |-> 1 f(z) = -11/14*z^3 + 9/154*z + 1 * [ 1 -4/15 ] 0 |-> 1 4/15 |-> 1 f(z) = -15/11*z^3 + 16/165*z + 1 * [ 1 4/11 ] -4/11 |-> 1 0 |-> 1 f(z) = -11/15*z^3 + 16/165*z + 1 * [ 1 -2/15 ] 0 |-> 1 2/15 |-> 1 f(z) = -15/13*z^3 + 4/195*z + 1 * [ 1 -1/14 ] 0 |-> 1 1/14 |-> 1 f(z) = -14/13*z^3 + 1/182*z + 1 * [ 1 1/13 ] -1/13 |-> 1 0 |-> 1 f(z) = -13/14*z^3 + 1/182*z + 1 * [ 1 2/13 ] -2/13 |-> 1 0 |-> 1 f(z) = -13/15*z^3 + 4/195*z + 1 * [ 1 -3/16 ] 3/16 |-> 1 0 |-> 1 f(z) = -16/13*z^3 + 9/208*z + 1 * [ 1 -1/15 ] 0 |-> 1 1/15 |-> 1 f(z) = -15/14*z^3 + 1/210*z + 1 * [ 1 1/14 ] -1/14 |-> 1 0 |-> 1 f(z) = -14/15*z^3 + 1/210*z + 1 * [ 3/13 1 ] 0 |-> 1 -3/13 |-> 1 f(z) = -13/16*z^3 + 9/208*z + 1 * [ 1 -4/17 ] 4/17 |-> 1 0 |-> 1 f(z) = -17/13*z^3 + 16/221*z + 1 * [ 1 -3/17 ] 3/17 |-> 1 0 |-> 1 f(z) = -17/14*z^3 + 9/238*z + 1 * [ 1 3/14 ] 0 |-> 1 -3/14 |-> 1 f(z) = -14/17*z^3 + 9/238*z + 1 * [ 4/13 1 ] 0 |-> 1 -4/13 |-> 1 f(z) = -13/17*z^3 + 16/221*z + 1 * [ 1 -2/17 ] 2/17 |-> 1 0 |-> 1 f(z) = -17/15*z^3 + 4/255*z + 1 * [ 1 -1/16 ] 1/16 |-> 1 0 |-> 1 f(z) = -16/15*z^3 + 1/240*z + 1 * [ 1 1/15 ] 0 |-> 1 -1/15 |-> 1 f(z) = -15/16*z^3 + 1/240*z + 1 * [ 1 2/15 ] 0 |-> 1 -2/15 |-> 1 f(z) = -15/17*z^3 + 4/255*z + 1 * [ -1/17 1 ] 0 |-> 1 1/17 |-> 1 f(z) = -17/16*z^3 + 1/272*z + 1 * [ 1 1/16 ] -1/16 |-> 1 0 |-> 1 f(z) = -16/17*z^3 + 1/272*z + 1 * [ 1 -4/19 ] 4/19 |-> 1 0 |-> 1 f(z) = -19/15*z^3 + 16/285*z + 1 * [ 1 4/15 ] 0 |-> 1 -4/15 |-> 1 f(z) = -15/19*z^3 + 16/285*z + 1 * -1 | 0.044671412172941384319810692145696067366 | 0.013008613460934231347967147543164504629 5/4 | 0.099243909709086220752421548331507232713 | 0.028900489081457059782636235249321834239 1/4 | 0.099243909709086220752421548331507232713 | 0.028900489081457059782636235249321834239 -3/2 | 0.099243909709086220752421548331507232713 | 0.028900489081457059782636235249321834239 f(z) = -16/15*z^3 + 31/15*z + 1 * [ -2/3 ] 0 |-> 1 |-> -2/3 -1/3 |-> -2/3 f(z) = -15/2*z^3 + 35/6*z + 1 * 22/15 | 0.033650727189783523429577433930936612746 | 0.0058860528490191552158488839116155929892 -2/3 | 0.048251812241831044911513238274649846852 | 0.0084400172190809062494600307584475992956 -6/5 | 0.10095321518577146001091349899554440569 | 0.017658339343176511123354953221286041366 -2/15 | 0.14475647034191402445672091202668410801 | 0.025320232453361764224188393761782060286 f(z) = -15/8*z^3 + 38/15*z + 1 * 0 | 0.029855642568847790278249767474550417026 | 0.0083313756900948646524782201480799384879 -5/6 | 0.089563826857280701668205710815447548712 | 0.024993261761822179326629270353155105902 1 | 0.089563826857280701668205710815447548712 | 0.024993261761822179326629270353155105902 -1/6 | 0.089563826857280701668205710815447548712 | 0.024993261761822179326629270353155105902 f(z) = -12/5*z^3 + 31/15*z + 1 * [ -1 -1/2 -3/4 ] -1/4 | 0.048140722140057397833745621112487577688 | 0.014955756220272509362395880808184239200 f(z) = -8/3*z^3 + 25/6*z + 1 * [ -1/4 ] -1/2 |-> -5/4 |-> -1/4 3/2 |-> -1/4 f(z) = -8/3*z^3 + 31/6*z + 1 * [ -5/4 -3/4 ] -1/2 |-> -3/4 7/4 |-> -3/4 f(z) = -8/5*z^3 + 39/10*z + 1 * [ 7/4 -3/2 ] [ 1/4 3/2 ] f(z) = -8/7*z^3 + 29/14*z + 1 * [ -6/7 1 ] 0 |-> 1 6/7 |-> 1 f(z) = -7*z^3 + 36/7*z + 1 * [ -5/7 1 ] 0 |-> 1 5/7 |-> 1 f(z) = -7/2*z^3 + 25/14*z + 1 * [ -2/3 ] -1/3 | 0.017172955165860757759966808616532681389 | 0.0047922043836775128578211362336633000373 -1/2 | 0.051515493986033055107044337445883651219 | 0.014375672312820959113090573334505191555 0 | 0.051515493986033055107044337445883651219 | 0.014375672312820959113090573334505191555 f(z) = -6*z^3 + 31/6*z + 1 * -2/3 | 0.045394874554087270352681507989917383490 | 0.012571560930568272496731989647074389940 -1/2 | 0.045394874554087270352681507989917383490 | 0.012571560930568272496731989647074389940 7/6 | 0.045394874554087270352681507989917383490 | 0.012571560930568272496731989647074389940 -5/6 | 0.075456908608361196995882867527122581333 | 0.020896877313144225755468867252652051411 f(z) = -3*z^3 + 37/12*z + 1 * [ -1/3 ] -2/3 | 0.0058413763820552517205362342946287829172 | 0.0018147256060411809131584881594592641298 -4/3 | 0.017520757634616536988752614480171955804 | 0.0054431293991696425150424562301168988774 -1 | 0.052558901392300392793401755036801474466 | 0.016328340778555027320694360442089803120 f(z) = -3/2*z^3 + 25/6*z + 1 * [ -4/3 ] 7/3 |-> -4/3 -1 |-> -4/3 -1/3 | 0.049887974524615859617818354324445154361 | 0.013815870571281859169434581731059368354 f(z) = -3/4*z^3 + 37/12*z + 1 * -5/3 | 0.014248865756684090418960459985276216902 | 0.0040406718647223560025326915233623811382 0 | 0.042746597270052271256881379955828650704 | 0.012122015594167068007598074570087143415 2/3 | 0.089415372194099100046609537061046117054 | 0.025356276413011349129767482833527158689 -1 | 0.089416487544421191953530424458756780900 | 0.025356592702373796921741399777970910532 f(z) = -3/5*z^3 + 34/15*z + 1 * [ 1 5/2 ] -5/2 |-> 1 0 |-> 1 f(z) = -2/7*z^3 + 25/14*z + 1 * 0 | 0.036036424224874686121421500323551549150 | 0.0098364454336247372407822322133897403892 -7/2 | 0.10810680893291412200701073468171509416 | 0.029508663801828770746531037556951567449 1 | 0.10810680893291412200701073468171509416 | 0.029508663801828770746531037556951567449 5/2 | 0.10810680893291412200701073468171509416 | 0.029508663801828770746531037556951567449 f(z) = -2/7*z^3 + 39/14*z + 1 * [ -1 ] 0 | 0.089414906521672831391033527103363086386 | 0.025799688444073525264175160253012860854 -4 | 0.089414906521672831391033527103363086386 | 0.025799688444073525264175160253012860854 4 | 0.089414906521672831391033527103363086386 | 0.025799688444073525264175160253012860854 f(z) = -2/15*z^3 + 32/15*z + 1 * -2 | 0.017116796070103014947924122970106619300 | 0.0053176316830438387040828355862462179201 1/2 | 0.017116796070103014947924122970106619300 | 0.0053176316830438387040828355862462179201 -1/2 | 0.051345269213453875604939132125562461387 | 0.015951304743343507393414304192884917233 2 | 0.051345269213453875604939132125562461387 | 0.015951304743343507393414304192884917233 f(z) = -1/3*z^3 + 25/12*z + 1 * 0 | 0.014128451292652299083166699944308753567 | 0.0041142993410689081307416207571343442366 -6 | 0.042383397459895739156759558835558373646 | 0.012342328301205837840799440118049337969 1 | 0.042383397459895739156759558835558373646 | 0.012342328301205837840799440118049337969 5 | 0.042383397459895739156759558835558373646 | 0.012342328301205837840799440118049337969 f(z) = -1/6*z^3 + 31/6*z + 1 * [ 1 6 ] -6 |-> 1 0 |-> 1 f(z) = -1/7*z^3 + 36/7*z + 1 * -3 | 0.021426332274930522816716511078661193304 | 0.0066564643809482274250490120406318840184 -5 | 0.064278996824791568446327697006529526568 | 0.019969393142844682273959715940132958164 0 | 0.064278996824791568446327697006529526568 | 0.019969393142844682273959715940132958164 5 | 0.064278996824791568446327697006529526568 | 0.019969393142844682273959715940132958164 f(z) = -1/8*z^3 + 25/8*z + 1 * [ -1 ] -4 |-> -1 5 |-> -1 0 | 0.089414616746137053042444201851049659115 | 0.029369012242523615930144324569537841612 f(z) = -1/10*z^3 + 21/10*z + 1 * [ 9/10 -1/2 ] -1/10 |-> 9/10 3/5 |-> 9/10 f(z) = -10/3*z^3 + 31/30*z + 1 * [ -5/9 1 ] 5/9 |-> 1 0 |-> 1 f(z) = -9/4*z^3 + 25/36*z + 1 * -2/7 | 0.036340695695580653207900945179128201482 | 0.0093377116392612159149914652304482346593 5/7 | 0.10901898623747929045715924392918090208 | 0.028012338157135635670801809435061539560 -5/7 | 0.10901898623747929045715924392918090208 | 0.028012338157135635670801809435061539560 0 | 0.10901898623747929045715924392918090208 | 0.028012338157135635670801809435061539560 f(z) = -7/3*z^3 + 25/21*z + 1 * 0 | 0.037698203879729026875273457312485421490 | 0.0096865222420548256657723843162124124582 -4/7 | 0.11309254440634530118145797753198712956 | 0.029059035552399135614535428777781794430 -3/7 | 0.11309254440634530118145797753198712956 | 0.029059035552399135614535428777781794430 1 | 0.11309254440634530118145797753198712956 | 0.029059035552399135614535428777781794430 f(z) = -7/3*z^3 + 37/21*z + 1 * 0 | 0.027049547127616553162158566784314159950 | 0.0084034142972023833416062539353576003959 -1/5 | 0.081149260001710622843973596233224894137 | 0.025210435076361897029482909241886406496 -4/5 | 0.081149260001710622843973596233224894137 | 0.025210435076361897029482909241886406496 1 | 0.081149260001710622843973596233224894137 | 0.025210435076361897029482909241886406496 f(z) = -5/4*z^3 + 21/20*z + 1 * 0 | 0.029805710064524112332211459428359843954 | 0.0097899459354327104628993996491678841583 -5/4 | 0.089415024061238520277041716229118680324 | 0.029369146028728118929042920755778080860 1/4 | 0.089415024061238520277041716229118680324 | 0.029369146028728118929042920755778080860 1 | 0.089415024061238520277041716229118680324 | 0.029369146028728118929042920755778080860 f(z) = -4/5*z^3 + 21/20*z + 1 * [ 5/4 ] -5/4 | 0.0099361062073129965963996158082834533429 | 0.0029507672354860810057829971159881766386 3/4 | 0.029806170486142130586266572117818270915 | 0.0088516637655390848002036309655560901906 7/4 | 0.089414521636157459539646990288589015789 | 0.026553806422323347100600897429548799433 f(z) = -4/5*z^3 + 29/20*z + 1 * [ 1 5/4 ] 0 |-> 1 -5/4 |-> 1 f(z) = -4/9*z^3 + 25/36*z + 1 * 1/6 | 0.010097638575084516059272274518710174199 | 0.0028177996959142313971468782926780307151 7/6 | 0.030290848492411768733454429150661387687 | 0.0084528222154344177709037081506442857705 1/2 | 0.034271721044247124428865235924982474542 | 0.0095637058524971642097520192936506715219 -1/6 | 0.090869444627972637033819695843780460696 | 0.025357601337840838681905734360848147750 f(z) = -3/2*z^3 + 25/24*z + 1 * 0 | 0.036037237023461502851406141945379899581 | 0.0099800765055531103443885499114715917734 -7/3 | 0.10810715300838274000581190517180010799 | 0.029938967216570534291825275064102317834 1 | 0.10810715300838274000581190517180010799 | 0.029938967216570534291825275064102317834 4/3 | 0.10810715300838274000581190517180010799 | 0.029938967216570534291825275064102317834 f(z) = -3/7*z^3 + 37/21*z + 1 * -1/2 | 0.021394465115184633839997003420579523260 | 0.0066465642911405711135045943739103511078 1/2 | 0.064181328112712122075628615856269434869 | 0.019939050651430480084804179829588302715 -3/2 | 0.089852412294807725294826386114948814380 | 0.027914221356608808839729129456923698375 7/2 | 0.089852412294807725294826386114948814380 | 0.027914221356608808839729129456923698375 f(z) = -1/6*z^3 + 25/24*z + 1 * [ 1 -6/11 ] 6/11 |-> 1 0 |-> 1 f(z) = -11/5*z^3 + 36/55*z + 1 * 9/7 | 0.036037270412915822357302912400528911778 | 0.0092597467643639511027987809300928886822 -5/7 | 0.10810677153131556964787755496818816955 | 0.027777945344444213008676651865907034502 5/7 | 0.10810677153131556964787755496818816955 | 0.027777945344444213008676651865907034502 0 | 0.10810677153131556964787755496818816955 | 0.027777945344444213008676651865907034502 f(z) = -7/6*z^3 + 25/42*z + 1 * [ 6/5 1 ] 0 |-> 1 -6/5 |-> 1 f(z) = -5/11*z^3 + 36/55*z + 1 * [ -5/11 1 ] 0 |-> 1 5/11 |-> 1 f(z) = -11/6*z^3 + 25/66*z + 1 * [ 1 5/6 ] -5/6 |-> 1 0 |-> 1 f(z) = -6/11*z^3 + 25/66*z + 1 * [ 1 -6/13 ] 6/13 |-> 1 0 |-> 1 f(z) = -13/7*z^3 + 36/91*z + 1 * [ 1 -5/12 ] 5/12 |-> 1 0 |-> 1 f(z) = -12/7*z^3 + 25/84*z + 1 * [ 6/7 1 ] 0 |-> 1 -6/7 |-> 1 f(z) = -7/13*z^3 + 36/91*z + 1 * [ -5/13 1 ] 0 |-> 1 5/13 |-> 1 f(z) = -13/8*z^3 + 25/104*z + 1 * [ 1 5/8 ] -5/8 |-> 1 0 |-> 1 f(z) = -8/13*z^3 + 25/104*z + 1 * [ 1 -5/14 ] 0 |-> 1 5/14 |-> 1 f(z) = -14/9*z^3 + 25/126*z + 1 * [ 1 5/9 ] -5/9 |-> 1 0 |-> 1 f(z) = -9/14*z^3 + 25/126*z + 1 * [ 1 -5/16 ] 5/16 |-> 1 0 |-> 1 f(z) = -16/11*z^3 + 25/176*z + 1 * [ 5/11 1 ] 0 |-> 1 -5/11 |-> 1 f(z) = -11/16*z^3 + 25/176*z + 1 * [ 1 -6/17 ] 6/17 |-> 1 0 |-> 1 f(z) = -17/11*z^3 + 36/187*z + 1 * [ 6/11 1 ] 0 |-> 1 -6/11 |-> 1 f(z) = -11/17*z^3 + 36/187*z + 1 * [ -5/17 1 ] 0 |-> 1 5/17 |-> 1 f(z) = -17/12*z^3 + 25/204*z + 1 * [ 1 5/12 ] -5/12 |-> 1 0 |-> 1 f(z) = -12/17*z^3 + 25/204*z + 1 * [ 1 -5/18 ] 5/18 |-> 1 0 |-> 1 f(z) = -18/13*z^3 + 25/234*z + 1 * [ 5/13 1 ] 0 |-> 1 -5/13 |-> 1 f(z) = -13/18*z^3 + 25/234*z + 1 * [ 1 -6/19 ] 6/19 |-> 1 0 |-> 1 f(z) = -19/13*z^3 + 36/247*z + 1 * [ 6/13 1 ] 0 |-> 1 -6/13 |-> 1 f(z) = -13/19*z^3 + 36/247*z + 1 * [ 1 -5/19 ] 5/19 |-> 1 0 |-> 1 f(z) = -19/14*z^3 + 25/266*z + 1 * [ 1 5/14 ] 0 |-> 1 -5/14 |-> 1 f(z) = -14/19*z^3 + 25/266*z + 1 * -7/8 | 0.060829325856983336140091669436108542628 | 0.014626361125748108865532345597125064572 -1/2 | 0.060829325856983336140091669436108542628 | 0.014626361125748108865532345597125064572 0 | 0.060829325856983336140091669436108542628 | 0.014626361125748108865532345597125064572 7/8 | 0.060829325856983336140091669436108542628 | 0.014626361125748108865532345597125064572 f(z) = -16/3*z^3 + 49/12*z + 1 * -2/3 | 0.012319280123187827566654511982121965004 | 0.0023526051106140923602734425747756870434 -4/3 | 0.036953164579306825798613753544406244027 | 0.0070569223991429657440120300269141472271 -2 | 0.11085481794766382049449147823125908110 | 0.021169874264729585895227792383329527778 2 | 0.13836955407553259434788242803171674388 | 0.026424345969596698721216874885111852866 f(z) = -15/16*z^3 + 47/12*z + 1 * [ -7/9 1 ] 7/9 |-> 1 0 |-> 1 f(z) = -9/2*z^3 + 49/18*z + 1 * [ -3 -1 ] [ 3 ] 0 | 0.10834821609926796436133318648743997848 | 0.027289735480011971994964890527054619669 f(z) = -5/12*z^3 + 53/12*z + 1 * 0 | 0.029810075755695129610560144241862949801 | 0.0076596742583842101673618691834872624066 7/2 | 0.029810075755695129610560144241862949801 | 0.0076596742583842101673618691834872624066 -7/2 | 0.029810075755695129610560144241862949801 | 0.0076596742583842101673618691834872624066 1 | 0.089427081982610505825142085484255591057 | 0.022978214596913668657676386363194731309 f(z) = -4/15*z^3 + 49/15*z + 1 * [ -5/6 -2/3 ] 4/3 |-> -2/3 -1/2 |-> -2/3 f(z) = -3*z^3 + 49/12*z + 1 * [ -5/3 -4/3 ] -2 | 0.039385088384193137754476375532577527367 | 0.010286961954783669192427373565437861971 1/3 | 0.089414643716059783525691328230383418855 | 0.023354144318152639100069294211332498750 f(z) = -3/5*z^3 + 46/15*z + 1 * [ -5/3 ] -2/3 |-> -1 |-> -5/3 8/3 |-> -5/3 f(z) = -3/5*z^3 + 49/15*z + 1 * [ 1 7/2 ] 0 |-> 1 -7/2 |-> 1 f(z) = -2/9*z^3 + 49/18*z + 1 * [ 0 1 4 5 ] f(z) = -2/15*z^3 + 47/15*z + 1 * [ -6 ] 7 |-> -6 -1 |-> -6 0 | 0.088140712016579198843518702932727869175 | 0.023434199007070411883157689518119963836 f(z) = -1/6*z^3 + 43/6*z + 1 * -1 | 0.036382060000254031800914350453549815462 | 0.0093483401630636792103955519897796260678 -7 | 0.10914177487279198750770576575420048598 | 0.028043888595210155095216321536797200338 0 | 0.10914177487279198750770576575420048598 | 0.028043888595210155095216321536797200338 7 | 0.10914177487279198750770576575420048598 | 0.028043888595210155095216321536797200338 f(z) = -1/6*z^3 + 49/6*z + 1 * [ 1 7 ] 0 |-> 1 -7 |-> 1 f(z) = -1/8*z^3 + 49/8*z + 1 * 0 | 0.023086303799781769334846913623603796753 | 0.0060298945262808254059229180621886845958 1 | 0.069256844166503528560178346465342255348 | 0.018089143639833386696109979636853767836 -5 | 0.089414250973870910533334493493078325206 | 0.023354041738112305957055869764114459390 6 | 0.10697152509390523765089691713795504993 | 0.027939813112818366118461338557507597249 f(z) = -1/15*z^3 + 46/15*z + 1 * -5/12 | 0.13712614932621394894801438215996133927 | 0.027591811011877017532520026279316593715 -1/4 | 0.13712614932621394894801438215996133927 | 0.027591811011877017532520026279316593715 2/3 | 0.13712614932621394894801438215996133927 | 0.027591811011877017532520026279316593715 3/4 | 0.13712614932621394894801438215996133927 | 0.027591811011877017532520026279316593715 f(z) = -6*z^3 + 49/24*z + 1 * -1/3 | 0.051529905570612313293403101628900856116 | 0.013240566527603725011761827778674959339 -5/6 | 0.089458738073173932434820545939353653585 | 0.022986348603146894478665062940936839036 -1/2 | 0.089458738073173932434820545939353653585 | 0.022986348603146894478665062940936839036 4/3 | 0.089458738073173932434820545939353653585 | 0.022986348603146894478665062940936839036 f(z) = -6/5*z^3 + 49/30*z + 1 * [ 1/6 4/3 ] -1/2 |-> 1/6 -5/6 |-> 1/6 f(z) = -3/2*z^3 + 49/24*z + 1 * [ -7/11 1 ] 0 |-> 1 7/11 |-> 1 f(z) = -11/4*z^3 + 49/44*z + 1 * 0 | 0.038412421074961032774300881125004619712 | 0.0092362348988974978167504768593117777587 -7/8 | 0.11523726322488309832290264337501385914 | 0.027708704696692493450251430577935333276 1 | 0.11523726322488309832290264337501385914 | 0.027708704696692493450251430577935333276 -1/8 | 0.11523726322488309832290264337501385914 | 0.027708704696692493450251430577935333276 f(z) = -8/7*z^3 + 57/56*z + 1 * 0 | 0.036036025270007669458790416322144475864 | 0.0095809912159812464463254029086303572645 -7/6 | 0.10810833261508759322599525962094727553 | 0.028743041925370274910313814663056497182 1/6 | 0.10810833261508759322599525962094727553 | 0.028743041925370274910313814663056497182 1 | 0.10810833261508759322599525962094727553 | 0.028743041925370274910313814663056497182 f(z) = -6/7*z^3 + 43/42*z + 1 * [ 1 7/4 ] -7/4 |-> 1 0 |-> 1 f(z) = -4/11*z^3 + 49/44*z + 1 * [ -7/13 1 ] 0 |-> 1 7/13 |-> 1 f(z) = -13/6*z^3 + 49/78*z + 1 * [ 1 -7/12 ] 7/12 |-> 1 0 |-> 1 f(z) = -12/5*z^3 + 49/60*z + 1 * [ 1 7/6 ] -7/6 |-> 1 0 |-> 1 f(z) = -6/13*z^3 + 49/78*z + 1 * [ 1 -7/15 ] 0 |-> 1 7/15 |-> 1 f(z) = -15/8*z^3 + 49/120*z + 1 * [ -7/16 1 ] 7/16 |-> 1 0 |-> 1 f(z) = -16/9*z^3 + 49/144*z + 1 * [ 1 7/9 ] 0 |-> 1 -7/9 |-> 1 f(z) = -9/16*z^3 + 49/144*z + 1 * [ 1 -7/17 ] 7/17 |-> 1 0 |-> 1 f(z) = -17/10*z^3 + 49/170*z + 1 * [ 1 7/10 ] 0 |-> 1 -7/10 |-> 1 f(z) = -10/17*z^3 + 49/170*z + 1 * [ 1 -7/18 ] 7/18 |-> 1 0 |-> 1 f(z) = -18/11*z^3 + 49/198*z + 1 * [ 7/11 1 ] 0 |-> 1 -7/11 |-> 1 f(z) = -11/18*z^3 + 49/198*z + 1 * [ -7/19 1 ] 0 |-> 1 7/19 |-> 1 f(z) = -19/12*z^3 + 49/228*z + 1 * [ 1 7/12 ] -7/12 |-> 1 0 |-> 1 f(z) = -12/19*z^3 + 49/228*z + 1 * [ -7/20 1 ] 0 |-> 1 7/20 |-> 1 f(z) = -20/13*z^3 + 49/260*z + 1 * [ -1/4 ] 0 |-> 1 |-> -1/4 -3/4 |-> -1/4 f(z) = -20/3*z^3 + 65/12*z + 1 * [ -3/5 ] 0 |-> 1 |-> -3/5 -2/5 |-> -3/5 f(z) = -20/3*z^3 + 76/15*z + 1 * [ -1/15 2/3 ] -4/15 |-> -1/15 -2/5 |-> -1/15 f(z) = -15*z^3 + 76/15*z + 1 * [ -1/5 ] 0 |-> 1 |-> -1/5 -4/5 |-> -1/5 f(z) = -15/2*z^3 + 63/10*z + 1 * -5/12 | 0.020146075255751801741794866500338235181 | 0.0040536885475095338432109045260501446355 -1/3 | 0.020146075255751801741794866500338235181 | 0.0040536885475095338432109045260501446355 3/4 | 0.020146075255751801741794866500338235181 | 0.0040536885475095338432109045260501446355 -1/4 | 0.060435617209840527768397211504524189469 | 0.012160540762164363298402546835123385023 f(z) = -12*z^3 + 61/12*z + 1 * [ -1 -2/3 ] 3/2 |-> -1 -5/6 |-> -1 f(z) = -12/5*z^3 + 61/15*z + 1 * 5/3 | 0.038527423400775956956222683122243388192 | 0.0088174581095007457924265642799832769114 -1/2 | 0.038527423400775956956222683122243388192 | 0.0088174581095007457924265642799832769114 -7/6 | 0.038527423400775956956222683122243388192 | 0.0088174581095007457924265642799832769114 -4/3 | 0.11558330381874876059084924656946473203 | 0.026452610883887674952638501696892685973 f(z) = -12/5*z^3 + 79/15*z + 1 * -1/5 | 0.11429500339792176430180414060454683356 | 0.027693550229931032170369464585400088659 6/5 | 0.11429500339792176430180414060454683356 | 0.027693550229931032170369464585400088659 -1 | 0.11429500339792176430180414060454683356 | 0.027693550229931032170369464585400088659 0 | 0.11429500339792176430180414060454683356 | 0.027693550229931032170369464585400088659 f(z) = -10/3*z^3 + 62/15*z + 1 * [ -8/9 1 ] 8/9 |-> 1 0 |-> 1 f(z) = -9*z^3 + 64/9*z + 1 * -2 | 0.029806592846727632560139489218403739351 | 0.0072221037809511445476673790570914864048 5/2 | 0.089413217357450020811153296290343757751 | 0.021664721575687951537143584871021814976 1/2 | 0.089413217357450020811153296290343757751 | 0.021664721575687951537143584871021814976 -3 | 0.089413217357450020811153296290343757751 | 0.021664721575687951537143584871021814976 f(z) = -8/15*z^3 + 62/15*z + 1 * [ -1/3 ] -4/3 |-> -5/3 |-> -1/3 2 |-> -1/3 f(z) = -6/5*z^3 + 62/15*z + 1 * -1/2 | 0.010870642498323823927166514977948869299 | 0.0026443629402163350064407928691473597110 -7/6 | 0.032606218088293925157968565329152389457 | 0.0079316999659027417758193251096411567745 -4/3 | 0.064795220234733641841963189962886201100 | 0.015761909116071561783718821486525608324 -1/6 | 0.097817079323887787739099505193701219753 | 0.023794716781843806935145728996691008974 f(z) = -3*z^3 + 61/12*z + 1 * -7/6 | 0.040709924389783182358918448454258153356 | 0.0094884766883815827195848677561459765105 -4/3 | 0.12212667232008687791021175375457075770 | 0.028464707333860324412204084186538556410 -1/6 | 0.12212667232008687791021175375457075770 | 0.028464707333860324412204084186538556410 3/2 | 0.12212667232008687791021175375457075770 | 0.028464707333860324412204084186538556410 f(z) = -3*z^3 + 73/12*z + 1 * [ -3/2 5/3 ] 4/3 |-> 5/3 1/6 |-> 5/3 f(z) = -2*z^3 + 73/18*z + 1 * 0 | 0.032220041711236220371535823180461511460 | 0.0076628768444679250894647058554137572324 -9/2 | 0.096658820855001222386113775543139276342 | 0.022988320337433343629953008297986851044 1 | 0.096658820855001222386113775543139276342 | 0.022988320337433343629953008297986851044 7/2 | 0.096658820855001222386113775543139276342 | 0.022988320337433343629953008297986851044 f(z) = -2/9*z^3 + 67/18*z + 1 * [ 5 ] 0 |-> 1 |-> 5 -6 |-> 5 f(z) = -2/15*z^3 + 62/15*z + 1 * [ 1 8 ] 0 |-> 1 -8 |-> 1 f(z) = -1/9*z^3 + 64/9*z + 1 * [ 3/5 ] -1/3 |-> 3/5 -4/15 |-> 3/5 -2/5 | 0.13168945337650604751605059429298021368 | 0.024314440944061303664317423646637719828 f(z) = -15/2*z^3 + 61/30*z + 1 * [ -8/11 1 ] 0 |-> 1 8/11 |-> 1 f(z) = -11/3*z^3 + 64/33*z + 1 * [ -5/4 ] 9/4 |-> -5/4 -1 |-> -5/4 -1/4 | 0.089414521636157459539646990288589015789 | 0.021750733442690668935940786597920633615 f(z) = -4/5*z^3 + 61/20*z + 1 * 0 | 0.027127637244187791461030436703737390068 | 0.0065989952843379461442403671020332126220 -9/4 | 0.081380453025067847962680080991091356648 | 0.019796387754512944423482494600562539892 1 | 0.081380453025067847962680080991091356648 | 0.019796387754512944423482494600562539892 5/4 | 0.081380453025067847962680080991091356648 | 0.019796387754512944423482494600562539892 f(z) = -4/9*z^3 + 61/36*z + 1 * -3/2 | 0.061943536869188807588886004107483233324 | 0.014437506686372241520140816086765052686 -7/6 | 0.061943536869188807588886004107483233324 | 0.014437506686372241520140816086765052686 1/6 | 0.061943536869188807588886004107483233324 | 0.014437506686372241520140816086765052686 4/3 | 0.061943536869188807588886004107483233324 | 0.014437506686372241520140816086765052686 f(z) = -3/2*z^3 + 73/24*z + 1 * 7/3 | 0.10810779773370177156043589940203375312 | 0.025711224938331111631969141767794336127 -5/3 | 0.10810779773370177156043589940203375312 | 0.025711224938331111631969141767794336127 2/3 | 0.10810779773370177156043589940203375312 | 0.025711224938331111631969141767794336127 -3 | 0.10810779773370177156043589940203375312 | 0.025711224938331111631969141767794336127 f(z) = -3/7*z^3 + 67/21*z + 1 * [ 1 8/3 ] -8/3 |-> 1 0 |-> 1 f(z) = -3/11*z^3 + 64/33*z + 1 * 7/6 | 0.10925365206109633154170972226188410695 | 0.025003994955429194227932940922892039402 1/2 | 0.10925365206109633154170972226188410695 | 0.025003994955429194227932940922892039402 -5/3 | 0.10925365206109633154170972226188410695 | 0.025003994955429194227932940922892039402 -2/3 | 0.11577957700863056333126070309156052647 | 0.026497530332868164671555774821105367862 f(z) = -6/7*z^3 + 79/42*z + 1 * 0 | 0.037061515306877230027781707150030262036 | 0.0090154834547155897197208337357689998310 4/5 | 0.11118309383530628037373593112807945293 | 0.027046097133818282366452710729387471271 -9/5 | 0.11118309383530628037373593112807945293 | 0.027046097133818282366452710729387471271 1 | 0.11118309383530628037373593112807945293 | 0.027046097133818282366452710729387471271 f(z) = -5/9*z^3 + 61/45*z + 1 * -5/3 | 0.036036427465505460740257970608815463661 | 0.0085705260116553304597653464090477540496 -7/3 | 0.10810715300838274000581190517180010799 | 0.025711071603622158533593551763684368307 3 | 0.10810715300838274000581190517180010799 | 0.025711071603622158533593551763684368307 -2/3 | 0.10810715300838274000581190517180010799 | 0.025711071603622158533593551763684368307 f(z) = -3/14*z^3 + 67/42*z + 1 * [ 1 -8/13 ] 8/13 |-> 1 0 |-> 1 f(z) = -13/5*z^3 + 64/65*z + 1 * 0 | 0.038992880548212531406055258226979034461 | 0.0088732123585394064707253443421800298046 -8/9 | 0.11697864164463759421816577468093710338 | 0.026619637075618219412176033026540089414 -1/9 | 0.11697864164463759421816577468093710338 | 0.026619637075618219412176033026540089414 1 | 0.11697864164463759421816577468093710338 | 0.026619637075618219412176033026540089414 f(z) = -9/8*z^3 + 73/72*z + 1 * 0 | 0.030454096471859784674999625088764171018 | 0.0070980968098158721354023754197125080511 -9/8 | 0.091362524212163948931662654406318029054 | 0.021294345154725367094054270468090913271 1/8 | 0.091362524212163948931662654406318029054 | 0.021294345154725367094054270468090913271 1 | 0.091362524212163948931662654406318029054 | 0.021294345154725367094054270468090913271 f(z) = -8/9*z^3 + 73/72*z + 1 * 0 | 0.039138020393381185621520578340328904619 | 0.0093081763487030309817170481368714438647 2/7 | 0.11741406118014355686456173502098671386 | 0.027924529046109092945151144410614331594 -9/7 | 0.11741406118014355686456173502098671386 | 0.027924529046109092945151144410614331594 1 | 0.11741406118014355686456173502098671386 | 0.027924529046109092945151144410614331594 f(z) = -7/9*z^3 + 67/63*z + 1 * 0 | 0.041817335235883121814232291432999373690 | 0.0095703934794124514823604474996301505506 -10/7 | 0.12544859048810397090569686561336560460 | 0.028710398824710724010324974052889807525 1 | 0.12544859048810397090569686561336560460 | 0.028710398824710724010324974052889807525 3/7 | 0.12544859048810397090569686561336560460 | 0.028710398824710724010324974052889807525 f(z) = -7/10*z^3 + 79/70*z + 1 * [ 8/5 1 ] 0 |-> 1 -8/5 |-> 1 f(z) = -5/13*z^3 + 64/65*z + 1 * [ 7/6 -3/4 ] 1/3 |-> 7/6 5/12 |-> 7/6 f(z) = -8/5*z^3 + 61/90*z + 1 * [ 1 -8/15 ] 0 |-> 1 8/15 |-> 1 f(z) = -15/7*z^3 + 64/105*z + 1 * [ 1 8/7 ] -8/7 |-> 1 0 |-> 1 f(z) = -7/15*z^3 + 64/105*z + 1 * [ -8/17 1 ] 0 |-> 1 8/17 |-> 1 f(z) = -17/9*z^3 + 64/153*z + 1 * [ 1 8/9 ] -8/9 |-> 1 0 |-> 1 f(z) = -9/17*z^3 + 64/153*z + 1 * [ 1 -8/19 ] 8/19 |-> 1 0 |-> 1 f(z) = -19/11*z^3 + 64/209*z + 1 * [ 8/11 1 ] 0 |-> 1 -8/11 |-> 1 f(z) = -11/19*z^3 + 64/209*z + 1 * [ 1 -9/10 ] 0 |-> 1 9/10 |-> 1 f(z) = -10*z^3 + 81/10*z + 1 * [ 1 9 ] -9 |-> 1 0 |-> 1 f(z) = -1/10*z^3 + 81/10*z + 1 * [ 11/6 -5/3 ] [ 1/6 5/3 ] f(z) = -18/11*z^3 + 89/22*z + 1 * [ -9/11 1 ] 0 |-> 1 9/11 |-> 1 f(z) = -11/2*z^3 + 81/22*z + 1 * [ -3/8 ] 11/8 |-> -3/8 -1 |-> -3/8 -5/8 | 0.089853638680229583365143316032978992840 | 0.019641380428720594434603383064438508197 f(z) = -8/3*z^3 + 97/24*z + 1 * -5/12 | 0.046413094184449331954975777289350757132 | 0.0093390015653926200455519653548431556217 -2/3 | 0.13923721532050621642056493746258313649 | 0.028016588738330518907513227441071807192 -1/4 | 0.13923721532050621642056493746258313649 | 0.028016588738330518907513227441071807192 11/12 | 0.13923721532050621642056493746258313649 | 0.028016588738330518907513227441071807192 f(z) = -6*z^3 + 97/24*z + 1 * 0 | 0.044407023639661766925786627775495398329 | 0.0097070664897369165343822514485786875965 -11/3 | 0.13321651093058792688882415095331209694 | 0.029120202687464579992838465470690856933 1 | 0.13321651093058792688882415095331209694 | 0.029120202687464579992838465470690856933 8/3 | 0.13321651093058792688882415095331209694 | 0.029120202687464579992838465470690856933 f(z) = -3/11*z^3 + 97/33*z + 1 * [ 1 9/2 ] -9/2 |-> 1 0 |-> 1 f(z) = -2/11*z^3 + 81/22*z + 1 * 9/2 | 0.075100370631860381298588270793706289853 | 0.016416418651311055163415774337076862622 -4 | 0.079494488251409322890421608126128004880 | 0.017376942199180406602386023803964813522 -3/2 | 0.079494488251409322890421608126128004880 | 0.017376942199180406602386023803964813522 11/2 | 0.079494488251409322890421608126128004880 | 0.017376942199180406602386023803964813522 f(z) = -1/6*z^3 + 97/24*z + 1 * [ -9/13 1 ] 0 |-> 1 9/13 |-> 1 f(z) = -13/4*z^3 + 81/52*z + 1 * -7/6 | 0.017090695234079957984548497691526993329 | 0.0038469585496075073659909433150416025709 0 | 0.051269636992330924151348748465499906640 | 0.011540324466709054952435333696101521557 1/6 | 0.10826248165125331624398308950807979592 | 0.024368890421702920244653664278459490752 -1 | 0.11781072433706863854741976732303155595 | 0.026518112166683733907861110672771931468 f(z) = -6/7*z^3 + 85/42*z + 1 * 0 | 0.044407856841253225043868907301555993140 | 0.0097974367486767288687895194867941003355 -11/4 | 0.13321815999682057191844197529663247944 | 0.029391116554210012307812687948271493748 1 | 0.13321815999682057191844197529663247944 | 0.029391116554210012307812687948271493748 7/4 | 0.13321815999682057191844197529663247944 | 0.029391116554210012307812687948271493748 f(z) = -4/11*z^3 + 93/44*z + 1 * [ 1 9/4 ] -9/4 |-> 1 0 |-> 1 f(z) = -4/13*z^3 + 81/52*z + 1 * [ 1 -9/14 ] 9/14 |-> 1 0 |-> 1 f(z) = -14/5*z^3 + 81/70*z + 1 * 0 | 0.030175092686574559541100233960974073706 | 0.0062919955322652372593777737102187411975 -5/11 | 0.090523862966235618543185154476575715227 | 0.018875691526885004491442184096883855051 -6/11 | 0.090523862966235618543185154476575715227 | 0.018875691526885004491442184096883855051 1 | 0.090523862966235618543185154476575715227 | 0.018875691526885004491442184096883855051 f(z) = -11/6*z^3 + 91/66*z + 1 * 0 | 0.044406120154138359069097653998476875312 | 0.0098442702748743839002531065967645345160 -11/6 | 0.13321863197541843033750004281403407552 | 0.029532871015591848658554225763032620949 5/6 | 0.13321863197541843033750004281403407552 | 0.029532871015591848658554225763032620949 1 | 0.13321863197541843033750004281403407552 | 0.029532871015591848658554225763032620949 f(z) = -6/11*z^3 + 91/66*z + 1 * [ 9/5 1 ] 0 |-> 1 -9/5 |-> 1 f(z) = -5/14*z^3 + 81/70*z + 1 * 0 | 0.044753149579209665974228906514313329840 | 0.0093317564963924051959330408560584090918 -3/11 | 0.13425788030959236499967719311430306067 | 0.027994942446529768656143306054646712623 -8/11 | 0.13425788030959236499967719311430306067 | 0.027994942446529768656143306054646712623 1 | 0.13425788030959236499967719311430306067 | 0.027994942446529768656143306054646712623 f(z) = -11/8*z^3 + 97/88*z + 1 * 0 | 0.037061683417789146155492157375149113328 | 0.0080478422991955383399890981047917698855 -9/10 | 0.11118374597465999973798277812720208195 | 0.024143243677063862747188929699211326738 -1/10 | 0.11118374597465999973798277812720208195 | 0.024143243677063862747188929699211326738 1 | 0.11118374597465999973798277812720208195 | 0.024143243677063862747188929699211326738 f(z) = -10/9*z^3 + 91/90*z + 1 * 0 | 0.038847426722076950557202748509371074215 | 0.0086119788625546807104730741094386224048 -10/9 | 0.11653944670727988973449268485633204676 | 0.025835308445965798496949226519598297067 1/9 | 0.11653944670727988973449268485633204676 | 0.025835308445965798496949226519598297067 1 | 0.11653944670727988973449268485633204676 | 0.025835308445965798496949226519598297067 f(z) = -9/10*z^3 + 91/90*z + 1 * 0 | 0.044529171358935740511583227150972219802 | 0.0097337671315584320490098417936299589104 -11/8 | 0.13358616705791279864251466950059339244 | 0.029201006945714312043590485687773607441 3/8 | 0.13358616705791279864251466950059339244 | 0.029201006945714312043590485687773607441 1 | 0.13358616705791279864251466950059339244 | 0.029201006945714312043590485687773607441 f(z) = -8/11*z^3 + 97/88*z + 1 * [ 1 -9/16 ] 9/16 |-> 1 0 |-> 1 f(z) = -16/7*z^3 + 81/112*z + 1 * [ 9/7 1 ] 0 |-> 1 -9/7 |-> 1 f(z) = -7/16*z^3 + 81/112*z + 1 * [ -9/17 1 ] 0 |-> 1 9/17 |-> 1 f(z) = -17/8*z^3 + 81/136*z + 1 * [ 1 9/8 ] -9/8 |-> 1 0 |-> 1 f(z) = -8/17*z^3 + 81/136*z + 1 * [ 1 -9/19 ] 9/19 |-> 1 0 |-> 1 f(z) = -19/10*z^3 + 81/190*z + 1 * [ 1 9/10 ] 0 |-> 1 -9/10 |-> 1 f(z) = -10/19*z^3 + 81/190*z + 1 * [ -9/20 1 ] 0 |-> 1 9/20 |-> 1 f(z) = -20/11*z^3 + 81/220*z + 1 * [ -10/11 1 ] 0 |-> 1 10/11 |-> 1 f(z) = -11*z^3 + 100/11*z + 1 * [ 1 10 ] -10 |-> 1 0 |-> 1 f(z) = -1/11*z^3 + 100/11*z + 1 * [ -10/13 1 ] 0 |-> 1 10/13 |-> 1 f(z) = -13/3*z^3 + 100/39*z + 1 * -10/3 | 0.016925285310635531788340165488512289968 | 0.0036077659844303217547174834961001825144 0 | 0.050774551653199156636526802467291611867 | 0.010823019935386477868382236615884565611 -1 | 0.10062732534409466805322961786382032917 | 0.021449555196124259114183127083341425284 2/3 | 0.12694159715092606110427343362052833328 | 0.027058662102587117231146995894382451068 f(z) = -3/10*z^3 + 109/30*z + 1 * [ 1 10/3 ] -10/3 |-> 1 0 |-> 1 f(z) = -3/13*z^3 + 100/39*z + 1 * -14/3 | 0.13272292364652259265277610062079276094 | 0.022043250116421014235210880086102888887 -22/3 | 0.14338393999125350160318743189285126155 | 0.023813882071515933159736576222799742438 4/3 | 0.14338393999125350160318743189285126155 | 0.023813882071515933159736576222799742438 6 | 0.14338393999125350160318743189285126155 | 0.023813882071515933159736576222799742438 f(z) = -1/16*z^3 + 103/36*z + 1 * 7/5 | 0.11153428344213815136333634729724952588 | 0.023420875627230713518711485266223879834 -2/5 | 0.11153428344213815136333634729724952588 | 0.023420875627230713518711485266223879834 0 | 0.11153428344213815136333634729724952588 | 0.023420875627230713518711485266223879834 -1 | 0.11153428344213815136333634729724952588 | 0.023420875627230713518711485266223879834 f(z) = -15/14*z^3 + 117/70*z + 1 * 0 | 0.041928748095278488946528262597631742723 | 0.0087428230437994007951606262303270984523 -2/11 | 0.12578415606427424647486897269731911330 | 0.026228033703382452684526601255287134034 -9/11 | 0.12578415606427424647486897269731911330 | 0.026228033703382452684526601255287134034 1 | 0.12578415606427424647486897269731911330 | 0.026228033703382452684526601255287134034 f(z) = -11/9*z^3 + 103/99*z + 1 * 0 | 0.029126536242562311992433834748616580259 | 0.0062085645690215856247722047917388893901 5/7 | 0.087380926845813494288900288122632180033 | 0.018625974674957065895277906832267432757 -12/7 | 0.087380926845813494288900288122632180033 | 0.018625974674957065895277906832267432757 1 | 0.087380926845813494288900288122632180033 | 0.018625974674957065895277906832267432757 f(z) = -7/12*z^3 + 109/84*z + 1 * [ 1 -10/17 ] 10/17 |-> 1 0 |-> 1 f(z) = -17/7*z^3 + 100/119*z + 1 * 0 | 0.044606880596765272869581548095688630367 | 0.0093012570446224170158902542593427655845 -10/11 | 0.13381913162783525014381899189309498775 | 0.027903456240536066052155793284259714452 1 | 0.13381913162783525014381899189309498775 | 0.027903456240536066052155793284259714452 -1/11 | 0.13381913162783525014381899189309498775 | 0.027903456240536066052155793284259714452 f(z) = -11/10*z^3 + 111/110*z + 1 * [ 10/7 1 ] 0 |-> 1 -10/7 |-> 1 f(z) = -7/17*z^3 + 100/119*z + 1 * [ -10/19 1 ] 0 |-> 1 10/19 |-> 1 f(z) = -19/9*z^3 + 100/171*z + 1 * [ 1 10/9 ] -10/9 |-> 1 0 |-> 1 f(z) = -9/19*z^3 + 100/171*z + 1 * [ -11/12 1 ] 11/12 |-> 1 0 |-> 1 f(z) = -12*z^3 + 121/12*z + 1 * [ 1 11 ] 0 |-> 1 -11 |-> 1 f(z) = -1/12*z^3 + 121/12*z + 1 * 0 | 0.041374509762014503760140783139773336286 | 0.0084604408963863181133679246572065582064 -12 | 0.12412146205320173183605995501385087395 | 0.025380899972336989700748980944750299192 1 | 0.12412146205320173183605995501385087395 | 0.025380899972336989700748980944750299192 11 | 0.12412146205320173183605995501385087395 | 0.025380899972336989700748980944750299192 f(z) = -1/12*z^3 + 133/12*z + 1 * [ -11/13 1 ] 0 |-> 1 11/13 |-> 1 f(z) = -13/2*z^3 + 121/26*z + 1 * -5/12 | 0.0039884091029591938451934897948269924439 | 0.00080252694870840817571767747617988721348 -2/3 | 0.011963160076035802091218074979011842422 | 0.0024071648882778832980103638050820019672 -7/12 | 0.035886379378844737107110633328831824900 | 0.0072208707280626380503170884800595163918 -3/4 | 0.10766017175295510104351309718923004216 | 0.021662820163111584765522599751907379012 f(z) = -6*z^3 + 121/24*z + 1 * -1/3 | 0.036736488368239570059553327318061998165 | 0.0074448642076283084246311070342891011806 -5/3 | 0.11020609359316949200580389355047160155 | 0.022333909366352434259747508522898425359 -1/2 | 0.11020609359316949200580389355047160155 | 0.022333909366352434259747508522898425359 13/6 | 0.11020609359316949200580389355047160155 | 0.022333909366352434259747508522898425359 f(z) = -6/5*z^3 + 139/30*z + 1 * 13/5 | 0.089542025015896073239436176672046709670 | 0.018146215022983385676293722734555006409 -3/5 | 0.089542025015896073239436176672046709670 | 0.018146215022983385676293722734555006409 -2 | 0.089542025015896073239436176672046709670 | 0.018146215022983385676293722734555006409 12/5 | 0.13938816266519839256993261535509938250 | 0.028247826324368311241180753693690714506 f(z) = -5/6*z^3 + 139/30*z + 1 * -1 | 0.046163878755164451228622179766807023709 | 0.0096259163773425954355179649353641084365 -11/3 | 0.13848956903265157424150414489495193622 | 0.028877318080499967295391336574572840783 0 | 0.13848956903265157424150414489495193622 | 0.028877318080499967295391336574572840783 11/3 | 0.13848956903265157424150414489495193622 | 0.028877318080499967295391336574572840783 f(z) = -3/8*z^3 + 121/24*z + 1 * [ 1 11/2 ] -11/2 |-> 1 0 |-> 1 f(z) = -2/13*z^3 + 121/26*z + 1 * -9/2 | 0.033133405113696651535721340027444254789 | 0.0069088515852966334923672076635334267370 5 | 0.094889200423959027348527865870017465165 | 0.019785935086569120986375357058073610686 -5 | 0.099399292539449686236604676287699444766 | 0.020726362336802474809268638513118674521 1/2 | 0.13246305147829006994712345678567442674 | 0.027620691566672178008327348211708357063 f(z) = -2/15*z^3 + 121/30*z + 1 * [ 1 -11/14 ] 0 |-> 1 11/14 |-> 1 f(z) = -14/3*z^3 + 121/42*z + 1 * [ -7/6 ] -4/3 |-> -1 |-> -7/6 13/6 |-> -7/6 f(z) = -6/7*z^3 + 127/42*z + 1 * 0 | 0.047500370227444483239021665326684593083 | 0.0097130836637662999928275284501710184002 -13/4 | 0.14249849473692544986555301554918575985 | 0.029138716071329095885797233519991825509 1 | 0.14249849473692544986555301554918575985 | 0.029138716071329095885797233519991825509 9/4 | 0.14249849473692544986555301554918575985 | 0.029138716071329095885797233519991825509 f(z) = -4/13*z^3 + 133/52*z + 1 * 5/3 | 0.12836073818659762915612919524396434164 | 0.026765292805469192817602308519542811677 -11/3 | 0.12836169867218705886630213288302077934 | 0.026765493082270337017025783732663131876 0 | 0.12836169867218705886630213288302077934 | 0.026765493082270337017025783732663131876 11/3 | 0.12836169867218705886630213288302077934 | 0.026765493082270337017025783732663131876 f(z) = -3/16*z^3 + 121/48*z + 1 * -5/7 | 0.046859637086575411038970252413022504748 | 0.0088781013888407943560046484270629876758 0 | 0.14057956339907995248115760423819014326 | 0.026634427721881791353010764733803912326 11/14 | 0.14057956339907995248115760423819014326 | 0.026634427721881791353010764733803912326 -11/14 | 0.14057956339907995248115760423819014326 | 0.026634427721881791353010764733803912326 f(z) = -14/5*z^3 + 121/70*z + 1 * 0 | 0.038714916310381882631980513291123984564 | 0.0075469163158638387854523438166467458209 -7/13 | 0.11614072528024271035883860447053493173 | 0.022639964594697524008859442878129728932 -6/13 | 0.11614072528024271035883860447053493173 | 0.022639964594697524008859442878129728932 1 | 0.11614072528024271035883860447053493173 | 0.022639964594697524008859442878129728932 f(z) = -13/6*z^3 + 127/78*z + 1 * 0 | 0.047501484165723521211215392294342716117 | 0.0098058731667298436277493956216308283489 -13/6 | 0.14249783866499464914499614930830699595 | 0.029416254187071380935732087397026526066 1 | 0.14249783866499464914499614930830699595 | 0.029416254187071380935732087397026526066 7/6 | 0.14249783866499464914499614930830699595 | 0.029416254187071380935732087397026526066 f(z) = -6/13*z^3 + 127/78*z + 1 * [ 1 -11/16 ] 11/16 |-> 1 0 |-> 1 f(z) = -16/5*z^3 + 121/80*z + 1 * [ 11/5 1 ] 0 |-> 1 -11/5 |-> 1 f(z) = -5/16*z^3 + 121/80*z + 1 * [ -11/17 1 ] 0 |-> 1 11/17 |-> 1 f(z) = -17/6*z^3 + 121/102*z + 1 * 0 | 0.042959250074901083343422644378119885330 | 0.0083742881608814158147009182459378342827 -4/13 | 0.12887793749715227647782888292617811290 | 0.025122900988715699043093296128651883265 -9/13 | 0.12887793749715227647782888292617811290 | 0.025122900988715699043093296128651883265 1 | 0.12887793749715227647782888292617811290 | 0.025122900988715699043093296128651883265 f(z) = -13/9*z^3 + 133/117*z + 1 * [ 1 11/6 ] -11/6 |-> 1 0 |-> 1 f(z) = -6/17*z^3 + 121/102*z + 1 * [ 1 -11/18 ] 11/18 |-> 1 0 |-> 1 f(z) = -18/7*z^3 + 121/126*z + 1 * 0 | 0.045637426510887888023801021242246182243 | 0.0088963601519318211570528057977523310316 -10/13 | 0.13691293167201738343564991072586117575 | 0.026689207580986419437926738856977072390 -3/13 | 0.13691293167201738343564991072586117575 | 0.026689207580986419437926738856977072390 1 | 0.13691293167201738343564991072586117575 | 0.026689207580986419437926738856977072390 f(z) = -13/10*z^3 + 139/130*z + 1 * 0 | 0.044407422276521062355451400311001058898 | 0.0089354306891789434873924013980998391505 -11/12 | 0.13321874193948224756522731219904256437 | 0.026805582807476449476245112301221657406 1 | 0.13321874193948224756522731219904256437 | 0.026805582807476449476245112301221657406 -1/12 | 0.13321874193948224756522731219904256437 | 0.026805582807476449476245112301221657406 f(z) = -12/11*z^3 + 133/132*z + 1 * 0 | 0.031917601487026764918050777843461947530 | 0.0065266508893676385204182064400351471549 1/11 | 0.095750737228238515309789939124916707679 | 0.019579529951280950921899826293236066037 -12/11 | 0.095750737228238515309789939124916707679 | 0.019579529951280950921899826293236066037 1 | 0.095750737228238515309789939124916707679 | 0.019579529951280950921899826293236066037 f(z) = -11/12*z^3 + 133/132*z + 1 * [ 11/7 1 ] 0 |-> 1 -11/7 |-> 1 f(z) = -7/18*z^3 + 121/126*z + 1 * -3/4 | 0.0056896822035964916912404829413967387574 | 0.0011448482791258791655730724621324821748 3/4 | 0.017067702825317773758916671008731199805 | 0.0034342744478497620813999273715801829358 5/4 | 0.051198870901001307443714768850694109177 | 0.010301970680743547573586977665361700881 5/12 | 0.099788247839834172884913505127721577141 | 0.020078872550070965923009220265200450411 f(z) = -6/5*z^3 + 121/120*z + 1 * 15/4 | 0.010305598558585327118049367515303416318 | 0.0021488842059725524603212360078775820616 -9/4 | 0.030914728442914201909785708140441114044 | 0.0064462215663898383698011497921132616581 -5/4 | 0.067492928755580641364930589792948833304 | 0.014073368741583038420313167988013710681 1/4 | 0.092742118095900826284994730015854207220 | 0.019338233647641696098240891144820300448 f(z) = -2/15*z^3 + 121/120*z + 1 * [ -11/19 1 ] 0 |-> 1 11/19 |-> 1 f(z) = -19/8*z^3 + 121/152*z + 1 * [ 1 11/8 ] -11/8 |-> 1 0 |-> 1 f(z) = -8/19*z^3 + 121/152*z + 1 * [ -11/20 1 ] 0 |-> 1 11/20 |-> 1 f(z) = -20/9*z^3 + 121/180*z + 1 * [ -12/13 1 ] 0 |-> 1 12/13 |-> 1 f(z) = -13*z^3 + 144/13*z + 1 * [ -12 ] 13 |-> -12 -1 |-> -12 0 | 0.14488418110572402162809916007112302995 | 0.028654497167141467597882703494049371311 f(z) = -1/12*z^3 + 157/12*z + 1 * [ 1 12 ] -12 |-> 1 0 |-> 1 f(z) = -1/13*z^3 + 144/13*z + 1 * -9/10 | 0.023958888907830621656996887581825390638 | 0.0047752745884391875124015624393995793724 7/5 | 0.023958888907830621656996887581825390638 | 0.0047752745884391875124015624393995793724 -1/2 | 0.023958888907830621656996887581825390638 | 0.0047752745884391875124015624393995793724 -11/10 | 0.071876396061205315964678165949965481333 | 0.014325769819295942816572657353541518740 f(z) = -10/3*z^3 + 151/30*z + 1 * 0 | 0.045971007724557050992013416728357854791 | 0.0091625361191215560883590729080783378932 9/5 | 0.13791145425787018646064460649828594657 | 0.027487295654894007888990388901448395550 -14/5 | 0.13791145425787018646064460649828594657 | 0.027487295654894007888990388901448395550 1 | 0.13791145425787018646064460649828594657 | 0.027487295654894007888990388901448395550 f(z) = -5/14*z^3 + 151/70*z + 1 * [ 1 -12/17 ] 12/17 |-> 1 0 |-> 1 f(z) = -17/5*z^3 + 144/85*z + 1 * [ 12/5 1 ] 0 |-> 1 -12/5 |-> 1 f(z) = -5/17*z^3 + 144/85*z + 1 * 10/7 | 0.12544979714529344189423662336513637616 | 0.024779741679295645029989448593985796834 0 | 0.12544979714529344189423662336513637616 | 0.024779741679295645029989448593985796834 -1 | 0.12544979714529344189423662336513637616 | 0.024779741679295645029989448593985796834 -3/7 | 0.12544979714529344189423662336513637616 | 0.024779741679295645029989448593985796834 f(z) = -14/15*z^3 + 158/105*z + 1 * [ 1 -12/19 ] 12/19 |-> 1 0 |-> 1 f(z) = -19/7*z^3 + 144/133*z + 1 * 0 | 0.043779721738965780939713151749065824286 | 0.0082945757274148178611828381005488846810 -9/14 | 0.13133786093818990409064576124895221482 | 0.024883480071525637013554875396416755446 -5/14 | 0.13133786093818990409064576124895221482 | 0.024883480071525637013554875396416755446 1 | 0.13133786093818990409064576124895221482 | 0.024883480071525637013554875396416755446 f(z) = -14/9*z^3 + 151/126*z + 1 * 0 | 0.045078136394197011958664370816636136954 | 0.0089845768743912775607405590798083291257 -14/9 | 0.13523234874179171920697009653505382954 | 0.026953319954272290072521390070512384018 1 | 0.13523234874179171920697009653505382954 | 0.026953319954272290072521390070512384018 5/9 | 0.13523234874179171920697009653505382954 | 0.026953319954272290072521390070512384018 f(z) = -9/14*z^3 + 151/126*z + 1 * [ 12/7 1 ] 0 |-> 1 -12/7 |-> 1 f(z) = -7/19*z^3 + 144/133*z + 1 * 0 | 0.032947765924082209714335900786407560970 | 0.0064226932645348116209149136228474357333 -1/13 | 0.098844961836879290583360971926059094334 | 0.019268404179079692027583633799654746566 -12/13 | 0.098844961836879290583360971926059094334 | 0.019268404179079692027583633799654746566 1 | 0.098844961836879290583360971926059094334 | 0.019268404179079692027583633799654746566 f(z) = -13/12*z^3 + 157/156*z + 1 * 0 | 0.047500366453921081988743461434640047015 | 0.0093943942368618565966696914774120871546 -13/12 | 0.14249873680907980203708565306309272378 | 0.028182715456267960288288846752259138933 1/12 | 0.14249873680907980203708565306309272378 | 0.028182715456267960288288846752259138933 1 | 0.14249873680907980203708565306309272378 | 0.028182715456267960288288846752259138933 f(z) = -12/13*z^3 + 157/156*z + 1 * [ 1 -13/14 ] 0 |-> 1 13/14 |-> 1 f(z) = -14*z^3 + 169/14*z + 1 * -1 | 0.036786716869037490083936996911518671860 | 0.0071710415572189583498064139421585925060 -13 | 0.11035857566611848251700479994080006696 | 0.021512817659553613405942268061920595661 0 | 0.11035857566611848251700479994080006696 | 0.021512817659553613405942268061920595661 13 | 0.11035857566611848251700479994080006696 | 0.021512817659553613405942268061920595661 f(z) = -1/12*z^3 + 169/12*z + 1 * [ 1 13 ] -13 |-> 1 0 |-> 1 f(z) = -1/14*z^3 + 169/14*z + 1 * [ -13/16 1 ] 13/16 |-> 1 0 |-> 1 f(z) = -16/3*z^3 + 169/48*z + 1 * -11/7 | 0.036569577321133008188061731915875696896 | 0.0071793032401433852702638858839397949587 -3/7 | 0.036569577321133008188061731915875696896 | 0.0071793032401433852702638858839397949587 2 | 0.036569577321133008188061731915875696896 | 0.0071793032401433852702638858839397949587 -4/7 | 0.10970780916175875619362585195299377109 | 0.021537728556925097746761121610472974770 f(z) = -7/6*z^3 + 163/42*z + 1 * [ 1 13/3 ] 0 |-> 1 -13/3 |-> 1 f(z) = -3/16*z^3 + 169/48*z + 1 * [ -13/17 1 ] 0 |-> 1 13/17 |-> 1 f(z) = -17/4*z^3 + 169/68*z + 1 * 13/15 | 0.10490678129372228369373972284069487413 | 0.019369430679502160033558739038203725913 -13/15 | 0.10490678129372228369373972284069487413 | 0.019369430679502160033558739038203725913 0 | 0.10490678129372228369373972284069487413 | 0.019369430679502160033558739038203725913 -1/3 | 0.10558811101187977868688460027575737802 | 0.019495227778440758981188742224629428114 f(z) = -15/4*z^3 + 169/60*z + 1 * -5/12 | 0.017258534556530788404340902190684402121 | 0.0033643031793834534931378925888072618397 0 | 0.051773536436750585768660312166584071454 | 0.010092506560829236032221053585771514873 -13/12 | 0.051773536436750585768660312166584071454 | 0.010092506560829236032221053585771514873 13/12 | 0.051773536436750585768660312166584071454 | 0.010092506560829236032221053585771514873 f(z) = -12/5*z^3 + 169/60*z + 1 * [ 1 13/4 ] -13/4 |-> 1 0 |-> 1 f(z) = -4/17*z^3 + 169/68*z + 1 * [ 1 -13/18 ] 13/18 |-> 1 0 |-> 1 f(z) = -18/5*z^3 + 169/90*z + 1 * [ 13/5 1 ] 0 |-> 1 -13/5 |-> 1 f(z) = -5/18*z^3 + 169/90*z + 1 * [ -13/19 1 ] 0 |-> 1 13/19 |-> 1 f(z) = -19/6*z^3 + 169/114*z + 1 * [ 1 13/6 ] -13/6 |-> 1 0 |-> 1 f(z) = -6/19*z^3 + 169/114*z + 1 * -7/20 | 0.11145082906400379482986947521053316404 | 0.018601600357929174117877036330970448491 -2/5 | 0.11145082906400379482986947521053316404 | 0.018601600357929174117877036330970448491 3/4 | 0.11145082906400379482986947521053316404 | 0.018601600357929174117877036330970448491 17/20 | 0.15290856126971877413888917007149288350 | 0.025521065854178534078690167448813162710 f(z) = -10/3*z^3 + 169/120*z + 1 * 5/4 | 0.10032926063340317358623282124289342411 | 0.019557746889142563343538678784648736819 -2/3 | 0.10032926063340317358623282124289342411 | 0.019557746889142563343538678784648736819 -7/12 | 0.10032926063340317358623282124289342411 | 0.019557746889142563343538678784648736819 -1/4 | 0.12552557479979417568558086334934684343 | 0.024469406079039227606825339211275312835 f(z) = -6/5*z^3 + 169/120*z + 1 * 4/5 | 0.019919436911116194845067828581100408803 | 0.0038830078366205912811517288625743650709 7/10 | 0.019919436911116194845067828581100408803 | 0.0038830078366205912811517288625743650709 -3/2 | 0.019919436911116194845067828581100408803 | 0.0038830078366205912811517288625743650709 17/10 | 0.059755209884085915368659894135097524044 | 0.011648419043880087172666250316747689244 f(z) = -5/6*z^3 + 169/120*z + 1 * 15/4 | 0.051198870901001307443714768850694109177 | 0.0099804837768164534623483154721923165767 -2 | 0.051198870901001307443714768850694109177 | 0.0099804837768164534623483154721923165767 -7/4 | 0.051198870901001307443714768850694109177 | 0.0099804837768164534623483154721923165767 3/4 | 0.11936402145571926257609542499532669588 | 0.023268299841570889980599022406079511801 f(z) = -2/15*z^3 + 169/120*z + 1 * [ -13/20 1 ] 0 |-> 1 13/20 |-> 1 f(z) = -20/7*z^3 + 169/140*z + 1 * -7/6 | 0.039364273869104755568385003048532296314 | 0.0076734992358801476300475153037944468302 5/2 | 0.039364273869104755568385003048532296314 | 0.0076734992358801476300475153037944468302 -4/3 | 0.039364273869104755568385003048532296314 | 0.0076734992358801476300475153037944468302 1/6 | 0.11809075437447248726079261474012775403 | 0.023020094730319318442949921730733069845 f(z) = -3/14*z^3 + 169/168*z + 1 * [ 1 -14/15 ] 0 |-> 1 14/15 |-> 1 f(z) = -15*z^3 + 196/15*z + 1 * [ 1 14 ] -14 |-> 1 0 |-> 1 f(z) = -1/15*z^3 + 196/15*z + 1 * [ -6/5 ] -13/10 | 0.14199904893135022250113705685886805660 | 0.026826161279827868960046937770742816079 -1/5 | 0.14199904893135022250113705685886805660 | 0.026826161279827868960046937770742816079 3/2 | 0.14199904893135022250113705685886805660 | 0.026826161279827868960046937770742816079 f(z) = -10/3*z^3 + 199/30*z + 1 * 0 | 0.047973993410449891008257861316086591627 | 0.0090631458038026095726902198772881191984 -15/2 | 0.14391860871980045485191749554454538193 | 0.027188800472546218069310011135146020503 1 | 0.14391860871980045485191749554454538193 | 0.027188800472546218069310011135146020503 13/2 | 0.14391860871980045485191749554454538193 | 0.027188800472546218069310011135146020503 f(z) = -2/15*z^3 + 199/30*z + 1 * [ -14/17 1 ] 0 |-> 1 14/17 |-> 1 f(z) = -17/3*z^3 + 196/51*z + 1 * [ -3/4 ] 1/12 |-> 4/3 |-> -3/4 -7/12 |-> -3/4 f(z) = -3*z^3 + 193/48*z + 1 * [ -5/2 8/3 ] -7/6 |-> -5/2 -3/2 |-> -5/2 f(z) = -3/4*z^3 + 193/48*z + 1 * [ 1 14/3 ] -14/3 |-> 1 0 |-> 1 f(z) = -3/17*z^3 + 196/51*z + 1 * 4/5 | 0.10031584589393959693744545544351579130 | 0.016743126009543195737199564515702222740 -11/20 | 0.16372437945859213481964838294804317328 | 0.027326270258516375706324441872167521112 -1/5 | 0.16372437945859213481964838294804317328 | 0.027326270258516375706324441872167521112 3/4 | 0.16372437945859213481964838294804317328 | 0.027326270258516375706324441872167521112 f(z) = -20/3*z^3 + 181/60*z + 1 * -2/3 | 0.029807316595703659879978891958513727621 | 0.0044624408989797268176668406204065744410 2/5 | 0.067134944768793040748358614664203669564 | 0.010050744498422529646646517176843292818 -14/15 | 0.089414317583869828630631228241274279045 | 0.013386180082984539968761599615759620206 -2/5 | 0.10007475720362850255513858236526376877 | 0.014982150039138587856035572351206949984 f(z) = -15/16*z^3 + 199/60*z + 1 * -9/10 | 0.090719258469532003360286337066572897127 | 0.017451055165350745313877023091857586268 -11/10 | 0.12866786346468226694428815546098904469 | 0.024750973731604083870273133726791592092 -2/5 | 0.12866786346468226694428815546098904469 | 0.024750973731604083870273133726791592092 3/2 | 0.12866786346468226694428815546098904469 | 0.024750973731604083870273133726791592092 f(z) = -5/3*z^3 + 181/60*z + 1 * [ 16/5 -3 ] 4/5 |-> 16/5 11/5 |-> 16/5 f(z) = -5/12*z^3 + 181/60*z + 1 * -8 | 0.14555898254578083912346558435149973443 | 0.027658664546253717869807914418575821632 -11/2 | 0.14555898254578083912346558435149973443 | 0.027658664546253717869807914418575821632 7/2 | 0.14555898254578083912346558435149973443 | 0.027658664546253717869807914418575821632 9/2 | 0.14555898254578083912346558435149973443 | 0.027658664546253717869807914418575821632 f(z) = -1/18*z^3 + 193/72*z + 1 * [ 1 -14/19 ] 14/19 |-> 1 0 |-> 1 f(z) = -19/5*z^3 + 196/95*z + 1 * -7/12 | 0.021506342554458027780632008621434227639 | 0.0040865682345882662907922965757598993259 4/3 | 0.021506342554458027780632008621434227639 | 0.0040865682345882662907922965757598993259 -3/4 | 0.021506342554458027780632008621434227639 | 0.0040865682345882662907922965757598993259 0 | 0.064516960430532303897533631458833548007 | 0.012259311894618226325355236237963842622 f(z) = -12/7*z^3 + 193/84*z + 1 * [ 14/5 1 ] 0 |-> 1 -14/5 |-> 1 f(z) = -5/19*z^3 + 196/95*z + 1 * 0 | 0.049401685923166997156589673182808732111 | 0.0089089459116133923671361731106489982749 -9/16 | 0.14820505776950099146976901954842619633 | 0.026726837734840177101408519331946994825 -7/16 | 0.14820505776950099146976901954842619633 | 0.026726837734840177101408519331946994825 1 | 0.14820505776950099146976901954842619633 | 0.026726837734840177101408519331946994825 f(z) = -16/9*z^3 + 193/144*z + 1 * 0 | 0.051828939447470777876744741957686007944 | 0.0098483736619608752163101316079605762609 -16/9 | 0.15548736507995021133997818687582728546 | 0.029545224875246858104439568653920260653 7/9 | 0.15548736507995021133997818687582728546 | 0.029545224875246858104439568653920260653 1 | 0.15548736507995021133997818687582728546 | 0.029545224875246858104439568653920260653 f(z) = -9/16*z^3 + 193/144*z + 1 * 0 | 0.044607262073832443227515898299300568803 | 0.0085807997591508955741217491324816715726 -15/11 | 0.13381988541884031817290496484135720478 | 0.025742033632797014260199122866389912801 1 | 0.13381988541884031817290496484135720478 | 0.025742033632797014260199122866389912801 4/11 | 0.13381988541884031817290496484135720478 | 0.025742033632797014260199122866389912801 f(z) = -11/15*z^3 + 181/165*z + 1 * 0 | 0.051869045995078883878873672134276072190 | 0.0099566530120802493191338634256598718346 -14/13 | 0.15560555408529952442140944260684672908 | 0.029869654994749772248530103592474420348 1/13 | 0.15560555408529952442140944260684672908 | 0.029869654994749772248530103592474420348 1 | 0.15560555408529952442140944260684672908 | 0.029869654994749772248530103592474420348 f(z) = -13/14*z^3 + 183/182*z + 1 * 0 | 0.045637426510887888023801021242246182243 | 0.0086217265058532198248865644545648223133 -15/13 | 0.13691356410915137674507888957525360335 | 0.025865422197044451762948015031955850067 2/13 | 0.13691356410915137674507888957525360335 | 0.025865422197044451762948015031955850067 1 | 0.13691356410915137674507888957525360335 | 0.025865422197044451762948015031955850067 f(z) = -13/15*z^3 + 199/195*z + 1 * [ -2/7 ] -3/14 | 0.023520872142505992433334890804235312308 | 0.0044187165221721268406317785374155499294 0 | 0.070560549194676197855642278007236802012 | 0.013255761208641816843107916504908042976 -5/7 | 0.11249570228111761220524025573682856512 | 0.021133851471630411219082314704940196888 f(z) = -14/3*z^3 + 205/42*z + 1 * 0 | 0.052721664926133046103537534245728106915 | 0.0099412848855843604518556849784928985884 11/5 | 0.15816499477839913831061260273718432075 | 0.029823854656753081355567054935478695765 -16/5 | 0.15816499477839913831061260273718432075 | 0.029823854656753081355567054935478695765 1 | 0.15816499477839913831061260273718432075 | 0.029823854656753081355567054935478695765 f(z) = -5/16*z^3 + 201/80*z + 1 * [ -7/6 ] 11/6 | 0.036044370438516557955856571733546454904 | 0.0067714264259844133496427588826585715407 17/6 | 0.10812739800199134047375691272413677175 | 0.020313205954104379228106964432350688456 -2/3 | 0.10855329125929487930530423556720643296 | 0.020393215809237597420640223957499709255 f(z) = -3/7*z^3 + 205/84*z + 1 * 0 | 0.052963423400968052756631872450549040940 | 0.0095512585361348857803027575049215666718 -11/16 | 0.15888852184287041205593138845947668585 | 0.028653460314610860575458539676336525176 1 | 0.15888852184287041205593138845947668585 | 0.028653460314610860575458539676336525176 -5/16 | 0.15888852184287041205593138845947668585 | 0.028653460314610860575458539676336525176 f(z) = -16/11*z^3 + 201/176*z + 1 * 0 | 0.045970175059259507962449491133060042151 | 0.0084876888619991379334427119624350724874 -14/15 | 0.13791117731713224325159532039830275547 | 0.025463186993542564539304516933215706492 -1/15 | 0.13791117731713224325159532039830275547 | 0.025463186993542564539304516933215706492 1 | 0.13791117731713224325159532039830275547 | 0.025463186993542564539304516933215706492 f(z) = -15/14*z^3 + 211/210*z + 1 * 0 | 0.041817882585142599388326999406312398006 | 0.0078137128343463046912842757377004771723 -15/14 | 0.12544957713062800490937653598713750537 | 0.023440377902757988959260657236948145046 1/14 | 0.12544957713062800490937653598713750537 | 0.023440377902757988959260657236948145046 1 | 0.12544957713062800490937653598713750537 | 0.023440377902757988959260657236948145046 f(z) = -14/15*z^3 + 211/210*z + 1 * [ -15/16 1 ] 15/16 |-> 1 0 |-> 1 f(z) = -16*z^3 + 225/16*z + 1 * [ 1 15 ] 0 |-> 1 -15 |-> 1 f(z) = -1/16*z^3 + 225/16*z + 1 * [ -15/17 1 ] 0 |-> 1 15/17 |-> 1 f(z) = -17/2*z^3 + 225/34*z + 1 * [ 1 15/2 ] -15/2 |-> 1 0 |-> 1 f(z) = -2/17*z^3 + 225/34*z + 1 * [ -15/19 1 ] 0 |-> 1 15/19 |-> 1 f(z) = -19/4*z^3 + 225/76*z + 1 * [ -5/12 ] -1 |-> -5/12 17/12 |-> -5/12 5/4 | 0.12030856506259180662739458881472602786 | 0.022141096836366866466779615061398346735 f(z) = -12/5*z^3 + 229/60*z + 1 * [ -12/5 ] -1 |-> -12/5 17/5 |-> -12/5 -13/5 | 0.057001242226352875957085874770132037776 | 0.010490275761083824664559520441975659784 f(z) = -5/12*z^3 + 229/60*z + 1 * 0 | 0.052473332252095702262024527342392814009 | 0.0095963341473421695219766725688276583870 -17/4 | 0.15741735913359120857071840201313614363 | 0.028788520073027664551156317564570282237 1 | 0.15741735913359120857071840201313614363 | 0.028788520073027664551156317564570282237 13/4 | 0.15741735913359120857071840201313614363 | 0.028788520073027664551156317564570282237 f(z) = -4/17*z^3 + 237/68*z + 1 * [ 1 15/4 ] -15/4 |-> 1 0 |-> 1 f(z) = -4/19*z^3 + 225/76*z + 1 * 0 | 0.049634533796080348713432457718545259165 | 0.0087594063292495049280598253595941354509 -11/17 | 0.14890267858660077776973802936100245790 | 0.026278056133503492200291644181585463741 -6/17 | 0.14890267858660077776973802936100245790 | 0.026278056133503492200291644181585463741 1 | 0.14890267858660077776973802936100245790 | 0.026278056133503492200291644181585463741 f(z) = -17/6*z^3 + 223/102*z + 1 * 0 | 0.052469457213357185141838520358172506957 | 0.0097036786384887976166521089915017068112 -17/6 | 0.15740242709223105798917996741703089290 | 0.029109936533369475997634290113307796026 1 | 0.15740242709223105798917996741703089290 | 0.029109936533369475997634290113307796026 11/6 | 0.15740242709223105798917996741703089290 | 0.029109936533369475997634290113307796026 f(z) = -6/17*z^3 + 223/102*z + 1 * 0 | 0.034605140932334237099001056409390505283 | 0.0061070482046352398647819503032670536845 -5/17 | 0.10381218299227269190585643986395369353 | 0.018320572859445926412678988790400444805 -12/17 | 0.10381218299227269190585643986395369353 | 0.018320572859445926412678988790400444805 1 | 0.10381218299227269190585643986395369353 | 0.018320572859445926412678988790400444805 f(z) = -17/12*z^3 + 229/204*z + 1 * 0 | 0.052469460976415347369266280203489437983 | 0.0096562652528220373717721964903682206769 -17/12 | 0.15740307923158477735342681441615352191 | 0.028967819687614898975473778840274562523 5/12 | 0.15740307923158477735342681441615352191 | 0.028967819687614898975473778840274562523 1 | 0.15740307923158477735342681441615352191 | 0.028967819687614898975473778840274562523 f(z) = -12/17*z^3 + 229/204*z + 1 * [ -16/17 1 ] 0 |-> 1 16/17 |-> 1 f(z) = -17*z^3 + 256/17*z + 1 * [ 1 16 ] -16 |-> 1 0 |-> 1 f(z) = -1/17*z^3 + 256/17*z + 1 * [ -16/19 1 ] 0 |-> 1 16/19 |-> 1 f(z) = -19/3*z^3 + 256/57*z + 1 * -7/12 | 0.027090475021935995273081507113566223869 | 0.0049391938025123883215061709449510924583 -4/3 | 0.081272458682228875541425718543433239062 | 0.014817769858711096011797871869026808007 1/12 | 0.081272458682228875541425718543433239062 | 0.014817769858711096011797871869026808007 5/4 | 0.081272458682228875541425718543433239062 | 0.014817769858711096011797871869026808007 f(z) = -3*z^3 + 241/48*z + 1 * [ 1 16/3 ] -16/3 |-> 1 0 |-> 1 f(z) = -3/19*z^3 + 256/57*z + 1 * [ 4/5 ] -3/4 |-> 4/5 -1/20 |-> 4/5 -9/20 | 0.10323886925366373128054996713325092963 | 0.017230990593693167467973501661796166381 f(z) = -20/3*z^3 + 241/60*z + 1 * -11/12 | 0.15513826364999672761982830593547593992 | 0.028285142646340974586254764739520495018 5/4 | 0.16016450538752340678635234774734580336 | 0.029201537874546416931659361605033106221 1/12 | 0.16016450538752340678635234774734580336 | 0.029201537874546416931659361605033106221 -4/3 | 0.16016450538752340678635234774734580336 | 0.029201537874546416931659361605033106221 f(z) = -12/5*z^3 + 241/60*z + 1 * -15/4 | 0.023036296599306428648609072153895439804 | 0.0042000272532688976938825197473230662459 4 | 0.023036296599306428648609072153895439804 | 0.0042000272532688976938825197473230662459 -1/4 | 0.023036296599306428648609072153895439804 | 0.0042000272532688976938825197473230662459 0 | 0.069109923414340175668008413664420886867 | 0.012600270210980624128926918276142729370 f(z) = -4/15*z^3 + 241/60*z + 1 * 0 | 0.037062230115690524583677766226314094392 | 0.0066696737246815519269297472689086117416 13/5 | 0.11118309383530628037373593112807945293 | 0.020008373950174246265923445100907952395 -18/5 | 0.11118309383530628037373593112807945293 | 0.020008373950174246265923445100907952395 1 | 0.11118309383530628037373593112807945293 | 0.020008373950174246265923445100907952395 f(z) = -5/18*z^3 + 259/90*z + 1 * [ 7/10 -1/6 ] -11/30 | 0.066110234717263163750819349097024324920 | 0.0097186707060434231898321768026149612424 19/30 | 0.19832863691894771180809565288560383985 | 0.029155708220324613669335290732552265536 f(z) = -15/2*z^3 + 241/120*z + 1 * 0 | 0.039138848133583972878346577050511553653 | 0.0071040278415986404690477827391656661789 11/7 | 0.11741476370307779153312795538887667506 | 0.021311760313294875362082056006802591704 -18/7 | 0.11741476370307779153312795538887667506 | 0.021311760313294875362082056006802591704 1 | 0.11741476370307779153312795538887667506 | 0.021311760313294875362082056006802591704 f(z) = -7/18*z^3 + 247/126*z + 1 * 1/2 | 0.060136034866196366304956471402735353716 | 0.010964131506674462401697812419604448202 -11/10 | 0.11195721741031625245004614131231176930 | 0.020412281214404782176706568324344046081 11/10 | 0.11749511346242750852415552171317171283 | 0.021421962360172709001083330948786304729 -1/2 | 0.15359884766345760671840300917697872679 | 0.028004473005293862926493018206522735073 f(z) = -5/6*z^3 + 241/120*z + 1 * 0 | 0.041928769908485423638970584856800083817 | 0.0076104219464311604489152347067657866893 7/11 | 0.12578415606427424647486897269731911330 | 0.022830874931800592110510990920178617978 -18/11 | 0.12578415606427424647486897269731911330 | 0.022830874931800592110510990920178617978 1 | 0.12578415606427424647486897269731911330 | 0.022830874931800592110510990920178617978 f(z) = -11/18*z^3 + 247/198*z + 1 * 0 | 0.056541790764510652265609743957513514331 | 0.0097810585455045625163528266723267934900 -13/18 | 0.16962494705048809375221213565005083119 | 0.029343102074515529123708522419489666753 1 | 0.16962494705048809375221213565005083119 | 0.029343102074515529123708522419489666753 -5/18 | 0.16962494705048809375221213565005083119 | 0.029343102074515529123708522419489666753 f(z) = -18/13*z^3 + 259/234*z + 1 * 0 | 0.053524996529613941559096185568274886577 | 0.0094459876524836649857455838508534102725 -14/17 | 0.16057303317078066658454801570745677268 | 0.028337617692583232271401837947628688119 1 | 0.16057303317078066658454801570745677268 | 0.028337617692583232271401837947628688119 -3/17 | 0.16057303317078066658454801570745677268 | 0.028337617692583232271401837947628688119 f(z) = -17/14*z^3 + 247/238*z + 1 * 0 | 0.042960322926096283172253699627004588613 | 0.0077310873125984409962141990128582015614 5/13 | 0.12887775022470325003026793313435965599 | 0.023192682730817913811369924607706721547 -18/13 | 0.12887775022470325003026793313435965599 | 0.023192682730817913811369924607706721547 1 | 0.12887775022470325003026793313435965599 | 0.023192682730817913811369924607706721547 f(z) = -13/18*z^3 + 259/234*z + 1 * 0 | 0.047294410661843835426204731878979564086 | 0.0083464259338363169741618394098452839591 -15/17 | 0.14188116475268972683425180123146955735 | 0.025038912980263470718591354814066651704 1 | 0.14188116475268972683425180123146955735 | 0.025038912980263470718591354814066651704 -2/17 | 0.14188116475268972683425180123146955735 | 0.025038912980263470718591354814066651704 f(z) = -17/15*z^3 + 259/255*z + 1 * 0 | 0.038363252029409169288918245409163099675 | 0.0069183091819002587381392250242873989570 -15/16 | 0.11508533515596651375253226375175770472 | 0.020754130288569645934284625667750394740 1 | 0.11508533515596651375253226375175770472 | 0.020754130288569645934284625667750394740 -1/16 | 0.11508533515596651375253226375175770472 | 0.020754130288569645934284625667750394740 f(z) = -16/15*z^3 + 241/240*z + 1 * [ 25/24 -2/3 ] 1/24 |-> 25/24 5/8 |-> 25/24 f(z) = -12/5*z^3 + 241/240*z + 1 * [ 8/5 9/10 ] -3/2 |-> 9/10 -1/10 |-> 9/10 f(z) = -5/12*z^3 + 241/240*z + 1 * -9/14 | 0.041103206516356684710852586958458648176 | 0.0073085132596291599808754328070935521510 19/14 | 0.12330701099165517667557037287888542845 | 0.021925075954332878606932816248327561763 -6/7 | 0.12330701099165517667557037287888542845 | 0.021925075954332878606932816248327561763 -1/2 | 0.12330701099165517667557037287888542845 | 0.021925075954332878606932816248327561763 f(z) = -7/3*z^3 + 277/84*z + 1 * 0 | 0.054650645767603426108344370036321898561 | 0.0097425653899381882567128076245225612507 -19/8 | 0.16394970630058334952846377249630029451 | 0.029227298449261117324863918073182877374 1 | 0.16394970630058334952846377249630029451 | 0.029227298449261117324863918073182877374 11/8 | 0.16394970630058334952846377249630029451 | 0.029227298449261117324863918073182877374 f(z) = -8/19*z^3 + 273/152*z + 1 * 0 | 0.041405145292244646704462272664377308326 | 0.0070310754587222396360360175764860410910 -7/19 | 0.12421646949315482983556801519586649243 | 0.021093401896262092447667890149024973212 -12/19 | 0.12421646949315482983556801519586649243 | 0.021093401896262092447667890149024973212 1 | 0.12421646949315482983556801519586649243 | 0.021093401896262092447667890149024973212 f(z) = -19/12*z^3 + 277/228*z + 1 * 0 | 0.054528985657469818450842065865569705811 | 0.0096957354057804801443291499934401558622 -19/12 | 0.16358273740764734465249597535105547614 | 0.029086455941447478778510736603938466771 7/12 | 0.16358273740764734465249597535105547614 | 0.029086455941447478778510736603938466771 1 | 0.16358273740764734465249597535105547614 | 0.029086455941447478778510736603938466771 f(z) = -12/19*z^3 + 277/228*z + 1 * [ -17/18 1 ] 17/18 |-> 1 0 |-> 1 f(z) = -18*z^3 + 289/18*z + 1 * [ 1 17 ] 0 |-> 1 -17 |-> 1 f(z) = -1/18*z^3 + 289/18*z + 1 * [ -17/19 1 ] 0 |-> 1 17/19 |-> 1 f(z) = -19/2*z^3 + 289/38*z + 1 * [ 1 17/2 ] -17/2 |-> 1 0 |-> 1 f(z) = -2/19*z^3 + 289/38*z + 1 * -1 | 0.039709093952518416544717220914250961876 | 0.0070077839418312644118032306085270578985 17/5 | 0.11912157245087770301062068313805866719 | 0.021022344240468556015121895229135316504 -17/5 | 0.11912157245087770301062068313805866719 | 0.021022344240468556015121895229135316504 0 | 0.11912157245087770301062068313805866719 | 0.021022344240468556015121895229135316504 f(z) = -5/12*z^3 + 289/60*z + 1 * 0 | 0.053621280213912581264562894312392229140 | 0.0091055173147267196742942478625410030202 -13/19 | 0.16086552639751235288011672713903388389 | 0.027316838205126053428463666586520413493 -6/19 | 0.16086552639751235288011672713903388389 | 0.027316838205126053428463666586520413493 1 | 0.16086552639751235288011672713903388389 | 0.027316838205126053428463666586520413493 f(z) = -19/6*z^3 + 283/114*z + 1 * 0 | 0.054527299901695209364414021663712509338 | 0.0096586330347838914751184788554219769946 -19/6 | 0.16358162904279907908692956819562683743 | 0.028975851160886532277323313917725500105 1 | 0.16358162904279907908692956819562683743 | 0.028975851160886532277323313917725500105 13/6 | 0.16358162904279907908692956819562683743 | 0.028975851160886532277323313917725500105 f(z) = -6/19*z^3 + 283/114*z + 1 * -8/15 | 0.022743979713177356899564758668797149400 | 0.0040138134604109211728268835757733865410 17/15 | 0.068232972755952960420875473209126015656 | 0.012041622791855503620427732435054759710 -17/15 | 0.068232972755952960420875473209126015656 | 0.012041622791855503620427732435054759710 0 | 0.068232972755952960420875473209126015656 | 0.012041622791855503620427732435054759710 f(z) = -15/8*z^3 + 289/120*z + 1 * -13/10 | 0.013611031963826251774462490584766863202 | 0.0024020485418757409797226625734819355048 -3/10 | 0.040834129507899645045568668957035157061 | 0.0072063280362499630411150694281804066012 3/10 | 0.12250032129085715569234361246563633627 | 0.021618619287504408919451044869072019630 -4/5 | 0.12590816215122730797280873783022275960 | 0.022220028437916509786349330797961850174 f(z) = -5/6*z^3 + 289/120*z + 1 * [ -5/6 ] -13/6 | 0.032181453730123756283475077232097358784 | 0.0056793205844588204085483679408486430758 -7/6 | 0.096545394806792158572606428899026643808 | 0.017038144163999201327592185530280529314 1/2 | 0.099397852339960657788315203061405971248 | 0.017541540341197197274896221520469784062 f(z) = -3/10*z^3 + 289/120*z + 1 * [ -3/4 ] -5/4 | 0.089867115327254003954788767240184180507 | 0.015859574344407520506625748149458032745 5/4 | 0.093985793624920882081765729473108820224 | 0.016586430708102727657187970840551784738 13/4 | 0.15359454547016214288678191214661319262 | 0.027106067707959120273672905334065624269 f(z) = -2/15*z^3 + 289/120*z + 1 * -4/9 | 0.11155805634484088105127598808308786695 | 0.019298219344981669680141902272235382362 0 | 0.16821012124895525039082833610926447105 | 0.029098354007477491322771650903916093542 17/18 | 0.16821012124895525039082833610926447105 | 0.029098354007477491322771650903916093542 -17/18 | 0.16821012124895525039082833610926447105 | 0.029098354007477491322771650903916093542 f(z) = -9/5*z^3 + 289/180*z + 1 * 0 | 0.054212420931253061763204618095854352398 | 0.0092058998870135174465813664069496530882 -14/19 | 0.16263276715430334028379788263365542085 | 0.027616936249149924926513630151257728387 -5/19 | 0.16263276715430334028379788263365542085 | 0.027616936249149924926513630151257728387 1 | 0.16263276715430334028379788263365542085 | 0.027616936249149924926513630151257728387 f(z) = -19/14*z^3 + 291/266*z + 1 * [ 5/6 1/3 ] [ 7/6 -1/3 ] f(z) = -18/35*z^3 - 31/70*z + 1 * [ -2 8/3 ] [ 2/3 ] 2 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070 f(z) = -3/32*z^3 - 11/24*z + 1 * [ 6 ] -3 |-> -15/2 |-> 6 3/2 |-> 6 f(z) = -2/27*z^3 + 7/2*z + 1 * [ -3/4 ] 15/4 |-> 6 |-> -3/4 -21/4 |-> -3/4 f(z) = -2/27*z^3 + 19/8*z + 1 * [ -6 ] 2 | 0.038508184745207425100127671343312899634 | 0.0092592611942577971809117934104725299762 6 | 0.11552524355222775967315395201452886766 | 0.027777949328381447329174130973330736969 -2 | 0.11552629088690602929454814952136969128 | 0.027778201159139195765969518873497201406 f(z) = -1/24*z^3 + 8/3*z + 1 * [ 1 ] 3 |-> 0 |-> 1 -1 |-> 1 f(z) = -1/24*z^3 + 1/24*z + 1 * 18/5 | 0.015098871402151458424120627817171193204 | 0.0026410352005881618206471698677414262567 2/5 | 0.045293513357191706105818291843309877248 | 0.0079225632134073490345166051439064915740 2 | 0.13588157368799600803963607273266419920 | 0.023767870436341092579358116918158737121 -2/5 | 0.14613753645989718355255125042740788369 | 0.025561803106875207442477766579040001965 f(z) = -5/24*z^3 + 38/15*z + 1 * -3 | 0.0033289007384508054738414337255104494691 | 0.00098859764823935211500505448598333235377 3 | 0.0099846349825106369771619067710622134972 | 0.0029651790298896143936711748611664541842 -1 | 0.029951837714690131487123325907717505582 | 0.0088949231748404012296695359867158196755 0 | 0.089853445911228615017007583317683381835 | 0.026684155609692761737664619363363916149 f(z) = -5/24*z^3 + 29/24*z + 1 * 7/2 | 0.10810677153131556964787755496818816955 | 0.028923576070633738098265640651775806789 0 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 -5/2 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 5/2 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 f(z) = -2/21*z^3 + 25/42*z + 1 * [ 7/8 ] 11/8 |-> -3/8 |-> 7/8 -1/2 |-> 7/8 f(z) = -16/21*z^3 + 37/84*z + 1 * [ 4/3 ] 0 |-> 1 |-> 4/3 -7/3 |-> 4/3 f(z) = -3/28*z^3 + 37/84*z + 1 * [ -1 ] 0 | 0.10825540101103698581045433980904414386 | 0.027672485785698778141291631486479180213 -5/2 | 0.10825540101103698581045433980904414386 | 0.027672485785698778141291631486479180213 5/2 | 0.10825540101103698581045433980904414386 | 0.027672485785698778141291631486479180213 f(z) = -8/21*z^3 + 50/21*z + 1 * [ -1 ] [ 0 1 3 ] f(z) = -7/24*z^3 + 55/24*z + 1 * [ -1 ] -3 | 0.0099846349825106369771619067710622134972 | 0.0025148364905938695499143212504162815274 0 | 0.029951837714690131487123325907717505582 | 0.0075439887965046288413886366737902969308 1 | 0.089852412294807725294826386114948814380 | 0.022631185376598416811634419405183069315 f(z) = -5/24*z^3 + 53/24*z + 1 * 4 | 0.036036406747074839816724766525756414300 | 0.0095810926402754706885936314406612437732 7/2 | 0.10810799316558294457671740974631752045 | 0.028742951675052767926230113352938282294 -3 | 0.10810799316558294457671740974631752045 | 0.028742951675052767926230113352938282294 -1/2 | 0.10810799316558294457671740974631752045 | 0.028742951675052767926230113352938282294 f(z) = -4/21*z^3 + 43/21*z + 1 * [ 5 ] [ -4 ] [ -1 ] 0 | 0.089414521636157459539646990288589015789 | 0.024077766643562236606102061599145363743 f(z) = -1/20*z^3 + 41/20*z + 1 * [ -1 ] 8 |-> -1 -7 |-> -1 0 | 0.10810742367066928901212440196731079857 | 0.026739068220762731075227221189277336129 f(z) = -1/28*z^3 + 57/28*z + 1 * 7/2 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 -3 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 -4 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 -1/2 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 f(z) = -2/21*z^3 + 43/42*z + 1 * [ 1 7/13 ] -7/13 |-> 1 0 |-> 1 f(z) = -13/20*z^3 + 49/260*z + 1 * [ 7/3 ] [ -4/3 ] [ -1 ] 0 | 0.10810863322374443470163058032872322774 | 0.025898084253799296777482945496827885902 f(z) = -9/28*z^3 + 65/28*z + 1 * [ 4 ] 0 |-> 1 |-> 4 -5 |-> 4 f(z) = -3/20*z^3 + 63/20*z + 1 * [ -1 ] 9 |-> -1 -8 |-> -1 0 | 0.081380421073017493240592042074204662531 | 0.018967763753346443850203171445305585466 f(z) = -1/36*z^3 + 73/36*z + 1 * [ 7/4 ] -9/4 |-> 7/4 1/2 |-> 7/4 5/4 | 0.10810780514773645937005875217092273701 | 0.025711226701607374352814106397811578634 f(z) = -8/21*z^3 + 67/42*z + 1 * 1/3 | 0.081148641382849659486475700352942479848 | 0.019739997884651343756904188147910709415 -5/3 | 0.091315889329316576677140342934664543500 | 0.022213254978495922471335696449816803565 -4/3 | 0.091315889329316576677140342934664543500 | 0.022213254978495922471335696449816803565 3 | 0.091315889329316576677140342934664543500 | 0.022213254978495922471335696449816803565 f(z) = -3/20*z^3 + 61/60*z + 1 * -4/5 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010 9/5 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010 -1 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010 0 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010 f(z) = -5/36*z^3 + 61/180*z + 1 * [ 1 8/13 ] -8/13 |-> 1 0 |-> 1 f(z) = -13/21*z^3 + 64/273*z + 1 * 0 | 0.038595786586370829707628386729047648454 | 0.0084367704905802476181106241094603395588 -1 | 0.090251377576290050298364821710666862592 | 0.019728323384883168721407916275229805172 9 | 0.10281615455038668709960496771529492190 | 0.022474896235744930683504089315470156822 1 | 0.11578425890984981995634156857893924300 | 0.025309633647660218403428508933837395545 f(z) = -1/24*z^3 + 97/24*z + 1 * [ 1 9/11 ] -9/11 |-> 1 0 |-> 1 f(z) = -11/20*z^3 + 81/220*z + 1 * [ 1 9/13 ] -9/13 |-> 1 0 |-> 1 f(z) = -13/22*z^3 + 81/286*z + 1 * [ -8/3 ] 10/3 | 0.042932072989504173683575247688804088009 | 0.0070222938855291126027035587731049198701 -10/3 | 0.10781443318094763735088649510103991839 | 0.017634942414344840984147763046101643338 -2/3 | 0.12879415173567074160636334866094312912 | 0.021066543524381414703942857387682092799 f(z) = -15/32*z^3 + 113/24*z + 1 * [ 5/2 ] 0 |-> 1 |-> 5/2 -7/2 |-> 5/2 f(z) = -6/35*z^3 + 117/70*z + 1 * [ 7/4 9/4 ] 5/4 |-> 9/4 -3 |-> 9/4 f(z) = -4/21*z^3 + 109/84*z + 1 * [ 7/2 ] 9/2 |-> 5/2 |-> 7/2 -6 |-> 7/2 f(z) = -1/21*z^3 + 109/84*z + 1 * [ 7/3 ] 2/3 |-> 5/3 |-> 7/3 -4 |-> 7/3 f(z) = -3/35*z^3 + 109/105*z + 1 * -5/7 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614 0 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614 12/7 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614 -1 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614 f(z) = -7/30*z^3 + 109/210*z + 1 * [ 1 10/11 ] -10/11 |-> 1 0 |-> 1 f(z) = -11/21*z^3 + 100/231*z + 1 * [ 10/13 1 ] 0 |-> 1 -10/13 |-> 1 f(z) = -13/23*z^3 + 100/299*z + 1 * 3/2 | 0.026614794891658551537557826724485657685 | 0.0055496157804670903904232956740112104375 -7/2 | 0.036037910663969393197598165756289604017 | 0.0075144880330642524822888142220593128511 5 | 0.079843461873335386242114136378823653455 | 0.016648654922313845503436902544552025622 -5 | 0.10810715300838274000581190517180010799 | 0.022542092274576380051913240030774776655 f(z) = -2/21*z^3 + 121/42*z + 1 * 10/3 | 0.14555898254578083912346558435149973443 | 0.023190576745828284340480674227892386004 -6 | 0.17123110034429733206484455181291368139 | 0.027280679655466256332763813833636482298 -8/3 | 0.17123110034429733206484455181291368139 | 0.027280679655466256332763813833636482298 26/3 | 0.17123110034429733206484455181291368139 | 0.027280679655466256332763813833636482298 f(z) = -1/32*z^3 + 133/72*z + 1 * -3/4 | 0.041741321813411838248142314850515069182 | 0.0087037416285280986970179039792020523534 0 | 0.12522207802251792097584858531025674681 | 0.026110831328422103779994565451790590392 -11/4 | 0.12522207802251792097584858531025674681 | 0.026110831328422103779994565451790590392 11/4 | 0.12522207802251792097584858531025674681 | 0.026110831328422103779994565451790590392 f(z) = -4/21*z^3 + 121/84*z + 1 * -9/2 | 0.030175202415796442853861211135379806929 | 0.0062920184125851428192095115468837352929 -15/2 | 0.059755209884085915368659894135097524044 | 0.012459929039009055337293762240305047635 -1/2 | 0.090523540014547549117221239000670285878 | 0.018875624186227609446465976409131721352 9/2 | 0.099788247839834172884913505127721577141 | 0.020807465816340714081909463680650272243 f(z) = -1/30*z^3 + 121/120*z + 1 * [ 1 11/9 ] -11/9 |-> 1 0 |-> 1 f(z) = -9/20*z^3 + 121/180*z + 1 * [ 1 11/10 ] 0 |-> 1 -11/10 |-> 1 f(z) = -10/21*z^3 + 121/210*z + 1 * [ 1 11/12 ] -11/12 |-> 1 0 |-> 1 f(z) = -12/23*z^3 + 121/276*z + 1 * [ 7/3 ] 0 |-> 1 |-> 7/3 -10/3 |-> 7/3 f(z) = -6/35*z^3 + 158/105*z + 1 * [ 12/11 1 ] 0 |-> 1 -12/11 |-> 1 f(z) = -11/23*z^3 + 144/253*z + 1 * [ 7 ] 0 |-> 1 |-> 7 -8 |-> 7 f(z) = -3/28*z^3 + 171/28*z + 1 * [ 1 13/9 ] -13/9 |-> 1 0 |-> 1 f(z) = -9/22*z^3 + 169/198*z + 1 * [ 1 13/10 ] 0 |-> 1 -13/10 |-> 1 f(z) = -10/23*z^3 + 169/230*z + 1 * [ 13/11 1 ] 0 |-> 1 -13/11 |-> 1 f(z) = -11/24*z^3 + 169/264*z + 1 * [ -11/3 -7/3 ] -4/3 |-> -7/3 5 |-> -7/3 f(z) = -3/22*z^3 + 181/66*z + 1 * [ -3 ] -5/3 |-> -7/3 |-> -3 16/3 |-> -3 f(z) = -3/28*z^3 + 193/84*z + 1 * [ 1 14/9 ] -14/9 |-> 1 0 |-> 1 f(z) = -9/23*z^3 + 196/207*z + 1 * [ 1 14/11 ] -14/11 |-> 1 0 |-> 1 f(z) = -11/25*z^3 + 196/275*z + 1 * -5 | 0.14249760489935820470887277895721369330 | 0.026487049015086111084385607953925686725 13/2 | 0.14249783866499464914499614930830699595 | 0.026487092466776930166123217935334972467 3/2 | 0.14249783866499464914499614930830699595 | 0.026487092466776930166123217935334972467 -8 | 0.14249783866499464914499614930830699595 | 0.026487092466776930166123217935334972467 f(z) = -2/39*z^3 + 217/78*z + 1 * 3/4 | 0.043049812112780282021424139015948761018 | 0.0079227115565759651457837309587219355576 -11/4 | 0.044407153770559248791278851201211442767 | 0.0081725111703381559752843617624820541536 7/2 | 0.12914541268743790852716948164500926109 | 0.023767394173452910144418860373553614032 -7/2 | 0.13321837177697084042400454967667537623 | 0.024516964925668201580013018130586194570 f(z) = -8/33*z^3 + 229/66*z + 1 * [ 15/7 1 ] 0 |-> 1 -15/7 |-> 1 f(z) = -7/22*z^3 + 225/154*z + 1 * [ 1 15/8 ] -15/8 |-> 1 0 |-> 1 f(z) = -8/23*z^3 + 225/184*z + 1 * [ 15/11 1 ] 0 |-> 1 -15/11 |-> 1 f(z) = -11/26*z^3 + 225/286*z + 1 * [ -1/3 ] -5/3 |-> -5 |-> -1/3 16/3 |-> -1/3 f(z) = -3/20*z^3 + 241/60*z + 1 * [ -13/2 ] -5/2 |-> -13/2 9 |-> -13/2 -4 | 0.14253566066606950327298868274721094915 | 0.025650543634505660063851326956545229220 f(z) = -2/39*z^3 + 259/78*z + 1 * -15/4 | 0.0075029475557264116669855195563188746788 | 0.0013559406166891423116578974660631772186 -1/4 | 0.022504166876922578099606776266996973052 | 0.0040669768363075637802366009036827672151 1/4 | 0.067506791224090187675289349196296700717 | 0.012199898698910188573460474442022987696 -7/4 | 0.10810930888503133795023286712212621001 | 0.019537628628035106026497623617276105119 f(z) = -4/21*z^3 + 253/84*z + 1 * [ -1/2 ] 8 |-> -1/2 -15/2 |-> -1/2 -9/2 | 0.10743015484416122269880995756952128574 | 0.019586897408759693390003926076651032892 f(z) = -1/20*z^3 + 241/80*z + 1 * [ -1/2 ] 13/2 | 0.044254734296785995291036396784730158348 | 0.0079977623817988250973823534219380222692 -7/2 | 0.10810845728709017873430559917004536603 | 0.019537474726354609096088786628102965766 15/2 | 0.13275849348368043924957821074949625660 | 0.023992255335383972524897731996788752859 f(z) = -1/21*z^3 + 253/84*z + 1 * [ 16/5 1 ] 0 |-> 1 -16/5 |-> 1 f(z) = -5/21*z^3 + 256/105*z + 1 * [ 16/7 1 ] 0 |-> 1 -16/7 |-> 1 f(z) = -7/23*z^3 + 256/161*z + 1 * [ 1 16/9 ] -16/9 |-> 1 0 |-> 1 f(z) = -9/25*z^3 + 256/225*z + 1 * [ 16/11 1 ] 0 |-> 1 -16/11 |-> 1 f(z) = -11/27*z^3 + 256/297*z + 1 * -5/3 | 0.042078014695431523825137020298002552589 | 0.0074818427661611703783102845271295790044 -7/3 | 0.12623094323703190230886746928580395540 | 0.022444976940089043527829297442109515656 -4 | 0.12623094323703190230886746928580395540 | 0.022444976940089043527829297442109515656 19/3 | 0.12623094323703190230886746928580395540 | 0.022444976940089043527829297442109515656 f(z) = -3/28*z^3 + 277/84*z + 1 * [ 1 17/4 ] -17/4 |-> 1 0 |-> 1 f(z) = -4/21*z^3 + 289/84*z + 1 * 17/10 | 0.096154734332056318869029233388608565647 | 0.016969201160544236608079086443268198457 -17/10 | 0.096154734332056318869029233388608565647 | 0.016969201160544236608079086443268198457 0 | 0.096154734332056318869029233388608565647 | 0.016969201160544236608079086443268198457 3/10 | 0.12582463022443349310608458064138345284 | 0.022205286885366459845224628028228263011 f(z) = -20/21*z^3 + 289/105*z + 1 * [ 17/5 1 ] 0 |-> 1 -17/5 |-> 1 f(z) = -5/22*z^3 + 289/110*z + 1 * 0 | 0.13279401725152077358522041428615375691 | 0.023435230800763498725512186799514997089 17/3 | 0.13279401725152077358522041428615375691 | 0.023435230800763498725512186799514997089 -17/3 | 0.13279401725152077358522041428615375691 | 0.023435230800763498725512186799514997089 6 | 0.13791214357597008452705877533277362001 | 0.024338467815227411622581235453382324763 f(z) = -3/35*z^3 + 289/105*z + 1 * [ 1 17/6 ] -17/6 |-> 1 0 |-> 1 f(z) = -6/23*z^3 + 289/138*z + 1 * [ 17/7 1 ] 0 |-> 1 -17/7 |-> 1 f(z) = -7/24*z^3 + 289/168*z + 1 * [ 1 17/8 ] -17/8 |-> 1 0 |-> 1 f(z) = -8/25*z^3 + 289/200*z + 1 * 0 | 0.11141959140703085453364737335371012466 | 0.019663113552810530634498938084652458851 17/7 | 0.11141959140703085453364737335371012466 | 0.019663113552810530634498938084652458851 -17/7 | 0.11141959140703085453364737335371012466 | 0.019663113552810530634498938084652458851 -3/7 | 0.12544924262745769026994371261248823362 | 0.022139039209778716590044177944839782878 f(z) = -7/30*z^3 + 289/210*z + 1 * [ 1 17/9 ] -17/9 |-> 1 0 |-> 1 f(z) = -9/26*z^3 + 289/234*z + 1 * [ 1 17/10 ] 0 |-> 1 -17/10 |-> 1 f(z) = -10/27*z^3 + 289/270*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -5/3 | 0.090522506398126659395040041797935718422 | 0.024539296424331122283902982710305730385 f(z) = -9/40*z^3 + 9/40*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -6 | 0.10810677153131556964787755496818816955 | 0.028923576070633738098265640651775806789 f(z) = -1/42*z^3 + 1/42*z + 1 * [ -10/3 ] 2 | 0.022772567224048289682748671445302345358 | 0.0041067337253056268999509488479170322576 14/3 | 0.068313616100012302737967413824970073821 | 0.012319464396585024754548594184206668126 -14/3 | 0.12546036563835066582629247258913552411 | 0.022625130916820576686847483953513164768 f(z) = -3/40*z^3 + 32/15*z + 1 * 7 | 0.036036406747074839816724766525756414300 | 0.0095810926402754706885936314406612437732 -6 | 0.036036406747074839816724766525756414300 | 0.0095810926402754706885936314406612437732 -1 | 0.036036406747074839816724766525756414300 | 0.0095810926402754706885936314406612437732 0 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 f(z) = -1/42*z^3 + 43/42*z + 1 * [ 5/4 ] 0 |-> 1 |-> 5/4 -9/4 |-> 5/4 f(z) = -4/45*z^3 + 61/180*z + 1 * [ -5/3 ] [ -1 ] [ 8/3 ] 0 | 0.099396818723539768066134005858671403794 | 0.022144101356437409661628707653200149464 f(z) = -9/40*z^3 + 89/40*z + 1 * [ -1 ] -8/3 |-> -1 11/3 |-> -1 0 | 0.13321770832306135784304611499630799692 | 0.029120464429130678138626817397855654861 f(z) = -9/44*z^3 + 97/44*z + 1 * [ -1 ] 0 | 0.089536905151151992968508328696222385178 | 0.020375000824836270836311503291419709416 -9 | 0.089536905151151992968508328696222385178 | 0.020375000824836270836311503291419709416 9 | 0.089536905151151992968508328696222385178 | 0.020375000824836270836311503291419709416 f(z) = -1/40*z^3 + 81/40*z + 1 * [ -7 ] [ 8 ] [ -1 ] 0 | 0.13805731024117556257985084778048189177 | 0.029203720011018687289448107781400480174 f(z) = -1/56*z^3 + 113/56*z + 1 * [ 7/5 ] 0 |-> 1 |-> 7/5 -12/5 |-> 7/5 f(z) = -5/42*z^3 + 109/210*z + 1 * [ -1 ] 0 | 0.13805692349023109204857283667404847866 | 0.028787104477902640345293309846810852180 -11/3 | 0.13805692349023109204857283667404847866 | 0.028787104477902640345293309846810852180 11/3 | 0.13805692349023109204857283667404847866 | 0.028787104477902640345293309846810852180 f(z) = -9/56*z^3 + 121/56*z + 1 * -5 | 0.024706031641740818688571048206685562179 | 0.0051516077290791361462040117589571879006 0 | 0.074115096424896790221353340463573062720 | 0.015454197951356659034361314051922686162 11 | 0.074115096424896790221353340463573062720 | 0.015454197951356659034361314051922686162 -11 | 0.074115096424896790221353340463573062720 | 0.015454197951356659034361314051922686162 f(z) = -1/40*z^3 + 121/40*z + 1 * -3 | 0.036037058886428559180971613524879043319 | 0.0075143104236518447454966872851785363782 -10 | 0.10810677153131556964787755496818816955 | 0.022542012730429582270803382112762150376 -7 | 0.10810866132773836928189755144275194117 | 0.022542406783590334829547181532725109137 4 | 0.10810866132773836928189755144275194117 | 0.022542406783590334829547181532725109137 f(z) = -1/42*z^3 + 121/42*z + 1 * 0 | 0.10810955493229982976282970288277727922 | 0.022317378128212382364608713792214652276 8 | 0.11253526312759641507855030114984757842 | 0.023230990281563804505624585339948478281 7 | 0.13669449613626494501196920041089302946 | 0.028218252866075267949909469714402923858 6 | 0.13669449613626494501196920041089302946 | 0.028218252866075267949909469714402923858 f(z) = -1/42*z^3 + 127/42*z + 1 * -7/3 | 0.038413454691381922496482078327739187167 | 0.0074968237180807787690482759441006800566 0 | 0.11523726322488309832290264337501385914 | 0.022489865988149222925421036022826033884 -11/3 | 0.11523726322488309832290264337501385914 | 0.022489865988149222925421036022826033884 11/3 | 0.11523726322488309832290264337501385914 | 0.022489865988149222925421036022826033884 f(z) = -3/56*z^3 + 121/168*z + 1 * 14 | 0.039820886538554761403891243859197749143 | 0.0078175970490755158275723754757578125279 -11 | 0.039820886538554761403891243859197749143 | 0.0078175970490755158275723754757578125279 -3 | 0.039820886538554761403891243859197749143 | 0.0078175970490755158275723754757578125279 -10 | 0.11945863596476134667457079617475622546 | 0.023452001228062019104377325259364188328 f(z) = -1/42*z^3 + 163/42*z + 1 * [ 7/2 ] -15/2 |-> 7/2 4 |-> 7/2 -1/2 | 0.13805795710665198177075403387678304612 | 0.026912413827009108955416497912120921822 f(z) = -1/42*z^3 + 169/168*z + 1 * 13/5 | 0.10682179279778704215003586501709099427 | 0.019490755419561394319332666703540514030 -13/5 | 0.10682179279778704215003586501709099427 | 0.019490755419561394319332666703540514030 -3/5 | 0.10682179279778704215003586501709099427 | 0.019490755419561394319332666703540514030 0 | 0.10682179279778704215003586501709099427 | 0.019490755419561394319332666703540514030 f(z) = -5/48*z^3 + 169/240*z + 1 * [ 3 ] 19/3 |-> -16/3 |-> 3 7/3 |-> 3 f(z) = -3/56*z^3 + 193/168*z + 1 * [ 6 ] 0 |-> 1 |-> 6 -7 |-> 6 f(z) = -5/42*z^3 + 215/42*z + 1 * 1/5 | 0.11804195493698829787371782698183830330 | 0.022056256349291397258404195850636668818 14/5 | 0.11804195493698829787371782698183830330 | 0.022056256349291397258404195850636668818 -3 | 0.11804195493698829787371782698183830330 | 0.022056256349291397258404195850636668818 -6/5 | 0.13791155879419941360952967060191469391 | 0.025768911535893976245568046201997530162 f(z) = -5/42*z^3 + 211/210*z + 1 * 6/5 | 0.13155530164710976528509881975853146162 | 0.018947570507288916200088274097581809279 36/5 | 0.13155530164710976528509881975853146162 | 0.018947570507288916200088274097581809279 -26/5 | 0.13155530164710976528509881975853146162 | 0.018947570507288916200088274097581809279 -2 | 0.13155530164710976528509881975853146162 | 0.018947570507288916200088274097581809279 f(z) = -5/48*z^3 + 259/60*z + 1 * -9/2 | 0.037061788397810546414815859497418228657 | 0.0067571851514698729804288466426410669789 5/2 | 0.038847134375113682609077741951233311270 | 0.0070826932785623558053785010283221368863 -7 | 0.11118377789200660845486742404220269705 | 0.020271266054192203673504594028233777604 7 | 0.11653992861976076061781217553201085393 | 0.021247811000651209707715261313138566648 f(z) = -2/45*z^3 + 241/90*z + 1 * [ -7/3 ] 0 | 0.10921644204905937858969865067939206866 | 0.019274306023968155982485674392288739126 17/3 | 0.10921644204905937858969865067939206866 | 0.019274306023968155982485674392288739126 -17/3 | 0.10921644204905937858969865067939206866 | 0.019274306023968155982485674392288739126 f(z) = -3/56*z^3 + 289/168*z + 1 * [ 4 ] -9 |-> 4 5 |-> 4 -1 | 0.046920184601248558620151607607125118016 | 0.011413676544581626716962611737608650682 f(z) = -1/60*z^3 + 61/60*z + 1 * [ -16/3 ] [ -2/3 ] [ 6 ] -14/3 | 0.12836162260900335442907603450980430228 | 0.020763484252625304086484235951887341799 f(z) = -3/64*z^3 + 121/48*z + 1 * [ -1 ] -4 | 0.029805710064524112332211459428359843954 | 0.0061528816977037898163355905536221911898 -5 | 0.089415555252578349261828187491323583243 | 0.018458319973340832445078032947969112301 0 | 0.089415555252578349261828187491323583243 | 0.018458319973340832445078032947969112301 f(z) = -7/60*z^3 + 127/60*z + 1 * [ -1 ] 12 |-> -1 -11 |-> -1 0 | 0.13321846230697774290034127549265305109 | 0.027241094411477962611580589162797242111 f(z) = -1/66*z^3 + 133/66*z + 1 * [ -8 ] [ -1 ] [ 9 ] 0 | 0.10277248342784897737405575459744176040 | 0.020650589070465861428287902685868571208 f(z) = -1/72*z^3 + 145/72*z + 1 * [ -1 ] -12 |-> -1 13 |-> -1 0 | 0.14249922869410931811071260142229949183 | 0.028182812738925578669105175007007927967 f(z) = -1/78*z^3 + 157/78*z + 1 * -8 | 0.13321808980012852820098046519991993535 | 0.026153243592320070261213749518529090529 11 | 0.13321811176685705123113330038838524821 | 0.026153247904806481461943858440018919602 3 | 0.13321811176685705123113330038838524821 | 0.026153247904806481461943858440018919602 -14 | 0.13321811176685705123113330038838524821 | 0.026153247904806481461943858440018919602 f(z) = -1/66*z^3 + 163/66*z + 1 * 5 | 0.041816196829367990301898955204455201532 | 0.0080611310580147901858302111964715415298 -7 | 0.045970862929561306198413694255220203582 | 0.0088620481780630725453316763634278113951 12 | 0.12544938154893923853451635158032750587 | 0.024183545671056329246033711698327213771 -12 | 0.13791117731713224325159532039830275547 | 0.026585872437297930681327316957135341703 f(z) = -1/70*z^3 + 179/70*z + 1 * [ -4 ] -5 | 0.0092972041819316191406081358938961632909 | 0.0017772913664946867758361045852698594632 0 | 0.027889545312953077977462013276219354963 | 0.0053314789188458455448782317390147319474 1 | 0.083666568706017454488023645423188929978 | 0.015994041575899321852004613200249349400 f(z) = -7/60*z^3 + 187/60*z + 1 * [ 11 ] -15 |-> 11 4 |-> 11 7 | 0.13321868614222594004734771838253622784 | 0.025626384961075451872521015191549881529 f(z) = -1/66*z^3 + 181/66*z + 1 * 5 | 0.14340946373525977112387705941372744999 | 0.026522083964892126740892534273985976885 -11 | 0.15723431299220084671297260429377757486 | 0.029078845584693211770352056513910611172 -6 | 0.15723431299220084671297260429377757486 | 0.029078845584693211770352056513910611172 17 | 0.15723431299220084671297260429377757486 | 0.029078845584693211770352056513910611172 f(z) = -1/66*z^3 + 223/66*z + 1 * [ -4 ] 0 | 0.013232275181057902402663215374566612308 | 0.0023947856088585370989199002472419596981 1 | 0.039692149752917050306639863721740185939 | 0.0071835105990702528655093823487371905598 5 | 0.11907073985207360429638861156052633938 | 0.021549498505145756637729081285211327302 f(z) = -11/60*z^3 + 251/60*z + 1 * [ -5/3 -16/3 ] 19/3 |-> -16/3 -14/3 |-> -16/3 f(z) = -9/70*z^3 + 291/70*z + 1 * [ -15 ] 3 | 0.033935120800752792347749903399395952491 | 0.0059888043503580678702028803244891476959 15 | 0.10180068661200172014189992779622820649 | 0.017965587876671706492267926084756185983 -3 | 0.13709190269721050912174828510485607062 | 0.024193713294626209000648135806339173928 f(z) = -1/60*z^3 + 289/60*z + 1 * [ 9/4 ] 3 |-> 3/2 |-> 9/4 -15/4 |-> 9/4 f(z) = -8/81*z^3 + 19/18*z + 1 * [ 6 3 ] 9/2 |-> 6 -15/2 |-> 6 f(z) = -4/81*z^3 + 19/9*z + 1 * [ 9/8 ] 15/8 |-> 3/8 |-> 9/8 -3/2 |-> 9/8 f(z) = -16/81*z^3 + 13/36*z + 1 * [ 2 ] -10 |-> 6 |-> 2 -8 |-> 2 f(z) = -1/96*z^3 + 13/24*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -8 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 f(z) = -1/84*z^3 + 1/84*z + 1 * [ 9/4 15/4 ] 3/4 |-> 9/4 -9/2 |-> 9/4 f(z) = -8/81*z^3 + 31/18*z + 1 * [ -6 ] -3 |-> -9/2 |-> -6 21/2 |-> -6 f(z) = -2/81*z^3 + 37/18*z + 1 * -10 | 0.14075745295448300669391123121317165168 | 0.027873557731628905320617865227987978067 -4 | 0.14075745295448300669391123121317165168 | 0.027873557731628905320617865227987978067 6 | 0.14075745295448300669391123121317165168 | 0.027873557731628905320617865227987978067 14 | 0.14075745295448300669391123121317165168 | 0.027873557731628905320617865227987978067 f(z) = -1/80*z^3 + 39/20*z + 1 * [ -3/4 ] 9/4 |-> 21/4 |-> -3/4 -9/2 |-> -3/4 f(z) = -8/81*z^3 + 43/18*z + 1 * 4/3 | 0.027150275435772862230073801352316425927 | 0.0049690906317431203345559350521192703889 -10/3 | 0.046919744621717547246621123490326771639 | 0.0085873332664744472391883956163109885845 14/3 | 0.081450826307318586690221404056949277782 | 0.014907271895229361003667805156357811167 -14/3 | 0.14075768669415429919737457511014952834 | 0.025761716633496286741064178420924312803 f(z) = -9/80*z^3 + 59/20*z + 1 * -2 | 0.016445507345828719019392835696131146710 | 0.0026899513030099986249867513146166087451 -8 | 0.049336522037486157058178507088393440129 | 0.0080698539090299958749602539438498262353 2 | 0.12732734241957731713484155633018336751 | 0.020826621121981740737232905949904968655 -10 | 0.14801059972887936089671671846791488784 | 0.024209730793192949176964671297365812112 f(z) = -5/96*z^3 + 113/24*z + 1 * [ -1 ] 0 | 0.10810777374111522189655601329460205090 | 0.021074056184896113658938508430494386964 -13 | 0.10810777374111522189655601329460205090 | 0.021074056184896113658938508430494386964 13 | 0.10810777374111522189655601329460205090 | 0.021074056184896113658938508430494386964 f(z) = -1/84*z^3 + 169/84*z + 1 * -5/3 | 0.024198123210868943668630989824669399964 | 0.0044152011379201350235586003323023113531 0 | 0.072591268783344161839349377865804497526 | 0.013245037631320430293693151394341711653 -13/3 | 0.072591268783344161839349377865804497526 | 0.013245037631320430293693151394341711653 13/3 | 0.072591268783344161839349377865804497526 | 0.013245037631320430293693151394341711653 f(z) = -3/80*z^3 + 169/240*z + 1 * [ 11 ] 17 |-> -16 |-> 11 5 |-> 11 f(z) = -1/88*z^3 + 201/88*z + 1 * [ 1 ] 5/2 |-> -1 |-> 1 0 |-> 1 f(z) = -16/105*z^3 + 16/105*z + 1 * [ 1 ] 5/2 |-> 0 |-> 1 -1 |-> 1 f(z) = -8/105*z^3 + 8/105*z + 1 * [ 1 ] 6 |-> -1 |-> 1 0 |-> 1 f(z) = -1/105*z^3 + 1/105*z + 1 * -10 | 0.15945035498899483616638864289189343447 | 0.028519178374911118721314416516853312701 14 | 0.15945101562985256166439172165246099259 | 0.028519296536670398141829040398742595648 -18 | 0.15945101562985256166439172165246099259 | 0.028519296536670398141829040398742595648 4 | 0.15945101562985256166439172165246099259 | 0.028519296536670398141829040398742595648 f(z) = -1/112*z^3 + 67/28*z + 1 * -5/2 | 0.021946592972156874566087111584378810921 | 0.0046780996683896991583917670566346184585 6 | 0.021946592972156874566087111584378810921 | 0.0046780996683896991583917670566346184585 -7/2 | 0.021946592972156874566087111584378810921 | 0.0046780996683896991583917670566346184585 -1 | 0.065840812532891513420442531955871000217 | 0.014034519329145668274349712922606745100 f(z) = -4/105*z^3 + 109/105*z + 1 * -5/2 | 0.039348007389943359106026740462435812735 | 0.0073587462312851017524226739748584147149 6 | 0.039348007389943359106026740462435812735 | 0.0073587462312851017524226739748584147149 -7/2 | 0.039348007389943359106026740462435812735 | 0.0073587462312851017524226739748584147149 0 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069 f(z) = -2/105*z^3 + 109/210*z + 1 * [ 14/3 22/3 ] 2 |-> 14/3 -28/3 |-> 14/3 f(z) = -3/112*z^3 + 163/84*z + 1 * [ 5 ] [ -3/2 ] [ -7/2 ] 3/2 | 0.10142618049511399361884897932519561338 | 0.019449171611965790090664385607853252746 f(z) = -4/105*z^3 + 184/105*z + 1 * [ -1 ] 16/3 |-> -1 -13/3 |-> -1 0 | 0.14286765294661191931204137662512232697 | 0.026555832492341525536515684394964206813 f(z) = -9/104*z^3 + 217/104*z + 1 * [ -7 ] 12 |-> -7 -5 |-> -7 2 | 0.12545010248914982302729315147415251058 | 0.023298396790463119227595666450107166378 f(z) = -2/105*z^3 + 218/105*z + 1 * -14/3 | 0.037938045102520505960530615967342632594 | 0.0055417339763147996268621809049261357355 4/3 | 0.10831818120435141006835266232704450161 | 0.015822389989011239352648552153669611050 -28/3 | 0.11381246844585647783561528163343307883 | 0.016624958445018970558029501382762259508 10/3 | 0.15945138860541572588856984009462800192 | 0.023291584355950387285444424449899438271 f(z) = -3/112*z^3 + 235/84*z + 1 * [ 4/3 ] 20/3 |-> -4 |-> 4/3 8/3 |-> 4/3 f(z) = -3/128*z^3 + 7/24*z + 1 * [ 1 ] 5 |-> 0 |-> 1 -1 |-> 1 f(z) = -1/120*z^3 + 1/120*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -11 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499 f(z) = -1/132*z^3 + 1/132*z + 1 * [ -5/3 ] 5 |-> -5/3 -10/3 |-> -5/3 5/6 | 0.089414571308414182695699309318115766731 | 0.013648828397068002030593690232864041914 f(z) = -12/125*z^3 + 28/15*z + 1 * [ -12 ] 39/2 |-> -12 -15/2 |-> -12 21/2 | 0.16396854233612540523836092378125644455 | 0.023234757414672823235486053652063929433 f(z) = -1/135*z^3 + 43/20*z + 1 * 15/4 | 0.21015558946207007912093226153402341766 | 0.028018767191206421448206546958284305662 -12 | 0.21015558946207007912093226153402341766 | 0.028018767191206421448206546958284305662 -3 | 0.21015558946207007912093226153402341766 | 0.028018767191206421448206546958284305662 33/4 | 0.21015558946207007912093226153402341766 | 0.028018767191206421448206546958284305662 f(z) = -4/135*z^3 + 67/20*z + 1 * -28/15 | 0.051197837284580417721533571647959541722 | 0.0067721286197226474757609133376204397141 -4/5 | 0.051197837284580417721533571647959541722 | 0.0067721286197226474757609133376204397141 8/3 | 0.051197837284580417721533571647959541722 | 0.0067721286197226474757609133376204397141 8/15 | 0.15359351185374125316460071494387862517 | 0.020316385859167942427282740012861319142 f(z) = -15/128*z^3 + 79/120*z + 1 * -35/12 | 0.051198870901001307443714768850694109177 | 0.0063947689721204539527336105250113091268 10/3 | 0.15359351185374125316460071494387862517 | 0.019183919618471717351032515415188774492 -15/4 | 0.15359351185374125316460071494387862517 | 0.019183919618471717351032515415188774492 5/12 | 0.15359351185374125316460071494387862517 | 0.019183919618471717351032515415188774492 f(z) = -6/125*z^3 + 73/120*z + 1 * 4 | 0.079827807900383184811446558470635833663 | 0.010960166859593469433295273281003980729 -12 | 0.19268040265193442105995025253036846566 | 0.026454557868783971688426069707638456220 -4/3 | 0.19268040265193442105995025253036846566 | 0.026454557868783971688426069707638456220 40/3 | 0.19268040265193442105995025253036846566 | 0.026454557868783971688426069707638456220 f(z) = -3/128*z^3 + 91/24*z + 1 * -55/6 | 0.091482549982051796117536142769215301781 | 0.011345880714081911101038889893677563589 -5/3 | 0.10470789808591842953803612957668389805 | 0.012986119448333629565345287775477841758 5/2 | 0.10470789808591842953803612957668389805 | 0.012986119448333629565345287775477841758 -10 | 0.11327905003888125287596927733340464230 | 0.014049133844627410227090709491574065887 f(z) = -6/125*z^3 + 127/30*z + 1 * 24/5 | 0.065284161377247405449881409965761333559 | 0.0080938535820148692860943507390091618447 52/15 | 0.19585379843413676863448526608379822877 | 0.024281723691710441365755411860970654145 8/15 | 0.19585379843413676863448526608379822877 | 0.024281723691710441365755411860970654145 -4 | 0.19585379843413676863448526608379822877 | 0.024281723691710441365755411860970654145 f(z) = -15/128*z^3 + 199/120*z + 1 * 20/3 | 0.10413035282709848288999690355093900196 | 0.012109908084163403922327754486838755588 -65/12 | 0.10413035282709848288999690355093900196 | 0.012109908084163403922327754486838755588 -5/4 | 0.10413035282709848288999690355093900196 | 0.012109908084163403922327754486838755588 5 | 0.10413035282709848288999690355093900196 | 0.012109908084163403922327754486838755588 f(z) = -12/125*z^3 + 217/60*z + 1 * -5/6 | 0.035637245232713014230580049494856139405 | 0.0040717738729142857157461218689344911004 -5/2 | 0.10690602629146149606820916887987419977 | 0.012214669284007451256093797144171334315 10/3 | 0.12558322479992902988345081234846674049 | 0.014348653782792523046071288176509922076 -40/3 | 0.19498980623624947693374080613066209281 | 0.022278781463966063766895051361440368585 f(z) = -3/125*z^3 + 253/60*z + 1 * [ -11 ] [ 12 ] [ -1 ] 0 | 0.13321902123791915763725120346259781456 | 0.023875532578205536531153581415473358715 f(z) = -1/132*z^3 + 265/132*z + 1 * -15 | 0.031329807483720614615121207725917176788 | 0.0055290237054416073183770516693822577789 7 | 0.092742118095900826284994730015854207220 | 0.016366949261068540064520137543361522984 3 | 0.092742886012669536322412485500881381423 | 0.016367084781531607388079817380786432684 -7 | 0.093984700282107905957165184083649453331 | 0.016586237757082065933469147728282495943 f(z) = -1/120*z^3 + 289/120*z + 1 * [ -1 ] -17 | 0.15839510861103960923306706349868980863 | 0.027953261787245197235900603701070256115 0 | 0.15839510861103960923306706349868980863 | 0.027953261787245197235900603701070256115 17 | 0.15839510861103960923306706349868980863 | 0.027953261787245197235900603701070256115 f(z) = -1/144*z^3 + 289/144*z + 1 * [ 2/3 ] -8/3 | 0.059756243500506805090841091337832091499 | 0.0096790271795681185909351224355966071927 -10/3 | 0.17926666326867863582816087960802713959 | 0.029036746698331367645074234227617861666 8/3 | 0.17926666326867863582816087960802713959 | 0.029036746698331367645074234227617861666 f(z) = -3/160*z^3 - 59/120*z + 1 * [ 1 ] 7 |-> -1 |-> 1 0 |-> 1 f(z) = -1/168*z^3 + 1/168*z + 1 * [ -2/3 ] 10/3 | 0.039788497978784057102540928295074108506 | 0.0066298529243326254216725678386527045411 22/3 | 0.11936402145571926257609542499532669588 | 0.019889313417417092125872146598709800373 2/3 | 0.11965681808062439889854415154506340030 | 0.019938101350072834065769902274704540016 f(z) = -9/160*z^3 + 101/40*z + 1 * -16 | 0.077016353395549478824136902384241840897 | 0.012920027580518288272051997949890568569 -6 | 0.077016353395549478824136902384241840897 | 0.012920027580518288272051997949890568569 22 | 0.077016353395549478824136902384241840897 | 0.012920027580518288272051997949890568569 10 | 0.12836162260900335442907603450980430228 | 0.021533552697189097911592274147320042305 f(z) = -1/192*z^3 + 97/48*z + 1 * -6 | 0.029185008925592397183574062179607004925 | 0.0045866540978113091766161834272218850983 -16 | 0.087552959543935412106359792133351879866 | 0.013759637411505364427752790926840503495 -22 | 0.10270385781008344454519057465765568267 | 0.016140720446124980714465699306889583000 10 | 0.12886108008652121620777264642169885115 | 0.020251534016456939489021156918968442035 f(z) = -1/192*z^3 + 145/48*z + 1 * -21/10 | 0.19043706916515918849714323506498225148 | 0.021298627154572155683077525605579660814 48/5 | 0.19043706916515918849714323506498225148 | 0.021298627154572155683077525605579660814 -15/2 | 0.19043706916515918849714323506498225148 | 0.021298627154572155683077525605579660814 21/2 | 0.21463554128282956942155694949817380451 | 0.024005002744177500615027005403499083169 f(z) = -5/189*z^3 + 283/140*z + 1 * [ 1 ] 6 |-> 0 |-> 1 -1 |-> 1 f(z) = -1/210*z^3 + 1/210*z + 1 * [ 6 ] 15 | 0.065840812532891513420442531955871000217 | 0.012302421120069466331025637546145043172 -14 | 0.065840812532891513420442531955871000217 | 0.012302421120069466331025637546145043172 -1 | 0.065840812532891513420442531955871000217 | 0.012302421120069466331025637546145043172 f(z) = -1/210*z^3 + 211/210*z + 1 * [ -14 ] -10 |-> -14 24 |-> -14 18 | 0.17228657990588833898345229169773738817 | 0.028347601422974059254691414260102395853 f(z) = -1/224*z^3 + 109/56*z + 1 * 8/3 | 0.041962595141820558463123318479323553742 | 0.0065666689766617874742143517766598750463 -14/3 | 0.057428804629417694212359375540866802650 | 0.0089869548928571517396554485813331922809 22/3 | 0.12588792530862177798306886623196595925 | 0.019700028820109285851266650519688088361 -22/3 | 0.17228711195829588768725015152155827353 | 0.026960973918595293887852383108941422414 f(z) = -9/224*z^3 + 149/56*z + 1 * -22/3 | 0.065986177228923191859485698028004784971 | 0.0098350251952325085137101414734459647624 34/3 | 0.10889950232315176756573100910579436561 | 0.016231116789517896518632280255751703145 22/3 | 0.17228641388825308263707812662260040795 | 0.025678729887757677361648455528990443602 -8/3 | 0.19795956530319046530063829128674892237 | 0.029505229642864777240045036533142241943 f(z) = -3/224*z^3 + 205/168*z + 1 * [ -6 ] 10/3 | 0.046020008113164587071705476094084060342 | 0.0065646163800187101956563200478863489078 14 | 0.13805692349023109204857283667404847866 | 0.019693406813192310154477630437508072263 6 | 0.13805692349023109204857283667404847866 | 0.019693406813192310154477630437508072263 f(z) = -3/224*z^3 + 277/168*z + 1 * [ -5 ] [ 10 ] 20 |-> -5 -15 |-> -5 f(z) = -1/250*z^3 + 13/10*z + 1 * [ 5/3 ] 10 |-> -20/3 |-> 5/3 5 |-> 5/3 f(z) = -3/250*z^3 + 13/30*z + 1 * 14 | 0.054656869856322394894241106062241859822 | 0.0099727186229217333628940011328794129440 10 | 0.16396854233612540523836092378125644455 | 0.029917778680471883570693570330261423894 -4 | 0.16396854233612540523836092378125644455 | 0.029917778680471883570693570330261423894 -6 | 0.16396854233612540523836092378125644455 | 0.029917778680471883570693570330261423894 f(z) = -1/240*z^3 + 19/60*z + 1 * [ 1 ] 8 |-> -1 |-> 1 0 |-> 1 f(z) = -1/252*z^3 + 1/252*z + 1 * 65/3 | 0.13199959631691187855080876714231515776 | 0.015879409937269957126345896825377920942 5/3 | 0.16277913378189245980869873281475978364 | 0.019582155299555320472955885162620033924 5 | 0.24087335808807534290588295137504766287 | 0.028976806768895520963356830666093278563 55/3 | 0.24087335808807534290588295137504766287 | 0.028976806768895520963356830666093278563 f(z) = -3/250*z^3 + 163/30*z + 1 * [ -6 ] -24 |-> 21 |-> -6 -15 |-> -6 f(z) = -1/270*z^3 + 13/10*z + 1 * [ -17 1 ] 17 |-> 1 0 |-> 1 f(z) = 1/16*z^3 - 289/16*z + 1 * [ -17/16 1 ] 17/16 |-> 1 0 |-> 1 f(z) = 16*z^3 - 289/16*z + 1 * [ 1 -17/2 ] 17/2 |-> 1 0 |-> 1 f(z) = 2/15*z^3 - 289/30*z + 1 * [ -6 ] 0 | 0.14538950530212673109783638069708932876 | 0.025658058121026896481587134203892527572 17/3 | 0.14538950530212673109783638069708932876 | 0.025658058121026896481587134203892527572 -17/3 | 0.14538950530212673109783638069708932876 | 0.025658058121026896481587134203892527572 f(z) = 3/10*z^3 - 289/30*z + 1 * [ -17/15 1 ] 0 |-> 1 17/15 |-> 1 f(z) = 15/2*z^3 - 289/30*z + 1 * [ 1 -17/4 ] 17/4 |-> 1 0 |-> 1 f(z) = 4/13*z^3 - 289/52*z + 1 * [ 1 -17/13 ] 0 |-> 1 17/13 |-> 1 f(z) = 13/4*z^3 - 289/52*z + 1 * [ -17/14 1 ] 0 |-> 1 17/14 |-> 1 f(z) = 14/3*z^3 - 289/42*z + 1 * [ 1 -17/5 ] 0 |-> 1 17/5 |-> 1 f(z) = 5/12*z^3 - 289/60*z + 1 * [ 1 -17/6 ] 17/6 |-> 1 0 |-> 1 f(z) = 6/11*z^3 - 289/66*z + 1 * [ 1 -17/7 ] 17/7 |-> 1 0 |-> 1 f(z) = 7/10*z^3 - 289/70*z + 1 * [ -17/8 1 ] 17/8 |-> 1 0 |-> 1 f(z) = 8/9*z^3 - 289/72*z + 1 * [ -17/9 1 ] 17/9 |-> 1 0 |-> 1 f(z) = 9/8*z^3 - 289/72*z + 1 * [ -17/10 1 ] 0 |-> 1 17/10 |-> 1 f(z) = 10/7*z^3 - 289/70*z + 1 * [ 1 -17/11 ] 0 |-> 1 17/11 |-> 1 f(z) = 11/6*z^3 - 289/66*z + 1 * [ 1 -17/12 ] 17/12 |-> 1 0 |-> 1 f(z) = 12/5*z^3 - 289/60*z + 1 * [ 6/19 ] -1 |-> 6/19 13/19 |-> 6/19 0 | 0.16767765221483159062131923080415422319 | 0.028473616434445603599377525310588627346 f(z) = 19/6*z^3 - 283/114*z + 1 * 5/4 | 0.089975064170469522305541274038529532841 | 0.015878624947046037595711406686636521525 3/4 | 0.092742118095900826284994730015854207220 | 0.016366949261068540064520137543361522984 -5/4 | 0.15359432518199608671502926511877191193 | 0.027106028831930508042056090223687495695 -13/4 | 0.15359454547016214288678191214661319262 | 0.027106067707959120273672905334065624269 f(z) = 2/15*z^3 - 289/120*z + 1 * -1/2 | 0.032230640844309691310121022238446915935 | 0.0056880010310424009257525210433451088968 5/6 | 0.060250640216475804224890077774998537590 | 0.010632916215588797269614624943808294521 13/6 | 0.096689855300087294486000672309871612894 | 0.017063638271881722573363399714566126517 7/6 | 0.12731802343555924073904443827523237139 | 0.022468838024968906248380556898799829060 f(z) = 3/10*z^3 - 289/120*z + 1 * [ 3/10 ] 13/10 | 0.033037272619306415144868210129554179142 | 0.0058303538433868988345732867515980986715 -3/10 | 0.099109750625077465990242235983193402516 | 0.017490696708915216299825696839325095841 4/5 | 0.13478839855860908864015255303724352327 | 0.023787195348592612529163789517888426686 f(z) = 5/6*z^3 - 289/120*z + 1 * [ 19/12 ] -7/12 |-> 19/12 -1 |-> 19/12 0 | 0.16358228118215279845117641519474946645 | 0.029086374820523860692559597047847891992 f(z) = 12/19*z^3 - 277/228*z + 1 * [ 12/19 ] -1 |-> 12/19 7/19 |-> 12/19 0 | 0.15900852820948170934127870481741170398 | 0.027001498304864925805563674998796707107 f(z) = 19/12*z^3 - 277/228*z + 1 * [ 1 -16 ] 16 |-> 1 0 |-> 1 f(z) = 1/15*z^3 - 256/15*z + 1 * [ -16/15 1 ] 0 |-> 1 16/15 |-> 1 f(z) = 15*z^3 - 256/15*z + 1 * [ 1 -16/3 ] 16/3 |-> 1 0 |-> 1 f(z) = 3/13*z^3 - 256/39*z + 1 * [ -5/2 7/3 ] -1/6 |-> 7/3 8/3 |-> 7/3 f(z) = 6/5*z^3 - 241/30*z + 1 * [ 1 -16/13 ] 0 |-> 1 16/13 |-> 1 f(z) = 13/3*z^3 - 256/39*z + 1 * [ -4/3 7/12 ] 5/4 |-> 7/12 1/12 |-> 7/12 f(z) = 3*z^3 - 241/48*z + 1 * [ 1 -16/5 ] 0 |-> 1 16/5 |-> 1 f(z) = 5/11*z^3 - 256/55*z + 1 * [ 1 -16/11 ] 16/11 |-> 1 0 |-> 1 f(z) = 11/5*z^3 - 256/55*z + 1 * 1/5 | 0.14581586891664957698871327897376452160 | 0.026545464750522281738148420882695320798 9/5 | 0.15632872102425034410914125540002888510 | 0.028459306824935249697205430166393358213 -9/5 | 0.15632872102425034410914125540002888510 | 0.028459306824935249697205430166393358213 0 | 0.15632872102425034410914125540002888510 | 0.028459306824935249697205430166393358213 f(z) = 15/8*z^3 - 243/40*z + 1 * 11/6 | 0.14239998502660555595452529079746259768 | 0.025962672228956856647536807039030129877 -5/2 | 0.16418980061195849814551022126857631879 | 0.029935438376834164876535752448745199409 8/3 | 0.16418980061195849814551022126857631879 | 0.029935438376834164876535752448745199409 -1/6 | 0.16418980061195849814551022126857631879 | 0.029935438376834164876535752448745199409 f(z) = 3/5*z^3 - 241/60*z + 1 * 15/4 | 0.019285875644878201226738079744154234302 | 0.0035162424204106699820262387282015804250 1/4 | 0.019285875644878201226738079744154234302 | 0.0035162424204106699820262387282015804250 -4 | 0.019285875644878201226738079744154234302 | 0.0035162424204106699820262387282015804250 0 | 0.057857626934634603680214239232462702905 | 0.010548727261232009946078716184604741275 f(z) = 4/15*z^3 - 241/60*z + 1 * [ 11/6 -5/2 ] 7/6 |-> -5/2 -3 |-> -5/2 f(z) = 6/11*z^3 - 247/66*z + 1 * [ 1 -16/7 ] 0 |-> 1 16/7 |-> 1 f(z) = 7/9*z^3 - 256/63*z + 1 * [ 1 -16/9 ] 16/9 |-> 1 0 |-> 1 f(z) = 9/7*z^3 - 256/63*z + 1 * 9/8 | 0.047434924072776688025176105870692374475 | 0.0086484376081701125232429563426165825311 15/8 | 0.14230167136906739490898472600387342106 | 0.025944747470988544427890791925329155696 1/8 | 0.14230167136906739490898472600387342106 | 0.025944747470988544427890791925329155696 -2 | 0.14230167136906739490898472600387342106 | 0.025944747470988544427890791925329155696 f(z) = 16/15*z^3 - 241/60*z + 1 * [ 18/5 ] -1 |-> 18/5 -13/5 |-> 18/5 0 | 0.13458967286622510257721672179559357789 | 0.024220593362224939859569706454084532643 f(z) = 5/18*z^3 - 259/90*z + 1 * [ 18/7 ] -1 |-> 18/7 -11/7 |-> 18/7 0 | 0.11741406118014355686456173502098671386 | 0.021311632799514522632773200271507805856 f(z) = 7/18*z^3 - 247/126*z + 1 * [ 18/11 ] -1 |-> 18/11 -7/11 |-> 18/11 0 | 0.12578415606427424647486897269731911330 | 0.022830874931800592110510990920178617978 f(z) = 11/18*z^3 - 247/198*z + 1 * [ 18/13 ] -1 |-> 18/13 -5/13 |-> 18/13 0 | 0.12887775022470325003026793313435965599 | 0.023192682730817913811369924607706721547 f(z) = 13/18*z^3 - 259/234*z + 1 * 1/10 | 0.10600110545335538077699904098506975375 | 0.019326350043354068252447163559163263220 -8/5 | 0.10600110545335538077699904098506975375 | 0.019326350043354068252447163559163263220 3/2 | 0.10600110545335538077699904098506975375 | 0.019326350043354068252447163559163263220 -9/10 | 0.10682179279778704215003586501709099427 | 0.019475979529073124119341862177988693394 f(z) = 5/12*z^3 - 241/240*z + 1 * [ 15/16 ] -1 |-> 15/16 1/16 |-> 15/16 0 | 0.12126426152212664161643692259127155579 | 0.021868418591879305903198229569673578663 f(z) = 16/15*z^3 - 241/240*z + 1 * [ 15/17 ] -1 |-> 15/17 2/17 |-> 15/17 0 | 0.15577751063040714245268552878248276273 | 0.027491313168705066412070997416222749179 f(z) = 17/15*z^3 - 259/255*z + 1 * [ 1 -15 ] 15 |-> 1 0 |-> 1 f(z) = 1/14*z^3 - 225/14*z + 1 * [ -15/14 1 ] 0 |-> 1 15/14 |-> 1 f(z) = 14*z^3 - 225/14*z + 1 * [ 1 -15/2 ] 15/2 |-> 1 0 |-> 1 f(z) = 2/13*z^3 - 225/26*z + 1 * [ 1 -15/13 ] 0 |-> 1 15/13 |-> 1 f(z) = 13/2*z^3 - 225/26*z + 1 * [ 1 -15/4 ] 15/4 |-> 1 0 |-> 1 f(z) = 4/11*z^3 - 225/44*z + 1 * [ 1 -15/7 ] 0 |-> 1 15/7 |-> 1 f(z) = 7/8*z^3 - 225/56*z + 1 * [ 1 -15/8 ] 15/8 |-> 1 0 |-> 1 f(z) = 8/7*z^3 - 225/56*z + 1 * [ 1 -15/11 ] 0 |-> 1 15/11 |-> 1 f(z) = 11/4*z^3 - 225/44*z + 1 * 15/8 | 0.058827780160166532622385435602367778646 | 0.010826424340753322672678269165955557689 13/8 | 0.11826068863678338377531442987425662918 | 0.021764214024830153506399903362100489156 0 | 0.14242322524081787259446270937054664389 | 0.026210988554007315400193550264227658106 3/8 | 0.15719205865491088829318105709330004176 | 0.028928984322733173545534329154877460772 f(z) = 16/15*z^3 - 229/60*z + 1 * [ 17/6 ] -1 |-> 17/6 -11/6 |-> 17/6 0 | 0.15756606507110421916849994645043993731 | 0.029140199670142172494683614432602124297 f(z) = 6/17*z^3 - 223/102*z + 1 * [ 6/17 ] -1 |-> 6/17 11/17 |-> 6/17 0 | 0.15716105329236796724262372289956287272 | 0.027735478096288679543537998883991446448 f(z) = 17/6*z^3 - 223/102*z + 1 * [ 17/12 ] -5/12 |-> 17/12 -1 |-> 17/12 0 | 0.15740307923158477735342681441615352191 | 0.028967819687614898975473778840274562523 f(z) = 12/17*z^3 - 229/204*z + 1 * [ 12/17 ] -1 |-> 12/17 5/17 |-> 12/17 0 | 0.14491574319798029802216825334417347753 | 0.025574449503070127325181010323767556713 f(z) = 17/12*z^3 - 229/204*z + 1 * [ 13/6 -7/3 ] [ 7/3 -1/6 ] f(z) = 18/13*z^3 - 209/26*z + 1 * [ 15/14 ] -1/14 |-> 15/14 -1 |-> 15/14 0 | 0.12545027624387857999212490981522280107 | 0.023440508532762211624289963010400556868 f(z) = 14/15*z^3 - 211/210*z + 1 * [ 14/15 ] -1 |-> 14/15 1/15 |-> 14/15 0 | 0.14463931030198041560932580261816109984 | 0.026705433718161949118858909505873831612 f(z) = 15/14*z^3 - 211/210*z + 1 * [ 1 -14 ] 14 |-> 1 0 |-> 1 f(z) = 1/13*z^3 - 196/13*z + 1 * [ 1 -14/13 ] 0 |-> 1 14/13 |-> 1 f(z) = 13*z^3 - 196/13*z + 1 * [ 15/2 ] -1 |-> 15/2 -13/2 |-> 15/2 0 | 0.15021514044045590651504663772453074000 | 0.028378327984970023274722639518399332563 f(z) = 2/15*z^3 - 199/30*z + 1 * [ 1 -14/3 ] 14/3 |-> 1 0 |-> 1 f(z) = 3/11*z^3 - 196/33*z + 1 * [ 1 -14/11 ] 0 |-> 1 14/11 |-> 1 f(z) = 11/3*z^3 - 196/33*z + 1 * [ 1 -14/5 ] 0 |-> 1 14/5 |-> 1 f(z) = 5/9*z^3 - 196/45*z + 1 * [ 1 -14/9 ] 14/9 |-> 1 0 |-> 1 f(z) = 9/5*z^3 - 196/45*z + 1 * [ -7/3 ] 0 |-> 1 |-> -7/3 4/3 |-> -7/3 f(z) = 15/14*z^3 - 185/42*z + 1 * [ 8 ] 11/2 |-> -9/2 |-> 8 -7/2 |-> 8 f(z) = 1/18*z^3 - 193/72*z + 1 * -16/5 | 0.10813120959610403601349767448906632931 | 0.020800475396207787909515242424815170330 0 | 0.12510433766658346063115708060045158502 | 0.024065482179590810245809412931598258400 -4/5 | 0.13593525128364042341934045254007440290 | 0.026148952373363269239430184827046609008 -11/5 | 0.13593525128364042341934045254007440290 | 0.026148952373363269239430184827046609008 f(z) = 5/12*z^3 - 181/60*z + 1 * [ 4/15 ] -1 |-> 4/15 11/15 |-> 4/15 3/5 | 0.068872904033880857753735618923547550835 | 0.012716327047011301785747806525315195624 f(z) = 15/4*z^3 - 181/60*z + 1 * [ -1/3 3/2 ] -8/3 |-> -1/3 7/6 |-> -1/3 f(z) = 2/7*z^3 - 193/126*z + 1 * [ 16/9 ] -7/9 |-> 16/9 -1 |-> 16/9 0 | 0.15548681834241233363023422587305802383 | 0.029545120985882625648930394823881728783 f(z) = 9/16*z^3 - 193/144*z + 1 * [ 15/11 ] -1 |-> 15/11 -4/11 |-> 15/11 0 | 0.13381971898865555023818530049243257150 | 0.025742001617738860536634378074184025064 f(z) = 11/15*z^3 - 181/165*z + 1 * [ 14/13 ] -1/13 |-> 14/13 -1 |-> 14/13 0 | 0.15560518156717549354388047540546032951 | 0.029869583487097558278407813181194033896 f(z) = 13/14*z^3 - 183/182*z + 1 * [ 15/13 ] -2/13 |-> 15/13 -1 |-> 15/13 0 | 0.13691227953266366407140306372673854673 | 0.025865179517559659474659693363694466940 f(z) = 13/15*z^3 - 199/195*z + 1 * [ -13 1 ] 13 |-> 1 0 |-> 1 f(z) = 1/12*z^3 - 169/12*z + 1 * [ -13/12 1 ] 13/12 |-> 1 0 |-> 1 f(z) = 12*z^3 - 169/12*z + 1 * [ 1 -13/2 ] 13/2 |-> 1 0 |-> 1 f(z) = 2/11*z^3 - 169/22*z + 1 * [ -13/4 1 ] 13/4 |-> 1 0 |-> 1 f(z) = 4/9*z^3 - 169/36*z + 1 * [ -13/9 1 ] 13/9 |-> 1 0 |-> 1 f(z) = 9/4*z^3 - 169/36*z + 1 * [ 1 -13/11 ] 0 |-> 1 13/11 |-> 1 f(z) = 11/2*z^3 - 169/22*z + 1 * -1 | 0.037043603024765258170263274452258499574 | 0.0072211178199296579467957222635873360129 -13/3 | 0.11112770822503310534424623174857179636 | 0.021662748993807287169598230519786602070 0 | 0.11112770822503310534424623174857179636 | 0.021662748993807287169598230519786602070 13/3 | 0.11112770822503310534424623174857179636 | 0.021662748993807287169598230519786602070 f(z) = 3/16*z^3 - 169/48*z + 1 * [ 1 -13/5 ] 0 |-> 1 13/5 |-> 1 f(z) = 5/8*z^3 - 169/40*z + 1 * 0 | 0.10987409730673396084553985321530296180 | 0.021570374081032045015727846258034049536 3/7 | 0.15130473261036944215251599958605689643 | 0.029703995415088352287158736400758891441 11/7 | 0.15130473261036944215251599958605689643 | 0.029703995415088352287158736400758891441 -2 | 0.15130473261036944215251599958605689643 | 0.029703995415088352287158736400758891441 f(z) = 7/6*z^3 - 163/42*z + 1 * [ 3/14 ] -1 |-> 3/14 11/14 |-> 3/14 2/7 | 0.058889388456121942261160566161791659382 | 0.011157277220784603958058218995223393807 f(z) = 14/3*z^3 - 163/42*z + 1 * -1 | 0.027494837116168979319730899335853073404 | 0.0053597231922309569839873432410735421120 13/5 | 0.082483207069799499230699004009313962174 | 0.016078915326310959018425386795780467746 -13/5 | 0.082483207069799499230699004009313962174 | 0.016078915326310959018425386795780467746 0 | 0.082483207069799499230699004009313962174 | 0.016078915326310959018425386795780467746 f(z) = 5/18*z^3 - 169/90*z + 1 * [ 14/11 ] -3/11 |-> 14/11 -1 |-> 14/11 0 | 0.15251158740674648998848151496841978683 | 0.029940923954730108338391389391070693262 f(z) = 11/14*z^3 - 163/154*z + 1 * -1/6 | 0.043166516963575198133815504728970165447 | 0.0084146918608747835993019796289717595029 7/6 | 0.12950058450714648412362771138964506380 | 0.025244277071284913021502250977240413832 4/3 | 0.12950058450714648412362771138964506380 | 0.025244277071284913021502250977240413832 -5/2 | 0.12950058450714648412362771138964506380 | 0.025244277071284913021502250977240413832 f(z) = 3/14*z^3 - 169/168*z + 1 * [ 1 -12 ] 12 |-> 1 0 |-> 1 f(z) = 1/11*z^3 - 144/11*z + 1 * 0 | 0.048866778852448834634102839761766586620 | 0.0096646367153984840327693330550305712050 -13 | 0.14660137017376739362448971648803432731 | 0.028994114569884624092540809246369683663 1 | 0.14660137017376739362448971648803432731 | 0.028994114569884624092540809246369683663 12 | 0.14660137017376739362448971648803432731 | 0.028994114569884624092540809246369683663 f(z) = 1/12*z^3 - 157/12*z + 1 * [ 1 -12/11 ] 0 |-> 1 12/11 |-> 1 f(z) = 11*z^3 - 144/11*z + 1 * [ 1 -12/5 ] 0 |-> 1 12/5 |-> 1 f(z) = 5/7*z^3 - 144/35*z + 1 * [ 1 -12/7 ] 12/7 |-> 1 0 |-> 1 f(z) = 7/5*z^3 - 144/35*z + 1 * [ 14/5 ] -1 |-> 14/5 -9/5 |-> 14/5 0 | 0.13805043302483830712813629503854524688 | 0.027514995677912127471672164425937026366 f(z) = 5/14*z^3 - 151/70*z + 1 * [ -2/15 4/3 ] -2 | 0.089464807147904829354457391109592106546 | 0.013971073713295565772112867395905324423 2/15 | 0.10142052303857139791814916653778097730 | 0.015838111639477844940682506815070026890 f(z) = 15/16*z^3 - 151/60*z + 1 * [ -4/3 3 ] -14/3 |-> -4/3 5/3 |-> -4/3 f(z) = 1/10*z^3 - 151/90*z + 1 * [ 3/7 ] 0 |-> 1 |-> 3/7 -10/7 |-> 3/7 f(z) = 14/15*z^3 - 158/105*z + 1 * [ 14/9 ] -1 |-> 14/9 -5/9 |-> 14/9 0 | 0.13523234874179171920697009653505382954 | 0.026953319954272290072521390070512384018 f(z) = 9/14*z^3 - 151/126*z + 1 * [ 13/12 ] -1/12 |-> 13/12 -1 |-> 13/12 0 | 0.14249849080434836850924299630742962497 | 0.028182666802634235971875790643224395116 f(z) = 12/13*z^3 - 157/156*z + 1 * [ 12/13 ] -1 |-> 12/13 1/13 |-> 12/13 0 | 0.10695347105766793202979791615076312114 | 0.020849041472599869137997728955528990398 f(z) = 13/12*z^3 - 157/156*z + 1 * [ 1 -11 ] 11 |-> 1 0 |-> 1 f(z) = 1/10*z^3 - 121/10*z + 1 * [ 12 ] -1 |-> 12 -11 |-> 12 0 | 0.12719880049911614237552381286562748631 | 0.026010167610542076982081269121251942235 f(z) = 1/12*z^3 - 133/12*z + 1 * -1 | 0.026506376116582770624441375432188674144 | 0.0055270087099445201964713579126153408904 -11 | 0.079513418943070765249793146691871803991 | 0.016579835626073385174784551599578331944 0 | 0.079513418943070765249793146691871803991 | 0.016579835626073385174784551599578331944 11 | 0.079513418943070765249793146691871803991 | 0.016579835626073385174784551599578331944 f(z) = 1/12*z^3 - 121/12*z + 1 * [ -11/2 1 ] 11/2 |-> 1 0 |-> 1 f(z) = 2/9*z^3 - 121/18*z + 1 * [ -11/9 1 ] 11/9 |-> 1 0 |-> 1 f(z) = 9/2*z^3 - 121/18*z + 1 * [ -11/10 1 ] 0 |-> 1 11/10 |-> 1 f(z) = 10*z^3 - 121/10*z + 1 * -10/3 | 0.065389185117707443691993224052354803786 | 0.013634704121460136770486471104160290048 3 | 0.094874060461403847011272343096858085892 | 0.019782778159173890786853254077004067527 4/3 | 0.10197594152139506219737023309792123481 | 0.021263635380203239731588020562181822536 1/3 | 0.10930556878819376932147086993036262869 | 0.022791981373863953342426869040503133376 f(z) = 3/10*z^3 - 121/30*z + 1 * [ 1 -11/4 ] 11/4 |-> 1 0 |-> 1 f(z) = 4/7*z^3 - 121/28*z + 1 * [ 1 -11/7 ] 0 |-> 1 11/7 |-> 1 f(z) = 7/4*z^3 - 121/28*z + 1 * [ -11/8 1 ] 11/8 |-> 1 0 |-> 1 f(z) = 8/3*z^3 - 121/24*z + 1 * [ -11/4 5/2 ] -1/4 |-> 5/2 3 |-> 5/2 f(z) = 8/11*z^3 - 133/22*z + 1 * [ -5/2 ] 0 |-> 1 |-> -5/2 3/2 |-> -5/2 f(z) = 14/15*z^3 - 133/30*z + 1 * -1 | 0.042571384386949960088407014095837682817 | 0.0088768231185652823379406137397547239504 0 | 0.12771284888214244153672734828926779042 | 0.026630197392461623564878998823769939883 -11/3 | 0.12771284888214244153672734828926779042 | 0.026630197392461623564878998823769939883 11/3 | 0.12771284888214244153672734828926779042 | 0.026630197392461623564878998823769939883 f(z) = 3/14*z^3 - 121/42*z + 1 * -5/3 | 0.085303071002706006691411431188404125139 | 0.017787071848045384159343236752679774335 -11/3 | 0.10305217247910616308674895125931199278 | 0.021488046965212773394604265330212071472 0 | 0.10305217247910616308674895125931199278 | 0.021488046965212773394604265330212071472 11/3 | 0.10305217247910616308674895125931199278 | 0.021488046965212773394604265330212071472 f(z) = 3/16*z^3 - 121/48*z + 1 * [ 13/6 ] -1 |-> 13/6 -7/6 |-> 13/6 0 | 0.14249887228141553886717734651104156341 | 0.029416467559594456909970834303934874593 f(z) = 6/13*z^3 - 127/78*z + 1 * [ 2/5 ] -11/10 | 0.10142566054035505687358133306380700239 | 0.021148892883464042844616656780498698236 11/10 | 0.10142566054035505687358133306380700239 | 0.021148892883464042844616656780498698236 0 | 0.10142566054035505687358133306380700239 | 0.021148892883464042844616656780498698236 f(z) = 10/7*z^3 - 121/70*z + 1 * [ 6/13 ] -1 |-> 6/13 7/13 |-> 6/13 0 | 0.13027427387560198564217928230369955806 | 0.025395096690043624429737301937959720534 f(z) = 13/6*z^3 - 127/78*z + 1 * -1 | 0.028983718441385012230680941398093345401 | 0.0060435747069889106017815831028022026902 11/5 | 0.086951155324155036692042824194280036203 | 0.018130724120966731805344749308406608071 -11/5 | 0.086951155324155036692042824194280036203 | 0.018130724120966731805344749308406608071 0 | 0.086951155324155036692042824194280036203 | 0.018130724120966731805344749308406608071 f(z) = 5/16*z^3 - 121/80*z + 1 * -1/4 | 0.031328233427369301985721728027883151111 | 0.0065324440526564164644165298636429464643 5/4 | 0.093985733898528795679346381286384020786 | 0.019597547683733158898830868706688581656 -15/4 | 0.099397852339960657788315203061405971248 | 0.020726062031883956053565635351886037734 9/4 | 0.11936505507214015229827662219806126333 | 0.024889547184610735919539867973083249593 f(z) = 2/15*z^3 - 121/120*z + 1 * -1 | 0.039138672532734904985767425339451533637 | 0.0080927194249116338658972873305860538350 11/7 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831 -11/7 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831 0 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831 f(z) = 7/18*z^3 - 121/126*z + 1 * [ 12/11 ] -1 |-> 12/11 -1/11 |-> 12/11 0 | 0.095749703611817625587608741922182140224 | 0.019579318592869968602222429779801378323 f(z) = 11/12*z^3 - 133/132*z + 1 * [ 11/12 ] -1 |-> 11/12 1/12 |-> 11/12 0 | 0.14221031426299416800139780689304806696 | 0.028614820253937272459456869742434582657 f(z) = 12/11*z^3 - 133/132*z + 1 * [ -5/2 9/4 ] [ -1/4 5/2 ] f(z) = 8/9*z^3 - 109/18*z + 1 * [ -6 14/3 ] 22/3 |-> 14/3 -4/3 |-> 14/3 f(z) = 1/16*z^3 - 103/36*z + 1 * -2/3 | 0.0044153510920005069212515237932439257212 | 0.00094116897805125166348525390761334750435 10/3 | 0.013245782613714971757442074584221086582 | 0.0028234492402258383938599596031269503053 0 | 0.039732942713174807377288938146214299343 | 0.0084694087308433153882864296788561998109 1 | 0.11919855747723787312555431764313220745 | 0.025408168498602029568263486916855507225 f(z) = 3/10*z^3 - 109/30*z + 1 * 2 | 0.023933754879145408254942809545041950585 | 0.0051016798327420201450598743230721984527 2/5 | 0.071800993975149675758515931839615161173 | 0.015304981804298143838583820849503503151 -2 | 0.071800993975149675758515931839615161173 | 0.015304981804298143838583820849503503151 0 | 0.11249958624079536247139410362960989391 | 0.023980226805806605617490692503804889958 f(z) = 5/6*z^3 - 109/30*z + 1 * 5/6 | 0.12193184321606640172639599049231888160 | 0.025990791192003691969421529455893875496 7/6 | 0.12193184321606640172639599049231888160 | 0.025990791192003691969421529455893875496 -2 | 0.12193184321606640172639599049231888160 | 0.025990791192003691969421529455893875496 5/3 | 0.12999177385983866527122402518798868838 | 0.027708832754068047346061360430510476066 f(z) = 6/5*z^3 - 109/30*z + 1 * [ -5/2 7/4 ] -3 |-> -5/2 5/4 |-> -5/2 f(z) = 8/15*z^3 - 109/30*z + 1 * [ 5/12 ] 1/4 |-> 7/12 |-> 5/12 -1 |-> 5/12 f(z) = 12/5*z^3 - 109/60*z + 1 * [ 2/5 ] 0 |-> 1 |-> 2/5 -7/5 |-> 2/5 f(z) = 15/14*z^3 - 117/70*z + 1 * [ 12/7 ] -1 |-> 12/7 -5/7 |-> 12/7 0 | 0.087379608727686935977301504245849740777 | 0.018625693707064756874316614375216668171 f(z) = 7/12*z^3 - 109/84*z + 1 * [ 10/11 ] -1 |-> 10/11 1/11 |-> 10/11 0 | 0.14386988492961423032986092246483868731 | 0.029999201083064079987401945490318881665 f(z) = 11/10*z^3 - 111/110*z + 1 * [ -3 8/3 ] 10/3 |-> 8/3 -1/3 |-> 8/3 f(z) = 1/2*z^3 - 91/18*z + 1 * [ -9 1 ] 9 |-> 1 0 |-> 1 f(z) = 1/8*z^3 - 81/8*z + 1 * [ -10 1 ] 10 |-> 1 0 |-> 1 f(z) = 1/9*z^3 - 100/9*z + 1 * [ 1 -9/2 ] 9/2 |-> 1 0 |-> 1 f(z) = 2/7*z^3 - 81/14*z + 1 * [ 1 -9/7 ] 0 |-> 1 9/7 |-> 1 f(z) = 7/2*z^3 - 81/14*z + 1 * [ -9/8 1 ] 9/8 |-> 1 0 |-> 1 f(z) = 8*z^3 - 81/8*z + 1 * [ -10/9 1 ] 10/9 |-> 1 0 |-> 1 f(z) = 9*z^3 - 100/9*z + 1 * [ -9/2 4 ] 3/2 |-> -9/2 -11/2 |-> -9/2 f(z) = 1/6*z^3 - 97/24*z + 1 * [ 1 -10/3 ] 10/3 |-> 1 0 |-> 1 f(z) = 3/7*z^3 - 100/21*z + 1 * [ 1/12 2/3 ] 1/4 |-> 1/12 -11/12 |-> 1/12 f(z) = 6*z^3 - 97/24*z + 1 * [ 1 -10/7 ] 0 |-> 1 10/7 |-> 1 f(z) = 7/3*z^3 - 100/21*z + 1 * [ 4/15 1/3 ] 2/5 |-> 4/15 -11/15 |-> 4/15 f(z) = 15/2*z^3 - 91/30*z + 1 * [ -3/2 4 ] -4 | 0.039886467517801758657910751817874092533 | 0.0088860990805058219929583986227724399570 7/2 | 0.11965681808062439889854415154506340030 | 0.026657721460240482897250775895211723504 f(z) = 1/10*z^3 - 89/40*z + 1 * [ 11/4 ] -1 |-> 11/4 -7/4 |-> 11/4 0 | 0.13321825291831429164400112212237632065 | 0.029391137054916915727947738148502631436 f(z) = 4/11*z^3 - 93/44*z + 1 * 7/6 | 0.0040039303478504388993937299247802052050 | 0.00090124795233500592342325037948628551514 0 | 0.012013476799325925784609233976197812089 | 0.0027041233051492191292879661546094814662 1 | 0.036035730174982810090598413993846299839 | 0.0081113119384146637092619160619536301640 -1/6 | 0.10810715300838274000581190517180010799 | 0.024333927370609577058566688062423186678 f(z) = 6/7*z^3 - 85/42*z + 1 * -1 | 0.039347625912876188748092390258823874299 | 0.0089539381451346321880072434585898398345 9/5 | 0.11804157345992112751578347677822636486 | 0.026861517633993405344188719972397205945 -9/5 | 0.11804157345992112751578347677822636486 | 0.026861517633993405344188719972397205945 0 | 0.11804157345992112751578347677822636486 | 0.026861517633993405344188719972397205945 f(z) = 5/14*z^3 - 81/70*z + 1 * [ 11/6 ] -5/6 |-> 11/6 -1 |-> 11/6 0 | 0.13321808980012852820098046519991993535 | 0.029532750822247516197186582280765055030 f(z) = 6/11*z^3 - 91/66*z + 1 * [ 6/11 ] -1 |-> 6/11 5/11 |-> 6/11 0 | 0.11207249297130260796561644514981796754 | 0.023368929878349682455057936175436076591 f(z) = 11/6*z^3 - 91/66*z + 1 * [ 10/9 ] -1/9 |-> 10/9 -1 |-> 10/9 0 | 0.11653944670727988973449268485633204676 | 0.025835308445965798496949226519598297067 f(z) = 9/10*z^3 - 91/90*z + 1 * [ 9/10 ] -1 |-> 9/10 1/10 |-> 9/10 0 | 0.12252490704718493687748370134180630080 | 0.026605945513150635447689512183828327405 f(z) = 10/9*z^3 - 91/90*z + 1 * -1 | 0.037683908842067809639560157235754562581 | 0.0079864189586474653600810901236828477254 9/7 | 0.11305172652620342891868047170726368774 | 0.023959256875942396080243270371048543177 -9/7 | 0.11305172652620342891868047170726368774 | 0.023959256875942396080243270371048543177 0 | 0.11305172652620342891868047170726368774 | 0.023959256875942396080243270371048543177 f(z) = 7/16*z^3 - 81/112*z + 1 * [ 1 -8 ] 8 |-> 1 0 |-> 1 f(z) = 1/7*z^3 - 64/7*z + 1 * 0 | 0.064529973840857963320634066985482778656 | 0.015040341186300963824929517376495179296 -8 | 0.12555679710680972027310239384371194412 | 0.029264184600519843226335570832640935137 -1 | 0.12555679710680972027310239384371194412 | 0.029264184600519843226335570832640935137 9 | 0.12555679710680972027310239384371194412 | 0.029264184600519843226335570832640935137 f(z) = 1/12*z^3 - 73/12*z + 1 * [ 9/2 ] -1 |-> 9/2 -7/2 |-> 9/2 0 | 0.11945605028080239397430449650754532846 | 0.028410174320448935548146595883563887337 f(z) = 2/9*z^3 - 67/18*z + 1 * -3/2 | 0.090168919252238177009850133363998611196 | 0.021016145354378043512554929023044309360 1/6 | 0.090168919252238177009850133363998611196 | 0.021016145354378043512554929023044309360 4/3 | 0.090168919252238177009850133363998611196 | 0.021016145354378043512554929023044309360 7/6 | 0.12041883048889592547626181779518387147 | 0.028066651635020335191721549501975248593 f(z) = 3*z^3 - 73/12*z + 1 * [ 3 ] -1/3 |-> 3 -8/3 |-> 3 0 | 0.12482580414885828385249919634249878615 | 0.029093808218228305307829391109863704931 f(z) = 3/4*z^3 - 73/12*z + 1 * [ 1 -8/3 ] 8/3 |-> 1 0 |-> 1 f(z) = 3/5*z^3 - 64/15*z + 1 * [ -3 ] 4/3 |-> -3 5/3 |-> -3 1/3 | 0.10184785058080627080256297010744059288 | 0.024775231239377293756430874959955463893 f(z) = 3/5*z^3 - 61/15*z + 1 * [ -5 ] 0 |-> 1 |-> -5 4 |-> -5 f(z) = 3/10*z^3 - 63/10*z + 1 * [ -6 ] -2/3 |-> 14/3 |-> -6 4/3 |-> -6 f(z) = 3/16*z^3 - 67/12*z + 1 * [ 1 -8/5 ] 0 |-> 1 8/5 |-> 1 f(z) = 5/3*z^3 - 64/15*z + 1 * [ -4 ] 0 |-> 1 |-> -4 3 |-> -4 f(z) = 5/12*z^3 - 65/12*z + 1 * [ 1 -8/7 ] 0 |-> 1 8/7 |-> 1 f(z) = 7*z^3 - 64/7*z + 1 * [ 7/3 -8/3 ] [ 8/3 -1/3 ] f(z) = 9/14*z^3 - 71/14*z + 1 * [ 1/5 ] 0 |-> 1 |-> 1/5 -6/5 |-> 1/5 f(z) = 10/3*z^3 - 62/15*z + 1 * [ 3 ] 5/3 |-> -7/3 |-> 3 -2/3 |-> 3 f(z) = 3/7*z^3 - 67/21*z + 1 * [ 9/4 ] -1 |-> 9/4 -5/4 |-> 9/4 0 | 0.081379992328197045498511859696210125048 | 0.019796275686644645791212413945830311134 f(z) = 4/9*z^3 - 61/36*z + 1 * [ 3/10 ] -1 |-> 3/10 7/10 |-> 3/10 1/5 | 0.089415472074701418738294982198360902050 | 0.019416323059408567226337015370008295319 f(z) = 10/3*z^3 - 79/30*z + 1 * [ 2/5 ] 3/5 |-> 1/2 |-> 2/5 -9/10 |-> 2/5 f(z) = 10/3*z^3 - 61/30*z + 1 * [ 1/4 ] 0 |-> 1 |-> 1/4 -5/4 |-> 1/4 f(z) = 12/5*z^3 - 63/20*z + 1 * 1/8 | 0.027581437961130378107790320690402158097 | 0.0066319339611848997265410859622808992374 5/8 | 0.082741705325976256866383574074715958215 | 0.019895174658080312872708034309186225341 -9/8 | 0.082741705325976256866383574074715958215 | 0.019895174658080312872708034309186225341 1/2 | 0.082741705325976256866383574074715958215 | 0.019895174658080312872708034309186225341 f(z) = 16/5*z^3 - 61/20*z + 1 * 5/3 | 0.10810715300838274000581190517180010799 | 0.025711071603622158533593551763684368307 7/3 | 0.10810780514773645937005875217092273701 | 0.025711226701607374352814106397811578634 2/3 | 0.10810780514773645937005875217092273701 | 0.025711226701607374352814106397811578634 -3 | 0.10810780514773645937005875217092273701 | 0.025711226701607374352814106397811578634 f(z) = 3/14*z^3 - 67/42*z + 1 * [ 9/5 ] -1 |-> 9/5 -4/5 |-> 9/5 0 | 0.11118309383530628037373593112807945293 | 0.027046097133818282366452710729387471271 f(z) = 5/9*z^3 - 61/45*z + 1 * [ 9/7 ] -1 |-> 9/7 -2/7 |-> 9/7 0 | 0.11741406118014355686456173502098671386 | 0.027924529046109092945151144410614331594 f(z) = 7/9*z^3 - 67/63*z + 1 * [ 10/7 ] -1 |-> 10/7 -3/7 |-> 10/7 0 | 0.12544924262745769026994371261248823362 | 0.028710548074541764140877320458987909622 f(z) = 7/10*z^3 - 79/70*z + 1 * [ 9/8 ] -1/8 |-> 9/8 -1 |-> 9/8 0 | 0.091362289415579354024998875266292513053 | 0.021294290429447616406207126259137524153 f(z) = 8/9*z^3 - 73/72*z + 1 * [ 8/9 ] 1/9 |-> 8/9 -1 |-> 8/9 0 | 0.12992187223789555076195500452716905501 | 0.029564996126933205440372597187427544315 f(z) = 9/8*z^3 - 73/72*z + 1 * [ 5/8 ] 1/2 |-> 5/8 -9/8 |-> 5/8 -1/8 | 0.041860371680479904771681372519742088288 | 0.010065291772199527012701560176535168686 f(z) = 16/15*z^3 - 61/60*z + 1 * -1 | 0.041817230445788880024080152407189768987 | 0.0089853001099103659661410040099293303837 0 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594 -8/7 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594 8/7 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594 f(z) = 7/15*z^3 - 64/105*z + 1 * [ -7 1 ] 7 |-> 1 0 |-> 1 f(z) = 1/6*z^3 - 49/6*z + 1 * 0 | 0.030298078742988267030865941848466704233 | 0.0080554285363785607810083071085726353843 -7 | 0.090889178961640973833313692939828523278 | 0.024164941020395847450443259681763195333 1 | 0.090889178961640973833313692939828523278 | 0.024164941020395847450443259681763195333 6 | 0.090889178961640973833313692939828523278 | 0.024164941020395847450443259681763195333 f(z) = 1/6*z^3 - 43/6*z + 1 * -1 | 0.020651908395620522691032406065999336609 | 0.0053064907456406620570351166374064013004 -7 | 0.061955725186861568073097218197998009826 | 0.015919472236921986171105349912219203901 0 | 0.061955725186861568073097218197998009826 | 0.015919472236921986171105349912219203901 7 | 0.061955725186861568073097218197998009826 | 0.015919472236921986171105349912219203901 f(z) = 1/8*z^3 - 49/8*z + 1 * 5 | 0.089520292565411382360137026421434211846 | 0.023002164978910013080211548813910099389 -8 | 0.089520292565411382360137026421434211846 | 0.023002164978910013080211548813910099389 -2 | 0.089520292565411382360137026421434211846 | 0.023002164978910013080211548813910099389 3 | 0.089520292565411382360137026421434211846 | 0.023002164978910013080211548813910099389 f(z) = 1/15*z^3 - 49/15*z + 1 * [ 5 -6 ] 0 | 0.089508787681046624314715799751500702517 | 0.023378733710377560402212765049722040654 -1 | 0.089674376301234873069395575258957892888 | 0.023421983678980024787016816791468180181 f(z) = 1/15*z^3 - 46/15*z + 1 * [ 1 -7/2 ] 7/2 |-> 1 0 |-> 1 f(z) = 2/5*z^3 - 49/10*z + 1 * [ 5/2 -3 ] [ 3 -1/2 ] f(z) = 2/5*z^3 - 41/10*z + 1 * [ -7/2 3 ] -1/2 |-> 3 4 |-> 3 f(z) = 2/7*z^3 - 57/14*z + 1 * -1 | 0.031863554825566644747202922569389046240 | 0.0081873140034331847128550201625258016656 -7/2 | 0.095591316616053653605855614707289767738 | 0.024562109576965989369463934575706661721 0 | 0.095591316616053653605855614707289767738 | 0.024562109576965989369463934575706661721 7/2 | 0.095591316616053653605855614707289767738 | 0.024562109576965989369463934575706661721 f(z) = 2/9*z^3 - 49/18*z + 1 * -5 | 0.036135227731608000164572447683169197689 | 0.0093854136177943913154386249597138450544 -4 | 0.090079486178159871114122730848758077826 | 0.023396372164576418834859773523572434832 0 | 0.10840258234556133132717375144130389070 | 0.028155435468867190218357928280155276414 -1 | 0.11471095558112613433580141063924660885 | 0.029793911155555906669464443263896691675 f(z) = 2/15*z^3 - 47/15*z + 1 * [ 2 -1/3 ] 4/3 | 0.095104731043026317875833950934592755026 | 0.024840333996868542115630322218636214333 1/3 | 0.10024805454081709878553820947934064750 | 0.026183714837525821593350854430051482855 f(z) = 3/5*z^3 - 46/15*z + 1 * 0 | 0.0041063561671674423695379771470790749132 | 0.0010342705918300065795124592180690452979 1 | 0.012316459944087449651626543444746708665 | 0.0031021547564416284968767238799013845035 -3 | 0.036947804891268361220073439540484177377 | 0.0093060675879149841531466814041276759460 3 | 0.11083770526712753703668933901675831369 | 0.027916764731781091505247899821889454971 f(z) = 5/12*z^3 - 53/12*z + 1 * [ -7/6 1 ] 7/6 |-> 1 0 |-> 1 f(z) = 6*z^3 - 49/6*z + 1 * [ -9/4 ] [ 1/4 ] [ 2 ] -2 | 0.093292052990946893822917426865666907652 | 0.023280333498282572505335011475751178695 f(z) = 8/9*z^3 - 55/18*z + 1 * -6/5 | 0.010548005257024610997743351923665012947 | 0.0026963045059777706625917429750206168019 -1 | 0.031645049387494722715411252973729606295 | 0.0080891777332560377291163500760927923127 0 | 0.071709725233084524675191822794528406843 | 0.018330599061811077190932019875003041475 4/5 | 0.094932047313221498979690167312985116519 | 0.024266740553799935963325686775185551217 f(z) = 10/3*z^3 - 47/15*z + 1 * [ -2/3 5/12 ] 7/12 |-> 5/12 1/12 |-> 5/12 f(z) = 18*z^3 - 57/8*z + 1 * -9/4 | 0.029951837714690131487123325907717505582 | 0.0076960998762535201839811075978012822907 -2 | 0.089852412294807725294826386114948814380 | 0.023087502868112548477770736537120682455 3/4 | 0.089852412294807725294826386114948814380 | 0.023087502868112548477770736537120682455 5/4 | 0.089852412294807725294826386114948814380 | 0.023087502868112548477770736537120682455 f(z) = 2/3*z^3 - 49/24*z + 1 * -4/3 | 0.064181361225395486551092886794078410111 | 0.016491347572382465813264450875235411839 1/2 | 0.064181361225395486551092886794078410111 | 0.016491347572382465813264450875235411839 5/6 | 0.064181361225395486551092886794078410111 | 0.016491347572382465813264450875235411839 -1/6 | 0.086444843137721714693233939983991646317 | 0.022211930797444153749279284142586713089 f(z) = 3/2*z^3 - 49/24*z + 1 * [ 2/5 ] -7/5 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 7/5 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 0 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359 f(z) = 5/6*z^3 - 49/30*z + 1 * [ 1/3 1/2 ] -4/3 |-> 1/3 5/6 |-> 1/3 f(z) = 6/5*z^3 - 49/30*z + 1 * [ 7/6 ] [ 1/3 ] [ -3/2 ] -7/6 | 0.10810611939196185028363070796906554054 | 0.028236156954029780618261652970371336523 f(z) = 12/7*z^3 - 46/21*z + 1 * [ 7/6 ] -1/6 |-> 7/6 -1 |-> 7/6 0 | 0.10810677153131556964787755496818816955 | 0.028742626875991351950383883376603721362 f(z) = 6/7*z^3 - 43/42*z + 1 * [ 6/7 ] -1 |-> 6/7 1/7 |-> 6/7 0 | 0.053666364941759103011061839321586626667 | 0.013789527992290052615597195144299778632 f(z) = 7/6*z^3 - 43/42*z + 1 * [ 7/8 ] -1 |-> 7/8 1/8 |-> 7/8 0 | 0.12334700841483273935181628739298521617 | 0.029658686224761405396763531129775709920 f(z) = 8/7*z^3 - 57/56*z + 1 * [ -1/2 2 ] -2 | 0.051346010608464705296744985307680251143 | 0.015951535070653775738038249100512977950 1/2 | 0.051346010608464705296744985307680251143 | 0.015951535070653775738038249100512977950 f(z) = 1/3*z^3 - 25/12*z + 1 * [ -5 1 ] 5 |-> 1 0 |-> 1 f(z) = 1/4*z^3 - 25/4*z + 1 * [ 1 -6 ] 6 |-> 1 0 |-> 1 f(z) = 1/5*z^3 - 36/5*z + 1 * [ 6 ] -1 |-> 6 -5 |-> 6 0 | 0.052047123572145935926583295856736105347 | 0.015156469862254277483141173294422684969 f(z) = 1/6*z^3 - 31/6*z + 1 * 0 | 0.029805625454427366724360654353318709802 | 0.0097899181445070476269135118102781925566 -5 | 0.089413869496803740175400143289466386770 | 0.029368766801950061927563368947691345507 1 | 0.089413869496803740175400143289466386770 | 0.029368766801950061927563368947691345507 4 | 0.089413869496803740175400143289466386770 | 0.029368766801950061927563368947691345507 f(z) = 1/10*z^3 - 21/10*z + 1 * [ -5/2 1 ] 5/2 |-> 1 0 |-> 1 f(z) = 2/3*z^3 - 25/6*z + 1 * 5/3 | 0.0035408304890595441134897799069486570272 | 0.0010041033706968908846689718078974411458 0 | 0.010620424234336852896106945315376836172 | 0.0030117238893186818464882936421359271348 1 | 0.031859205470168779243958441540661373605 | 0.0090345854451840547319462591448513851019 -2/3 | 0.095575549177664558287512930216514985904 | 0.027103170112780173388320155652997759003 f(z) = 3/5*z^3 - 34/15*z + 1 * [ -5/4 1 ] 5/4 |-> 1 0 |-> 1 f(z) = 4*z^3 - 25/4*z + 1 * [ 1 -6/5 ] 0 |-> 1 6/5 |-> 1 f(z) = 5*z^3 - 36/5*z + 1 * [ -2 2 0 1 ] f(z) = 5/6*z^3 - 23/6*z + 1 * [ -2 0 1 ] [ 2 ] f(z) = 7/6*z^3 - 25/6*z + 1 * 1/4 | 0.017683425337184635463293836153064590104 | 0.0054936649623346984469235984219845314267 -5/4 | 0.053047175162291237223337916850990067947 | 0.016480031554017245457206390327739468367 0 | 0.053047175162291237223337916850990067947 | 0.016480031554017245457206390327739468367 5/4 | 0.053047175162291237223337916850990067947 | 0.016480031554017245457206390327739468367 f(z) = 8/3*z^3 - 25/6*z + 1 * 1/3 | 0.016282778126096509934366079459565201852 | 0.0050585294407134268140940696002783726340 -5/3 | 0.048848334378289529803098238378695605556 | 0.015175588322140280442282208800835117902 0 | 0.048848334378289529803098238378695605556 | 0.015175588322140280442282208800835117902 5/3 | 0.048848334378289529803098238378695605556 | 0.015175588322140280442282208800835117902 f(z) = 9/8*z^3 - 25/8*z + 1 * [ 1 0 ] 5/3 |-> 1 -5/3 |-> 1 f(z) = 9/16*z^3 - 25/16*z + 1 * [ -3/2 ] 0 |-> 1 |-> -3/2 1/2 |-> -3/2 f(z) = 10/3*z^3 - 35/6*z + 1 * [ 6/5 ] 2/15 | 0.034386032095032087310064460350718793609 | 0.0060146694910318745818589982729220466662 -22/15 | 0.068313303326114321907788252115829318452 | 0.011949094336085033519215712165884003912 2/3 | 0.10315499543583359276364978944395267846 | 0.018043466084738487318152090359448352803 f(z) = 15/8*z^3 - 38/15*z + 1 * [ 0 1 ] 1/4 |-> 0 -5/4 |-> 0 f(z) = 16/5*z^3 - 21/5*z + 1 * [ 1 0 ] 5/4 |-> 1 -5/4 |-> 1 f(z) = 16/9*z^3 - 25/9*z + 1 * [ 1/2 ] -1/2 | 0.029950804098269241764942128704982938127 | 0.0093047404522029362799097098189745661249 -7/2 | 0.089853445911228615017007583317683381835 | 0.027914542467604425467583931102995073679 3/2 | 0.089853445911228615017007583317683381835 | 0.027914542467604425467583931102995073679 f(z) = 1/6*z^3 - 25/24*z + 1 * [ 5/4 ] -1/4 |-> 5/4 -1 |-> 5/4 0 | 0.089414521636157459539646990288589015789 | 0.029368981002819675819790334947653806901 f(z) = 4/5*z^3 - 21/20*z + 1 * -1 | 0.029027867705275535067145238007574507297 | 0.0081003807162190223663073126094066296135 -5/4 | 0.087083603115826605201435714022723521892 | 0.024301142148657067098921937828219888841 0 | 0.087083603115826605201435714022723521892 | 0.024301142148657067098921937828219888841 5/4 | 0.087083603115826605201435714022723521892 | 0.024301142148657067098921937828219888841 f(z) = 4/9*z^3 - 25/36*z + 1 * [ -2 1 ] 2 |-> 1 0 |-> 1 f(z) = z^3 - 4*z + 1 * [ -3 1 ] 3 |-> 1 0 |-> 1 f(z) = 1/2*z^3 - 9/2*z + 1 * [ -2 ] [ 1 ] 0 |-> 1 -1 |-> 1 f(z) = 1/2*z^3 - 1/2*z + 1 * [ -4 1 ] 4 |-> 1 0 |-> 1 f(z) = 1/3*z^3 - 16/3*z + 1 * [ -3 2 ] 3 | 0.011128113054986932527300689207016004108 | 0.0048328780937763627789514056395887928304 0 | 0.033382271932119018137539673215578877413 | 0.014497736493513094346105864744389062636 f(z) = 1/3*z^3 - 10/3*z + 1 * [ 1 ] -2 |-> -1 |-> 1 0 |-> 1 f(z) = 1/3*z^3 - 1/3*z + 1 * [ 1 0 ] 3 |-> 1 -3 |-> 1 f(z) = 1/8*z^3 - 9/8*z + 1 * [ -3/2 1 ] 3/2 |-> 1 0 |-> 1 f(z) = 2*z^3 - 9/2*z + 1 * -2 | 0.0037187036712649790347397419830368391693 | 0.0012629583080433645057301020822589742396 2 | 0.011154806735087498375725531950865259471 | 0.0037884319607280100531059639294547047457 0 | 0.033464149542975946120864099057085087830 | 0.011365203958972693774353224310175596141 1/2 | 0.033464149542975946120864099057085087830 | 0.011365203958972693774353224310175596141 f(z) = 2/3*z^3 - 19/6*z + 1 * [ -3 ] 0 |-> 1 |-> -3 2 |-> -3 f(z) = 2/3*z^3 - 14/3*z + 1 * [ -4/3 1 ] 4/3 |-> 1 0 |-> 1 f(z) = 3*z^3 - 16/3*z + 1 * [ 4/3 ] -1/3 |-> 4/3 -1 |-> 4/3 0 | 0.051344235597032985882757934922827893931 | 0.020017641068690351206970963218566095881 f(z) = 3/4*z^3 - 13/12*z + 1 * [ -2/3 2 ] 4/3 |-> -2/3 -10/3 |-> -2/3 f(z) = 3/16*z^3 - 19/12*z + 1 * [ 4 ] 2 |-> -2 |-> 4 -4 |-> -2 f(z) = 3/16*z^3 - 9/4*z + 1 * [ 0 1 ] 1/2 |-> 0 -3/2 |-> 0 f(z) = 4/3*z^3 - 7/3*z + 1 * [ 0 1 ] 3/2 |-> 1 -3/2 |-> 1 f(z) = 4/5*z^3 - 9/5*z + 1 * [ 0 1 ] 3/2 |-> 0 -5/2 |-> 0 f(z) = 4/15*z^3 - 19/15*z + 1 * [ 3/5 ] -1 |-> 3/5 2/5 |-> 3/5 0 | 0.088183434949341797769741977134380312927 | 0.027395724391745535483542835781117406516 f(z) = 5/3*z^3 - 19/15*z + 1 * [ 1/2 1/4 ] 3/4 |-> 1/2 -1 |-> 1/2 f(z) = 8/3*z^3 - 13/6*z + 1 * [ 1 ] 1/2 |-> 0 |-> 1 -1 |-> 1 f(z) = 8/3*z^3 - 8/3*z + 1 * [ 1 ] -3/2 |-> 0 |-> 1 -1 |-> 1 f(z) = 8/15*z^3 - 8/15*z + 1 * [ 0 1 ] 1/3 |-> 0 -4/3 |-> 0 f(z) = 9/4*z^3 - 13/4*z + 1 * [ 0 1 ] 4/3 |-> 1 -4/3 |-> 1 f(z) = 9/7*z^3 - 16/7*z + 1 * [ 0 1 ] 2/3 |-> 0 -5/3 |-> 0 f(z) = 9/10*z^3 - 19/10*z + 1 * [ 1 ] 1/2 |-> -1 |-> 1 0 |-> 1 f(z) = 16/3*z^3 - 16/3*z + 1 * [ -1 ] [ 1/4 ] [ 3/4 ] 1/2 | 0.070893028545402168821970242389787176518 | 0.025569255179012857994621057147243364582 f(z) = 16/3*z^3 - 10/3*z + 1 * [ 1 ] -3/2 |-> -1 |-> 1 0 |-> 1 f(z) = 16/15*z^3 - 16/15*z + 1 * [ 2/3 ] 0 |-> 1 |-> 2/3 -5/3 |-> 2/3 f(z) = 3/10*z^3 - 19/30*z + 1 * [ 5/2 ] [ -4 ] [ 3/2 ] -7/2 | 0.089415555252578349261828187491323583243 | 0.021838795903403485399138578054907036738 f(z) = 1/15*z^3 + 11/60*z + 1 * -1 | 0.046819206408118941440691849263574244263 | 0.0082625628081169244367564306888003643446 0 | 0.14045190981767927769854456818602851435 | 0.024786680839325536089981495469955235842 17/3 | 0.14045190981767927769854456818602851435 | 0.024786680839325536089981495469955235842 -17/3 | 0.14045190981767927769854456818602851435 | 0.024786680839325536089981495469955235842 f(z) = 3/20*z^3 - 289/60*z + 1 * 7/3 | 0.020218937152104571847795285246802035660 | 0.0035681988429360213303431535294383282247 0 | 0.060652135666057058642036073338446455994 | 0.010703771354405566872688745699603727569 17/3 | 0.060652135666057058642036073338446455994 | 0.010703771354405566872688745699603727569 -17/3 | 0.060652135666057058642036073338446455994 | 0.010703771354405566872688745699603727569 f(z) = 3/28*z^3 - 289/84*z + 1 * 0 | 0.10823263567223385187902052624785556693 | 0.019100685781269269729519276550367631212 17/3 | 0.10823263567223385187902052624785556693 | 0.019100685781269269729519276550367631212 -17/3 | 0.10823263567223385187902052624785556693 | 0.019100685781269269729519276550367631212 -6 | 0.12591625797147465431901176703665891817 | 0.022221457172583514395529520717323201279 f(z) = 3/35*z^3 - 289/105*z + 1 * -1 | 0.047757261588422025964688291370420672082 | 0.0084281089683224426223191997058994575621 17/5 | 0.14327199470724582184471580835898689054 | 0.025284363955121031326470548973616541714 -17/5 | 0.14327199470724582184471580835898689054 | 0.025284363955121031326470548973616541714 0 | 0.14327199470724582184471580835898689054 | 0.025284363955121031326470548973616541714 f(z) = 5/22*z^3 - 289/110*z + 1 * 3/2 | 0.030914728442914201909785708140441114044 | 0.0054557713607713400894714336529435743857 4 | 0.059756243500506805090841091337832091499 | 0.010545666041328854667767797553746039057 -5/2 | 0.092742118095900826284994730015854207220 | 0.016366949261068540064520137543361522984 -4 | 0.11965785169704528862072534874779796775 | 0.021116985762486769561152553347720388759 f(z) = 1/30*z^3 - 289/120*z + 1 * -1 | 0.019142934876472564737453125180288934217 | 0.0033783080466976535362759320519586289648 17/7 | 0.057429838245838583934540572743601370105 | 0.010135106550715700710774877863610486981 -17/7 | 0.057429838245838583934540572743601370105 | 0.010135106550715700710774877863610486981 0 | 0.057429838245838583934540572743601370105 | 0.010135106550715700710774877863610486981 f(z) = 7/24*z^3 - 289/168*z + 1 * -1 | 0.050782502005070789905145903927158904192 | 0.0089619975339321240257469620102030988769 -17/10 | 0.15234815815456608907968455878059934159 | 0.026886107690085626305852523898919810864 17/10 | 0.15234815815456608907968455878059934159 | 0.026886107690085626305852523898919810864 0 | 0.15234815815456608907968455878059934159 | 0.026886107690085626305852523898919810864 f(z) = 10/27*z^3 - 289/270*z + 1 * [ 7/3 -16/3 ] 4 |-> -16/3 -19/3 |-> -16/3 f(z) = 3/28*z^3 - 277/84*z + 1 * 4 | 0.047509627393864319549033026016295038675 | 0.0085497745955691230932875428853988268474 13/2 | 0.14252447655617289882188145735329389521 | 0.025648530955730570552164798943228058118 5/2 | 0.14252447655617289882188145735329389521 | 0.025648530955730570552164798943228058118 -9 | 0.14252447655617289882188145735329389521 | 0.025648530955730570552164798943228058118 f(z) = 2/39*z^3 - 259/78*z + 1 * 5/3 | 0.10925891489454686889286542122970697412 | 0.019920320883240412200728168337689302269 5 | 0.10925891489454686889286542122970697412 | 0.019920320883240412200728168337689302269 1/3 | 0.10925891489454686889286542122970697412 | 0.019920320883240412200728168337689302269 -16/3 | 0.10925891489454686889286542122970697412 | 0.019920320883240412200728168337689302269 f(z) = 3/20*z^3 - 241/60*z + 1 * 9/2 | 0.026777437192437430107301151344890882570 | 0.0048821200706505707029372020452953767813 15/2 | 0.080330484578997395304198038250573486808 | 0.014646027109680643656948446730648753240 1/2 | 0.080330484578997395304198038250573486808 | 0.014646027109680643656948446730648753240 -8 | 0.080330484578997395304198038250573486808 | 0.014646027109680643656948446730648753240 f(z) = 1/20*z^3 - 241/80*z + 1 * [ 7/2 -15/2 ] -13/2 | 0.10832266884551029733036120550900949380 | 0.019576187265722478448632424230711936132 1/2 | 0.11028035787010642130677538767017447876 | 0.019929982896516999251033426982394422231 f(z) = 1/21*z^3 - 253/84*z + 1 * [ 1/4 ] 15/4 | 0.012019055437665377844373770639084409749 | 0.0021720964089280703377070804284047903938 -1/4 | 0.036052460451821048553975400198834623027 | 0.0065154387785761693346233958477180191672 7/4 | 0.10815270556432549964278815920658345139 | 0.019545471321809431564114395029737607259 f(z) = 4/21*z^3 - 253/84*z + 1 * -1 | 0.039349266735287142239479933163817761225 | 0.0070961239977019764148484486401037091514 16/5 | 0.11804412811781266445604315683888300949 | 0.021287709780203722126294999892117591595 -16/5 | 0.11804412811781266445604315683888300949 | 0.021287709780203722126294999892117591595 0 | 0.11804412811781266445604315683888300949 | 0.021287709780203722126294999892117591595 f(z) = 5/21*z^3 - 256/105*z + 1 * [ 11/4 -7/2 ] [ 7/2 -3/4 ] f(z) = 8/33*z^3 - 229/66*z + 1 * [ -6 ] 0 |-> 1 |-> -6 5 |-> -6 f(z) = 7/30*z^3 - 217/30*z + 1 * [ -13/2 5 ] -3/2 |-> 5 8 |-> 5 f(z) = 2/39*z^3 - 217/78*z + 1 * [ 8/3 ] -17/6 |-> -11/6 |-> 8/3 -5/6 |-> 8/3 f(z) = 9/22*z^3 - 201/88*z + 1 * 0 | 0.051382969856660374683950491106893696599 | 0.0097636319092066236667625096695817881787 6 | 0.051382969856660374683950491106893696599 | 0.0097636319092066236667625096695817881787 -6 | 0.15414488591907818651474853791784406783 | 0.029290131166006227005870192036606445200 1 | 0.15414488591907818651474853791784406783 | 0.029290131166006227005870192036606445200 f(z) = 2/21*z^3 - 193/42*z + 1 * 7/3 | 0.10810845728709017873430559917004536603 | 0.020542432369477271703535925348666392721 3 | 0.10810845728709017873430559917004536603 | 0.020542432369477271703535925348666392721 -16/3 | 0.10810845728709017873430559917004536603 | 0.020542432369477271703535925348666392721 5/3 | 0.10810845728709017873430559917004536603 | 0.020542432369477271703535925348666392721 f(z) = 3/28*z^3 - 193/84*z + 1 * [ -7 ] 0 |-> 1 |-> -7 6 |-> -7 f(z) = 4/21*z^3 - 172/21*z + 1 * -20/7 | 0.13791117731713224325159532039830275547 | 0.025791734414330635612457867516081625270 0 | 0.13791117731713224325159532039830275547 | 0.025791734414330635612457867516081625270 -13/7 | 0.13791117731713224325159532039830275547 | 0.025791734414330635612457867516081625270 13/7 | 0.13791117731713224325159532039830275547 | 0.025791734414330635612457867516081625270 f(z) = 7/30*z^3 - 169/210*z + 1 * [ 7/2 -5 ] [ 5 -3/2 ] f(z) = 2/21*z^3 - 121/42*z + 1 * 3/4 | 0.089713104037062414950187876554527115708 | 0.018706635159334173367254561105286159799 0 | 0.13494101430565020443749458375140830046 | 0.028137386948549369879299925077014695915 -11/4 | 0.13494101430565020443749458375140830046 | 0.028137386948549369879299925077014695915 11/4 | 0.13494101430565020443749458375140830046 | 0.028137386948549369879299925077014695915 f(z) = 8/21*z^3 - 121/42*z + 1 * [ -10/3 6 ] 8/3 |-> -10/3 -26/3 |-> -10/3 f(z) = 1/32*z^3 - 133/72*z + 1 * 3/4 | 0.041741321813411838248142314850515069182 | 0.0087037416285280986970179039792020523534 0 | 0.12522086459097284557788335294334150518 | 0.026110578308292567574309874590326930271 -11/4 | 0.12522086459097284557788335294334150518 | 0.026110578308292567574309874590326930271 11/4 | 0.12522086459097284557788335294334150518 | 0.026110578308292567574309874590326930271 f(z) = 4/21*z^3 - 121/84*z + 1 * [ 15/2 ] [ 1/2 ] [ -8 ] 9/2 | 0.11080768247263465465115029971092328101 | 0.023105196404870687405550911135427301653 f(z) = 1/30*z^3 - 121/120*z + 1 * -11/5 | 0.021761387125749135149960469988587111187 | 0.0045376016568799840693962490485659097232 11/5 | 0.021761387125749135149960469988587111187 | 0.0045376016568799840693962490485659097232 0 | 0.021761387125749135149960469988587111187 | 0.0045376016568799840693962490485659097232 1 | 0.065285194993668295172062607168495901014 | 0.013613020496403861713770026261457471433 f(z) = 5/24*z^3 - 121/120*z + 1 * -1 | 0.038847786514467401973324588950355940289 | 0.0074808606406594466903592712640358720857 0 | 0.11654075098598732846298637885457730479 | 0.022442079595945257342662597045150522095 11/9 | 0.11654075098598732846298637885457730479 | 0.022442079595945257342662597045150522095 -11/9 | 0.11654075098598732846298637885457730479 | 0.022442079595945257342662597045150522095 f(z) = 9/20*z^3 - 121/180*z + 1 * -1 | 0.037140273628031012913158757837982880445 | 0.0069458624900792997737485183188978319148 -11/10 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926 11/10 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926 0 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926 f(z) = 10/21*z^3 - 121/210*z + 1 * [ -1/2 7/4 ] -3 |-> -1/2 5/4 |-> -1/2 f(z) = 8/35*z^3 - 109/70*z + 1 * -7/2 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 -5/2 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 -9/2 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 6 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 f(z) = 1/21*z^3 - 109/84*z + 1 * -7/4 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 -5/4 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 -9/4 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 3 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094 f(z) = 4/21*z^3 - 109/84*z + 1 * [ 5/7 ] 0 |-> 1 |-> 5/7 -12/7 |-> 5/7 f(z) = 7/30*z^3 - 109/210*z + 1 * 0 | 0.040548794650760269867752280239631907403 | 0.0088636844690953158976477146772413025308 -9 | 0.10495900763526614835023510797744019266 | 0.022943309015251385070001649508791947176 9 | 0.12124123091332616316252435231733774324 | 0.026502489771056584783540469856989181971 1 | 0.12164431671943903015889444631342658730 | 0.026590601524565598059007568435361492172 f(z) = 1/24*z^3 - 97/24*z + 1 * 14/3 | 0.021957701998577844546311708217807919470 | 0.0037670109551614277506861542450151794525 -2/3 | 0.045311155942477430193745733385364907395 | 0.0077734737832490574605585893448391176118 -6 | 0.065871038762891754194572730247954623498 | 0.011300678215951178329506804146650923351 10/3 | 0.13593036697816962141469360854789101982 | 0.023319889375447514997848280151925430327 f(z) = 3/32*z^3 - 85/24*z + 1 * -7 | 0.058604569841949874088909149783123676164 | 0.013937896333177982939598231978768229270 9 | 0.058604569841949874088909149783123676164 | 0.013937896333177982939598231978768229270 -2 | 0.058604569841949874088909149783123676164 | 0.013937896333177982939598231978768229270 5 | 0.058604569841949874088909149783123676164 | 0.013937896333177982939598231978768229270 f(z) = 1/21*z^3 - 67/21*z + 1 * 0 | 0.027127533628537307651833082564233547041 | 0.0063227572712530547288249031556823601168 -9 | 0.081380419104949920275014278613639209792 | 0.018967763294638559540544787103430903621 1 | 0.081380419104949920275014278613639209792 | 0.018967763294638559540544787103430903621 8 | 0.081380419104949920275014278613639209792 | 0.018967763294638559540544787103430903621 f(z) = 1/36*z^3 - 73/36*z + 1 * 0 | 0.036134732389838163402989792855067729230 | 0.0086562961348676112359496182305985681275 1 | 0.10840158861209961275198199056871267162 | 0.025968263508720822580278705949783919453 -7/3 | 0.10944832461273638028868835316415212242 | 0.026219015519245935345159770778970165121 4/3 | 0.12363956996772992855881237296462803565 | 0.029618615134101109122208256168707247323 f(z) = 9/28*z^3 - 65/28*z + 1 * -5/4 | 0.036037058886428559180971613524879043319 | 0.0085706761821862716489131570439811667177 -7/4 | 0.10810780514773645937005875217092273701 | 0.025711226701607374352814106397811578634 9/4 | 0.10810780514773645937005875217092273701 | 0.025711226701607374352814106397811578634 -1/2 | 0.10810780514773645937005875217092273701 | 0.025711226701607374352814106397811578634 f(z) = 8/21*z^3 - 67/42*z + 1 * -1/3 | 0.035510354468574561757316510957607808253 | 0.0086381522863182339660495190037105926875 5/3 | 0.10652796255646101610540594126461972240 | 0.025913702554793318259755451636955432306 -3 | 0.10652796255646101610540594126461972240 | 0.025913702554793318259755451636955432306 4/3 | 0.10652796255646101610540594126461972240 | 0.025913702554793318259755451636955432306 f(z) = 3/20*z^3 - 61/60*z + 1 * [ 4/5 ] 0 |-> 1 |-> 4/5 -9/5 |-> 4/5 f(z) = 5/36*z^3 - 61/180*z + 1 * 2/5 | 0.042107916496244506702222857807671286421 | 0.0069602928472540469549913043748932902425 2 | 0.10555169177273019948538499857546102889 | 0.017447329300342399303456340425497742700 -2/5 | 0.12632168225589174066230617901754472435 | 0.020880536835328778639612413238692290046 18/5 | 0.14207950457356288077438623315999294771 | 0.023485250321349123745904316635569093125 f(z) = 5/24*z^3 - 53/15*z + 1 * 0 | 0.029805710064524112332211459428359843954 | 0.0080261563608151149239699478575408652770 4 | 0.081148641382849659486475700352942479848 | 0.021851909677591588435638640823161439323 -5 | 0.089414521636157459539646990288589015789 | 0.024077766643562236606102061599145363743 1 | 0.089414521636157459539646990288589015789 | 0.024077766643562236606102061599145363743 f(z) = 1/20*z^3 - 41/20*z + 1 * 0 | 0.036036677409361388823037263321267104882 | 0.0089132378053327427329638498578367237603 7 | 0.10810790548684018401409268561072414581 | 0.026739187392185247580121092828552086821 1 | 0.10810790548684018401409268561072414581 | 0.026739187392185247580121092828552086821 -8 | 0.10810790548684018401409268561072414581 | 0.026739187392185247580121092828552086821 f(z) = 1/28*z^3 - 57/28*z + 1 * -7/2 | 0.10810715300838274000581190517180010799 | 0.028742728300285576192652111908634607871 1/2 | 0.10810715300838274000581190517180010799 | 0.028742728300285576192652111908634607871 -4 | 0.10810715300838274000581190517180010799 | 0.028742728300285576192652111908634607871 3 | 0.10810715300838274000581190517180010799 | 0.028742728300285576192652111908634607871 f(z) = 4/21*z^3 - 43/21*z + 1 * [ -1 3 0 1 ] f(z) = 5/24*z^3 - 53/24*z + 1 * -3 | 0.0034075784280672325251759641325197838857 | 0.00085033568973615409675782106817230038605 0 | 0.010223768900622587297709089600293919112 | 0.0025512650004492931573651121960630957428 1 | 0.030669239469025982448764874395412622426 | 0.0076532791388662177379120386050968980590 -1 | 0.092005651174236167901932228780768732367 | 0.022959321554116991479552817832198305008 f(z) = 7/24*z^3 - 55/24*z + 1 * [ 0 1 ] 7/4 |-> 1 -7/4 |-> 1 f(z) = 16/33*z^3 - 49/33*z + 1 * [ 1/2 ] 4 |-> 3 |-> 1/2 -7/2 |-> 1/2 f(z) = 2/21*z^3 - 43/42*z + 1 * [ -10/3 8/3 ] [ -2/3 10/3 ] f(z) = 9/32*z^3 - 29/8*z + 1 * [ 0 1 ] 4 |-> 0 -5 |-> 0 f(z) = 1/20*z^3 - 21/20*z + 1 * [ 0 1 ] -6 |-> 1 6 |-> 1 f(z) = 1/35*z^3 - 36/35*z + 1 * [ 0 1 ] 5/2 |-> 1 -5/2 |-> 1 f(z) = 4/21*z^3 - 25/21*z + 1 * [ 0 1 ] -7/2 |-> 0 5/2 |-> 0 f(z) = 4/35*z^3 - 39/35*z + 1 * [ 0 1 ] [ 3 ] -3 | 0.089853445911228615017007583317683381835 | 0.026684155609692761737664619363363916149 f(z) = 5/24*z^3 - 29/24*z + 1 * [ 0 1 ] 4/3 |-> 0 -7/3 |-> 0 f(z) = 9/28*z^3 - 37/28*z + 1 * [ 0 1 ] 3/4 |-> 0 -7/4 |-> 0 f(z) = 16/21*z^3 - 37/21*z + 1 * -7/2 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 0 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 -5/2 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 5/2 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 f(z) = 2/21*z^3 - 25/42*z + 1 * [ -5/2 ] [ 7/6 ] [ 4/3 ] -13/6 | 0.11804222559927484688003032377734899388 | 0.023887245475148271570291402698805576383 f(z) = 9/35*z^3 - 29/140*z + 1 * -2 | 0.012837490429131100002264699734001325288 | 0.0030867639632611614528070125714289701850 6 | 0.038508526998987257899756728208549911580 | 0.0092593434888962788947685361035369480260 -6 | 0.11552549326711516422403893030230797285 | 0.027778009372119729777746191212627372524 2 | 0.11552556370974510795838655077909732880 | 0.027778026309991877611403312524962624860 f(z) = 1/24*z^3 - 8/3*z + 1 * -6 | 0.18319085452704162566802321719052665755 | 0.029356211018910251264157176128778115453 -15/4 | 0.18319085452704162566802321719052665755 | 0.029356211018910251264157176128778115453 3/4 | 0.18319085452704162566802321719052665755 | 0.029356211018910251264157176128778115453 21/4 | 0.18319085452704162566802321719052665755 | 0.029356211018910251264157176128778115453 f(z) = 2/27*z^3 - 19/8*z + 1 * [ 1 ] -3 |-> 0 |-> 1 -1 |-> 1 f(z) = 1/24*z^3 - 1/24*z + 1 * [ 5/3 ] [ -3 ] [ 4/3 ] -5/3 | 0.089415555252578349261828187491323583243 | 0.021838795903403485399138578054907036738 f(z) = 3/20*z^3 - 1/60*z + 1 * [ -5 ] [ 2 ] [ 3 ] -2 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841 f(z) = 1/30*z^3 + 11/30*z + 1 * [ -7/2 ] [ 3/2 ] [ 2 ] -2 | 0.10810677153131556964787755496818816955 | 0.028923576070633738098265640651775806789 f(z) = 2/21*z^3 + 5/42*z + 1 * -2/7 | 0.11148918967442319657804808310800015062 | 0.015762044164556947327844110475960299192 12/7 | 0.15954327041970460923265815940146126700 | 0.022555801884082949573262232927431321333 4 | 0.18128704507609292490030087291938123209 | 0.025629878729013070656076322419325940145 2/7 | 0.20054793966867161847002938295231195917 | 0.028352932615256792027589216709906378293 f(z) = 7/48*z^3 - 295/84*z + 1 * 26/5 | 0.14303953261420838454856786350943097378 | 0.020601614648776941452064775830663602627 -36/5 | 0.14303953261420838454856786350943097378 | 0.020601614648776941452064775830663602627 -6/5 | 0.14303953261420838454856786350943097378 | 0.020601614648776941452064775830663602627 2 | 0.14303953261420838454856786350943097378 | 0.020601614648776941452064775830663602627 f(z) = 5/48*z^3 - 259/60*z + 1 * [ -5/2 7 ] [ -7 9/2 ] f(z) = 2/45*z^3 - 241/90*z + 1 * [ -3 11/2 ] -8 |-> -3 5/2 |-> -3 f(z) = 2/55*z^3 - 201/110*z + 1 * -14/5 | 0.045971208675680397684630688335794609606 | 0.0085897659334668873438617871947841818277 -1/5 | 0.045971208675680397684630688335794609606 | 0.0085897659334668873438617871947841818277 3 | 0.045971208675680397684630688335794609606 | 0.0085897659334668873438617871947841818277 6/5 | 0.13791221093355313297377651760103732293 | 0.025769033388778984577340820612170459826 f(z) = 5/42*z^3 - 211/210*z + 1 * -7/3 | 0.12949955089072559440144651418691049634 | 0.024607101357352215070226860952331046704 -19/3 | 0.12949955089072559440144651418691049634 | 0.024607101357352215070226860952331046704 16/3 | 0.12949955089072559440144651418691049634 | 0.024607101357352215070226860952331046704 -3 | 0.12949955089072559440144651418691049634 | 0.024607101357352215070226860952331046704 f(z) = 3/56*z^3 - 193/168*z + 1 * 0 | 0.10825492496997044414096497467717095407 | 0.021102741201313134454469844221437798512 -13 | 0.10825492496997044414096497467717095407 | 0.021102741201313134454469844221437798512 13 | 0.10825492496997044414096497467717095407 | 0.021102741201313134454469844221437798512 -14 | 0.14893100734183753584027497641153927395 | 0.029031958644444866708586860688498148378 f(z) = 1/42*z^3 - 169/42*z + 1 * 5/3 | 0.051198870901001307443714768850694109177 | 0.0099804837768164534623483154721923165767 0 | 0.11936505507214015229827662219806126333 | 0.023268501330231452204195334496404647124 -13/3 | 0.11936505507214015229827662219806126333 | 0.023268501330231452204195334496404647124 13/3 | 0.11936505507214015229827662219806126333 | 0.023268501330231452204195334496404647124 f(z) = 3/40*z^3 - 169/120*z + 1 * [ 1/2 ] -7/2 | 0.13805692349023109204857283667404847866 | 0.026912212338348546731820185821795786499 15/2 | 0.13805692349023109204857283667404847866 | 0.026912212338348546731820185821795786499 -4 | 0.13805692349023109204857283667404847866 | 0.026912212338348546731820185821795786499 f(z) = 1/42*z^3 - 169/168*z + 1 * [ 3/5 ] 13/5 | 0.12946548948995952752551002582203076843 | 0.023622335151211510368558032419202526079 -13/5 | 0.12946548948995952752551002582203076843 | 0.023622335151211510368558032419202526079 0 | 0.12946548948995952752551002582203076843 | 0.023622335151211510368558032419202526079 f(z) = 5/48*z^3 - 169/240*z + 1 * 10 | 0.036037640080929970200545850010864306469 | 0.0075144316121182477754974328821115415834 7 | 0.10810821490289829598612822158266609487 | 0.022542313696781011352922027089529853334 -4 | 0.10810821490289829598612822158266609487 | 0.022542313696781011352922027089529853334 3 | 0.13319354506861550943066442151160371455 | 0.027773011311118928868981763676666054411 f(z) = 1/42*z^3 - 121/42*z + 1 * 0 | 0.039363898204002877844074148374215707885 | 0.0082080103018979576484376019824612107897 -11/3 | 0.039363898204002877844074148374215707885 | 0.0082080103018979576484376019824612107897 11/3 | 0.039363898204002877844074148374215707885 | 0.0082080103018979576484376019824612107897 1 | 0.11808972075805159753861141753739318658 | 0.024623619325175860479319077225613640321 f(z) = 9/56*z^3 - 121/56*z + 1 * 7/3 | 0.036159661084927799659378849359933298819 | 0.0070569701953952813777918167655900047378 0 | 0.10847691602194161953377415367433076155 | 0.021170507142123768545559589090452676690 -11/3 | 0.10847691602194161953377415367433076155 | 0.021170507142123768545559589090452676690 11/3 | 0.10847691602194161953377415367433076155 | 0.021170507142123768545559589090452676690 f(z) = 3/56*z^3 - 121/168*z + 1 * 0 | 0.036076457909938270042094930267747475018 | 0.0076313726085973794627704836554923884140 1 | 0.10822938616641322884901926193126322805 | 0.022894120456546985599101692814515031858 7 | 0.10921545420945587531540005850787025259 | 0.023102706695048406983152880886624683965 -8 | 0.12588778542546167538936995543797066123 | 0.026629460127464505519681628493389730893 f(z) = 1/56*z^3 - 113/56*z + 1 * 3 | 0.0036133105009922252164820393645699811798 | 0.00077325975955811176625997348300247487133 -5 | 0.010839931502976675649446118093709943539 | 0.0023197792786743352987799204490074246140 5 | 0.032519794508930026948338354281129830618 | 0.0069593378360230058963397613470222738420 -3 | 0.097559383526790080845015062843389491854 | 0.020878013508069017689019284041066821526 f(z) = 3/40*z^3 - 107/40*z + 1 * 12/5 | 0.10823045702339825638077364009450345547 | 0.020240935197515285298956775219793085214 -7/5 | 0.10823045702339825638077364009450345547 | 0.020240935197515285298956775219793085214 0 | 0.10823045702339825638077364009450345547 | 0.020240935197515285298956775219793085214 -1 | 0.10823045702339825638077364009450345547 | 0.020240935197515285298956775219793085214 f(z) = 5/42*z^3 - 109/210*z + 1 * 0 | 0.039788007151906420858698474998442231960 | 0.0090541512147435939117644307970715481208 -9 | 0.039788007151906420858698474998442231960 | 0.0090541512147435939117644307970715481208 9 | 0.039788007151906420858698474998442231960 | 0.0090541512147435939117644307970715481208 1 | 0.11936440940081301558117274236788330696 | 0.027162541924941309588110338641489531377 f(z) = 1/40*z^3 - 81/40*z + 1 * 0 | 0.039788953867537958802818289584996092088 | 0.0088643745204765543516470183058969367675 5/3 | 0.11094124397049008001758371296084182931 | 0.024716023939606967580264822610623989478 1 | 0.11936454150493875856167492556237638275 | 0.026592606678910338750884065757856106642 -8/3 | 0.11967240349371918244124369801676601414 | 0.026661193653532833198497438747468293180 f(z) = 9/40*z^3 - 89/40*z + 1 * 0 | 0.044406772293492078433344500997599504330 | 0.0097070115472124883091115082613263225997 -11/3 | 0.13321770832306135784304611499630799692 | 0.029120464429130678138626817397855654861 1 | 0.13321770832306135784304611499630799692 | 0.029120464429130678138626817397855654861 8/3 | 0.13321770832306135784304611499630799692 | 0.029120464429130678138626817397855654861 f(z) = 9/44*z^3 - 97/44*z + 1 * [ 0 1 ] 8/3 |-> 1 -8/3 |-> 1 f(z) = 9/55*z^3 - 64/55*z + 1 * [ 0 1 ] -9/4 |-> 0 5/4 |-> 0 f(z) = 16/45*z^3 - 61/45*z + 1 * [ 0 1 ] 6 |-> 0 -7 |-> 0 f(z) = 1/42*z^3 - 43/42*z + 1 * [ 0 1 ] -8 |-> 0 7 |-> 0 f(z) = 1/56*z^3 - 57/56*z + 1 * [ 0 1 ] -7/2 |-> 1 7/2 |-> 1 f(z) = 4/45*z^3 - 49/45*z + 1 * -14/3 | 0.022771894444284694060776602743479736244 | 0.0041066123983020581683289654349946462495 -2 | 0.041820810957064148423551622331534886339 | 0.0075418345717139088124285953580968117970 10/3 | 0.068314325061026954507265905112196456157 | 0.012319592248402527468960272664942408536 14/3 | 0.12546041084497963583922691838548490815 | 0.022625139069243005479973507107778496852 f(z) = 3/40*z^3 - 32/15*z + 1 * [ -6 ] [ 2 ] [ 4 ] -4 | 0.051344235597032985882757934922827893931 | 0.013263128277854916148691261231202598778 f(z) = 1/48*z^3 + 5/12*z + 1 * -3 | 0.0099986627769985662376786727275738169725 | 0.0017645446288001414045234788859271951254 15 | 0.029990278924318152089505038578026871016 | 0.0052926263013751869932826400613356643943 -15 | 0.089969261831960468533708924940324664427 | 0.015877600961591284167348450418499536338 3 | 0.14994250932454935413294304885874406211 | 0.026461563446874374064861768046208435025 f(z) = 1/60*z^3 - 289/60*z + 1 * -5 | 0.039354637657102728515847506302566193741 | 0.0071224274445248527973931069385708059392 -1 | 0.11806130441389330809055513091120806515 | 0.021366810235188487016026497158746840969 0 | 0.13327822604390720111311643896067359866 | 0.024120778425243315821067111289191122299 4 | 0.15003422707070484295855872775305027068 | 0.027153290186972394527546356250326080210 f(z) = 11/60*z^3 - 251/60*z + 1 * -5 | 0.14854317409806858250606235316218666652 | 0.027471510130693872008466716117264550698 11 | 0.15440546660937928363011353295428884568 | 0.028555679962740410529053176659988321813 -17 | 0.15440546660937928363011353295428884568 | 0.028555679962740410529053176659988321813 6 | 0.15440546660937928363011353295428884568 | 0.028555679962740410529053176659988321813 f(z) = 1/66*z^3 - 223/66*z + 1 * -1 | 0.081295322126824019597953512312867414311 | 0.015638235751195329267880907748584612309 -9 | 0.12309259468062804768526556538172714009 | 0.023678496677078066339681333106582836742 0 | 0.14077818541500905100263804199594843211 | 0.027080555123589209223517372333643335155 9 | 0.15435042443453056343357451122524652714 | 0.029691355694964488791163377279947475369 f(z) = 1/60*z^3 - 181/60*z + 1 * -7 | 0.044407900014380561805211315434315071951 | 0.0085424498171863548964143536707506078870 -11 | 0.13321808980012852820098046519991993535 | 0.025626270246746709313247801662758862024 15 | 0.13321808980012852820098046519991993535 | 0.025626270246746709313247801662758862024 -4 | 0.13321808980012852820098046519991993535 | 0.025626270246746709313247801662758862024 f(z) = 1/66*z^3 - 181/66*z + 1 * -1 | 0.029493736793249158280075517153974496382 | 0.0056381426870435444527134871953683728672 5 | 0.051825029040397305276158233341333934747 | 0.0099070833424137879468171910432565286792 4 | 0.088482243996168364562407748664658056601 | 0.016914625651449740749455502594502541823 0 | 0.15547301988835013638411230561853266933 | 0.029720854846603149057821491112974739596 f(z) = 7/60*z^3 - 187/60*z + 1 * [ -11 8 ] -3 |-> 8 14 |-> 8 f(z) = 1/66*z^3 - 163/66*z + 1 * [ -5 12 ] [ 7 -12 ] f(z) = 1/70*z^3 - 179/70*z + 1 * 0 | 0.037109830715919616178320098134315935046 | 0.0074566638756668156569238721195499419318 -9 | 0.091362289415579354024998875266292513053 | 0.018357881724076871239794214972336596146 1 | 0.11132957488859561588408373768394276603 | 0.022370008252530573705217088705413033729 8 | 0.11697872784153211183154057640946271007 | 0.023505120807334213160952865245247261858 f(z) = 1/72*z^3 - 145/72*z + 1 * 0 | 0.047500747930988252346677811638251985451 | 0.0093944696835631951363691806114370906153 -13 | 0.14249792834771532196346823965249839315 | 0.028182555562663969573801260084920173927 1 | 0.14249792834771532196346823965249839315 | 0.028182555562663969573801260084920173927 12 | 0.14249792834771532196346823965249839315 | 0.028182555562663969573801260084920173927 f(z) = 1/78*z^3 - 157/78*z + 1 * 14/3 | 0.042787896613948377957812809638424479065 | 0.0069212728811700300446594002479687942123 16/3 | 0.077018375824132543901122081179283858330 | 0.012458317377759502200675436141163247141 2/3 | 0.10268904114476261180999035131754667852 | 0.016610745839675276802976429988370191410 -6 | 0.12836210905302802836357934714343696293 | 0.020763562938704841012463139714579210780 f(z) = 3/64*z^3 - 121/48*z + 1 * 0 | 0.044407153770559248791278851201211442767 | 0.0090805692203629512271667846043700991932 11 | 0.13321814800283278155395347789908324247 | 0.027241030141190357269426879411368152445 1 | 0.13321814800283278155395347789908324247 | 0.027241030141190357269426879411368152445 -12 | 0.13321814800283278155395347789908324247 | 0.027241030141190357269426879411368152445 f(z) = 1/66*z^3 - 133/66*z + 1 * [ 5 ] 4 | 0.0099365015741384749245299415840732726137 | 0.0020512216800864083231150014316085601430 0 | 0.029806743680945002054392656631094411409 | 0.0061530950702268657905743374605305397163 1 | 0.089415752763761574971254078416833636541 | 0.018458360746163950245562799690782959627 f(z) = 7/60*z^3 - 127/60*z + 1 * [ -5 8 ] -7 |-> 8 12 |-> 8 f(z) = 1/60*z^3 - 109/60*z + 1 * [ 0 1 ] -9/2 |-> 1 9/2 |-> 1 f(z) = 4/77*z^3 - 81/77*z + 1 * [ 0 1 ] 9/4 |-> 1 -9/4 |-> 1 f(z) = 16/65*z^3 - 81/65*z + 1 * [ 0 1 ] -11/4 |-> 0 7/4 |-> 0 f(z) = 16/77*z^3 - 93/77*z + 1 * [ 0 1 ] -8 |-> 1 8 |-> 1 f(z) = 1/63*z^3 - 64/63*z + 1 * [ 0 1 ] 8 |-> 0 -9 |-> 0 f(z) = 1/72*z^3 - 73/72*z + 1 * [ 0 1 ] -9/2 |-> 0 7/2 |-> 0 f(z) = 4/63*z^3 - 67/63*z + 1 * [ 0 1 ] 7/3 |-> 0 -10/3 |-> 0 f(z) = 9/70*z^3 - 79/70*z + 1 * -39/10 | 0.045238117044230918323507747254592338513 | 0.0059282444929593596336514179487769521740 18/5 | 0.13571435113269275497052324176377701554 | 0.017784733478878078900954253846330856522 -51/10 | 0.13571435113269275497052324176377701554 | 0.017784733478878078900954253846330856522 3/2 | 0.13571435113269275497052324176377701554 | 0.017784733478878078900954253846330856522 f(z) = 10/81*z^3 - 229/90*z + 1 * 0 | 0.051536611847705887744122742405302564895 | 0.0098722411986030945006368953568023076940 8/3 | 0.13425788030959236499967719311430306067 | 0.025718147346321549980659071067415445935 -11/3 | 0.14034754787727516715382435640401105748 | 0.026884670811719894626044793706508106144 1 | 0.15460983554311766323236822721590769468 | 0.029616723595809283501910686070406923082 f(z) = 9/88*z^3 - 185/88*z + 1 * 0 | 0.036036677409361388823037263321267104882 | 0.0070248321481531989212434167773448281010 -13 | 0.036036677409361388823037263321267104882 | 0.0070248321481531989212434167773448281010 13 | 0.036036677409361388823037263321267104882 | 0.0070248321481531989212434167773448281010 1 | 0.10810858060105013483862205210335918696 | 0.021074213470639897596690619619895621505 f(z) = 1/84*z^3 - 169/84*z + 1 * [ -9/2 33/2 ] 3/2 |-> -9/2 -18 |-> -9/2 f(z) = 1/81*z^3 - 133/36*z + 1 * [ 21/5 -6 ] 36/5 |-> 21/5 -6/5 |-> 21/5 f(z) = 5/81*z^3 - 124/45*z + 1 * -18 | 0.028636298600870726334151385914248941206 | 0.0041570730030003260976399446565892986622 15/2 | 0.028636298600870726334151385914248941206 | 0.0041570730030003260976399446565892986622 21/2 | 0.028636298600870726334151385914248941206 | 0.0041570730030003260976399446565892986622 -33/2 | 0.085906287245197301545466769746256307542 | 0.012470840330046784343011015257255191614 f(z) = 1/81*z^3 - 109/36*z + 1 * -2 | 0.12158698852643667609989880697931799542 | 0.020005617912027209935851991573381343793 6 | 0.12158698852643667609989880697931799542 | 0.020005617912027209935851991573381343793 -18 | 0.13223145239586218146456763569619163591 | 0.021757031279780814644400239894018018330 2 | 0.17519124766296031856331053618606872624 | 0.028825528165083740675897253991941104141 f(z) = 1/96*z^3 - 109/24*z + 1 * [ 0 1 ] 9/2 |-> 0 -11/2 |-> 0 f(z) = 4/99*z^3 - 103/99*z + 1 * [ 0 1 ] 9 |-> 1 -9 |-> 1 f(z) = 1/80*z^3 - 81/80*z + 1 * [ 0 1 ] 9 |-> 0 -10 |-> 0 f(z) = 1/90*z^3 - 91/90*z + 1 * [ 0 1 ] 10 |-> 1 -10 |-> 1 f(z) = 1/99*z^3 - 100/99*z + 1 * [ 0 1 ] 8/3 |-> 0 -11/3 |-> 0 f(z) = 9/88*z^3 - 97/88*z + 1 * [ 0 1 ] -10/3 |-> 1 10/3 |-> 1 f(z) = 9/91*z^3 - 100/91*z + 1 * [ -20 ] 14 |-> -20 6 |-> -20 4 | 0.15484626650546507670863895661330587874 | 0.026902918991044713711110350379801465566 f(z) = 1/80*z^3 - 79/20*z + 1 * [ -9 15/2 ] 9/2 |-> -9 -12 |-> -9 f(z) = 2/81*z^3 - 49/18*z + 1 * 14 | 0.051726355296441170226140931950048738374 | 0.0094670475121257358107611202791515598568 4 | 0.12791768271852888019612030060610202565 | 0.023411716773724754966828528067636417151 6 | 0.14075745295448300669391123121317165168 | 0.025761673854055111866194675670147770273 -6 | 0.15517906588771594468674634353899074250 | 0.028401142536082987908505593793119787810 f(z) = 1/80*z^3 - 59/20*z + 1 * [ 6 -9/2 ] 12 |-> 6 -15/2 |-> 6 f(z) = 1/81*z^3 - 49/36*z + 1 * [ 10/3 -14/3 ] [ -4/3 14/3 ] f(z) = 9/80*z^3 - 59/20*z + 1 * [ 10 -6 ] 4 |-> -6 -14 |-> -6 f(z) = 1/80*z^3 - 39/20*z + 1 * -6 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454 -2 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454 8 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454 10 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454 f(z) = 1/96*z^3 - 13/24*z + 1 * [ 3/4 ] 15/4 |-> 9/4 |-> 3/4 -3 |-> 3/4 f(z) = 4/81*z^3 - 13/36*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 8 | 0.10810742367066928901212440196731079857 | 0.024398982981849139063231146402171815427 f(z) = 1/84*z^3 - 1/84*z + 1 * [ 28/3 -10/3 ] -4/3 | 0.053188964373721141737387243356348242205 | 0.0077694854924210326367006307451888901126 14/3 | 0.15956482588832164576778084409689290305 | 0.023308154509819986777509271123088358284 f(z) = 3/112*z^3 - 235/84*z + 1 * -2 | 0.041816196829367990301898955204455201532 | 0.0077660386613313778807589881805923754330 5 | 0.12544887907583322677119307392403604924 | 0.023298169580055768134947431450128905612 -12 | 0.12544887907583322677119307392403604924 | 0.023298169580055768134947431450128905612 7 | 0.12544887907583322677119307392403604924 | 0.023298169580055768134947431450128905612 f(z) = 2/105*z^3 - 218/105*z + 1 * 15/4 | 0.021947626588577764288268308787113378376 | 0.0041009357948587173723476509761666861644 -7/2 | 0.021947626588577764288268308787113378376 | 0.0041009357948587173723476509761666861644 -1/4 | 0.021947626588577764288268308787113378376 | 0.0041009357948587173723476509761666861644 3/2 | 0.065840812532891513420442531955871000217 | 0.012302421120069466331025637546145043172 f(z) = 16/105*z^3 - 211/105*z + 1 * -14/3 | 0.087380642344107825699482701448584308231 | 0.013484574297144606488832190960865348848 28/3 | 0.15945035498899483616638864289189343447 | 0.024606367049671477325460347974427718852 -2 | 0.15945035498899483616638864289189343447 | 0.024606367049671477325460347974427718852 -22/3 | 0.15945035498899483616638864289189343447 | 0.024606367049671477325460347974427718852 f(z) = 3/112*z^3 - 163/84*z + 1 * 28/3 | 0.055348165944883424782151664847608099137 | 0.0088834492824619288581915163059423638730 -14/3 | 0.16604553145107116406863619174555886486 | 0.026650513744103333409432200924197308209 -4 | 0.16604553145107116406863619174555886486 | 0.026650513744103333409432200924197308209 26/3 | 0.16604553145107116406863619174555886486 | 0.026650513744103333409432200924197308209 f(z) = 3/112*z^3 - 127/84*z + 1 * [ 0 1 ] 11/2 |-> 1 -11/2 |-> 1 f(z) = 4/117*z^3 - 121/117*z + 1 * [ 0 1 ] 11/3 |-> 1 -11/3 |-> 1 f(z) = 9/112*z^3 - 121/112*z + 1 * [ 0 1 ] 9/4 |-> 0 -13/4 |-> 0 f(z) = 16/117*z^3 - 133/117*z + 1 * [ 0 1 ] -11 |-> 0 10 |-> 0 f(z) = 1/110*z^3 - 111/110*z + 1 * -1/2 | 0.045971208675680397684630688335794609606 | 0.0085973974549025076884451409427401631152 5/4 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527 7/4 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527 -3 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527 f(z) = 8/105*z^3 - 109/210*z + 1 * [ -14 10 ] 18 |-> 10 -4 |-> 10 f(z) = 1/112*z^3 - 67/28*z + 1 * [ 3/4 ] 7/4 |-> 3/4 -5/2 |-> 3/4 -9/2 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326 f(z) = 8/105*z^3 - 79/210*z + 1 * [ 1 ] -6 |-> -1 |-> 1 0 |-> 1 f(z) = 1/105*z^3 - 1/105*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 7/2 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789 f(z) = 4/105*z^3 - 4/105*z + 1 * [ 1 ] -5/2 |-> 0 |-> 1 -1 |-> 1 f(z) = 8/105*z^3 - 8/105*z + 1 * [ 1 ] -5/2 |-> -1 |-> 1 0 |-> 1 f(z) = 16/105*z^3 - 16/105*z + 1 * [ 5/2 ] [ 7/2 ] [ -6 ] 0 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926 f(z) = 2/105*z^3 + 101/210*z + 1 * 0 | 0.044407805909912968155525698200334071785 | 0.0079587735060386815358926852236374055428 -12 | 0.095750737228238515309789939124916707679 | 0.017160461207691984863165509799618181200 11 | 0.13321903278220029050931150102023258374 | 0.023875534647173298932014691406580223727 1 | 0.13321905083998913540202170044028264296 | 0.023875537883492871394643733209790212915 f(z) = 1/132*z^3 - 265/132*z + 1 * [ 56/15 -4/3 ] 44/15 | 0.15359472290238962829685584195869355215 | 0.018340308853958781040110625842474523429 -4/15 | 0.17926760069857663416153525468888114693 | 0.021405834147111185794990128515418577825 f(z) = 15/128*z^3 - 271/120*z + 1 * 5/6 | 0.24413825446939490542340645531153880998 | 0.027970997434562672075999235472706502298 55/12 | 0.24414310225906779088362251465883581529 | 0.027971552847366774749242347270833650609 -15/2 | 0.24414310225906779088362251465883581529 | 0.027971552847366774749242347270833650609 35/12 | 0.24414310225906779088362251465883581529 | 0.027971552847366774749242347270833650609 f(z) = 8/125*z^3 - 247/90*z + 1 * [ -8 13 ] -18 |-> -8 5 |-> -8 f(z) = 1/130*z^3 - 259/130*z + 1 * 44/3 | 0.060364474457478743695576138483799572237 | 0.0077491005143229175713675355089056614828 -52/3 | 0.18109054415273480462342853065939751006 | 0.023246931932149314721640500879154390106 -4/3 | 0.19022277413439054235746574493480812336 | 0.024419253379221834604090015567807141433 -8/3 | 0.22963343725648164402183461930876713948 | 0.029478473932600922003159449204273278130 f(z) = 3/128*z^3 - 151/24*z + 1 * 5/6 | 0.21505971143088867816717594531278136060 | 0.025988706999254329296065652526623825107 -65/6 | 0.21505971143088867816717594531278136060 | 0.025988706999254329296065652526623825107 10 | 0.21505971143088867816717594531278136060 | 0.025988706999254329296065652526623825107 5/3 | 0.24190526533836860973120419013417224427 | 0.029232835014177240982497919262566996796 f(z) = 6/125*z^3 - 157/30*z + 1 * [ 0 1 ] -12 |-> 0 11 |-> 0 f(z) = 1/132*z^3 - 133/132*z + 1 * [ 0 1 ] -13/3 |-> 0 10/3 |-> 0 f(z) = 9/130*z^3 - 139/130*z + 1 * [ 10 -45/4 ] 55/4 | 0.051198221483597015675640303911298122730 | 0.0064430559795178640118947254344361097258 15/4 | 0.15359456088354187377309509818890526066 | 0.019329154905101164752890059961688980403 f(z) = 2/125*z^3 - 113/40*z + 1 * [ 15 ] -10/3 |-> 15 -35/3 |-> 15 40/3 | 0.12951735334531832403670098809557057304 | 0.017446778367818157367287776730658877131 f(z) = 3/125*z^3 - 67/15*z + 1 * 35/2 | 0.026965134134898831248471255909241844467 | 0.0035908816399407851098779981933694317195 -20 | 0.080892373963322128387124511235785268748 | 0.010772241629615288595779735498096842741 -5/2 | 0.080892373963322128387124511235785268748 | 0.010772241629615288595779735498096842741 45/2 | 0.080892373963322128387124511235785268748 | 0.010772241629615288595779735498096842741 f(z) = 1/125*z^3 - 73/20*z + 1 * [ 12 ] 3 |-> -33/4 |-> 12 -15/4 |-> 12 f(z) = 4/135*z^3 - 67/20*z + 1 * [ 10/3 -5 ] -5/6 |-> 10/3 35/6 |-> 10/3 f(z) = 12/125*z^3 - 43/15*z + 1 * [ 10/3 -35/6 ] 20/3 |-> 10/3 -5/6 |-> 10/3 f(z) = 9/125*z^3 - 57/20*z + 1 * [ 5/12 ] 35/12 |-> 5/12 -10/3 |-> 5/12 -15/4 | 0.11965681808062439889854415154506340030 | 0.016477281657215097578178901905696181565 f(z) = 18/125*z^3 - 57/40*z + 1 * 8/3 | 0.037040791699610004065174233413398090546 | 0.0059679913912139327760809601780479679381 -8 | 0.11111846226270769601004161824545849753 | 0.017903343739700683085598127219373162801 4/3 | 0.11111846226270769601004161824545849753 | 0.017903343739700683085598127219373162801 20/3 | 0.11111846226270769601004161824545849753 | 0.017903343739700683085598127219373162801 f(z) = 9/128*z^3 - 31/8*z + 1 * [ -8 ] [ -20/3 8/3 ] 4 |-> -8 f(z) = 9/128*z^3 - 27/8*z + 1 * [ 5/2 -5/4 ] 5 |-> 5/2 -15/4 |-> 5/2 f(z) = 8/125*z^3 - 13/10*z + 1 * [ 5 ] [ -5/4 15/4 ] -5/2 |-> 5 f(z) = 16/125*z^3 - 12/5*z + 1 * [ -10/3 ] [ 5/6 ] [ 5/2 ] -5/3 |-> 5/6 f(z) = 18/125*z^3 - 3/10*z + 1 * [ 5 ] [ -8 ] [ 3 ] -5 | 0.11936505507214015229827662219806126333 | 0.024932691581578845200875860039996972803 f(z) = 1/120*z^3 + 71/120*z + 1 * -17 | 0.052798347148346361864718356027402235969 | 0.0093177499779731990249486616985479673817 0 | 0.052798347148346361864718356027402235969 | 0.0093177499779731990249486616985479673817 17 | 0.052798347148346361864718356027402235969 | 0.0093177499779731990249486616985479673817 1 | 0.15839534201072371659195172213661039017 | 0.027953302977169104132446076662332581867 f(z) = 1/144*z^3 - 289/144*z + 1 * [ 0 1 ] 11/3 |-> 0 -14/3 |-> 0 f(z) = 9/154*z^3 - 163/154*z + 1 * [ 0 1 ] 13/4 |-> 1 -13/4 |-> 1 f(z) = 16/153*z^3 - 169/153*z + 1 * [ 0 1 ] -12 |-> 1 12 |-> 1 f(z) = 1/143*z^3 - 144/143*z + 1 * [ 0 1 ] 12 |-> 0 -13 |-> 0 f(z) = 1/156*z^3 - 157/156*z + 1 * [ 0 1 ] -13/2 |-> 0 11/2 |-> 0 f(z) = 4/143*z^3 - 147/143*z + 1 * 18/5 | 0.091314142117448884002170934507125691335 | 0.012096057973594970311871167272526434519 -42/5 | 0.17079267046434823272250412708374395922 | 0.022624294501334300228816938079975089826 -3/5 | 0.17079267046434823272250412708374395922 | 0.022624294501334300228816938079975089826 9 | 0.17079267046434823272250412708374395922 | 0.022624294501334300228816938079975089826 f(z) = 5/162*z^3 - 211/90*z + 1 * [ 0 1 ] 11/4 |-> 0 -15/4 |-> 0 f(z) = 16/165*z^3 - 181/165*z + 1 * [ 0 1 ] 13 |-> 1 -13 |-> 1 f(z) = 1/168*z^3 - 169/168*z + 1 * [ 0 1 ] 13/2 |-> 1 -13/2 |-> 1 f(z) = 4/165*z^3 - 169/165*z + 1 * [ 0 1 ] 13/3 |-> 1 -13/3 |-> 1 f(z) = 9/160*z^3 - 169/160*z + 1 * 2/3 | 0.029809101774974011385334384002470302294 | 0.0049670123431128301122878744295825734617 -2/3 | 0.089427923931679720368897605600945375086 | 0.014901140106157918020066981052183560187 -22/3 | 0.089866752062405767995137162974703329079 | 0.014974260885115817681441498154012346072 -10/3 | 0.11936402145571926257609542499532669588 | 0.019889313417417092125872146598709800373 f(z) = 9/160*z^3 - 101/40*z + 1 * [ -9/5 3 ] 21/5 |-> -9/5 -36/5 |-> -9/5 f(z) = 5/162*z^3 - 109/90*z + 1 * [ 15 -9 ] 21 |-> 15 -12 |-> 15 f(z) = 1/162*z^3 - 37/18*z + 1 * [ 1 ] -7 |-> -1 |-> 1 0 |-> 1 f(z) = 1/168*z^3 - 1/168*z + 1 * [ 0 1 ] 13 |-> 0 -14 |-> 0 f(z) = 1/182*z^3 - 183/182*z + 1 * [ 0 1 ] 14 |-> 1 -14 |-> 1 f(z) = 1/195*z^3 - 196/195*z + 1 * [ 0 1 ] 13/2 |-> 0 -15/2 |-> 0 f(z) = 4/195*z^3 - 199/195*z + 1 * [ 0 1 ] -14/3 |-> 1 14/3 |-> 1 f(z) = 9/187*z^3 - 196/187*z + 1 * 22 | 0.025674744960304312543133063569699456003 | 0.0040349884587211829296229854512606904485 -10 | 0.077020666670379273545343241308662289630 | 0.012104404603764684372571118283328666207 16 | 0.13594316672679490169220130694189957958 | 0.021364539730879782865237912100539260103 6 | 0.14563036967415940140682851978016943363 | 0.022886959998358159082205957233950035130 f(z) = 1/192*z^3 - 145/48*z + 1 * [ -10 16 ] 6 |-> -10 -22 |-> -10 f(z) = 1/192*z^3 - 97/48*z + 1 * [ 0 1 ] -15/4 |-> 1 15/4 |-> 1 f(z) = 16/209*z^3 - 225/209*z + 1 * [ 0 1 ] -16/3 |-> 0 13/3 |-> 0 f(z) = 9/208*z^3 - 217/208*z + 1 * -10/3 | 0.019142934876472564737453125180288934217 | 0.0027306823489189028979236109377978488152 6 | 0.057428804629417694212359375540866802650 | 0.0081920470467567086937708328133935464457 -14 | 0.17228744750467397235925932382533497540 | 0.024576288582558066225476275008897630824 -6 | 0.17228744750467397235925932382533497540 | 0.024576288582558066225476275008897630824 f(z) = 3/224*z^3 - 277/168*z + 1 * [ 0 1 ] -17/3 |-> 0 14/3 |-> 0 f(z) = 9/238*z^3 - 247/238*z + 1 * [ 0 1 ] -15 |-> 1 15 |-> 1 f(z) = 1/224*z^3 - 225/224*z + 1 * [ 0 1 ] -15/2 |-> 1 15/2 |-> 1 f(z) = 4/221*z^3 - 225/221*z + 1 * [ 0 1 ] -17/4 |-> 0 13/4 |-> 0 f(z) = 16/221*z^3 - 237/221*z + 1 * 8/3 | 0.11809075437447248726079261474012775403 | 0.017601043027051916237212244426727950921 -22/3 | 0.12949955089072559440144651418691049634 | 0.019301487057857930395845174043411359126 -34/3 | 0.17228641388825308263707812662260040795 | 0.025678729887757677361648455528990443602 22/3 | 0.19795853168676957557845709408401435492 | 0.029505075585697525541130424420337894288 f(z) = 3/224*z^3 - 205/168*z + 1 * [ 14/3 -22/3 ] [ 22/3 -8/3 ] f(z) = 9/224*z^3 - 149/56*z + 1 * -18 | 0.057428804629417694212359375540866802650 | 0.0094491913689496846772190286501861092382 14 | 0.17228659779220010802572647743300494087 | 0.028347604365942903565305282470941641388 10 | 0.17228659779220010802572647743300494087 | 0.028347604365942903565305282470941641388 -24 | 0.17228659779220010802572647743300494087 | 0.028347604365942903565305282470941641388 f(z) = 1/224*z^3 - 109/56*z + 1 * [ 0 1 ] -16 |-> 0 15 |-> 0 f(z) = 1/240*z^3 - 241/240*z + 1 * [ 0 1 ] -16 |-> 1 16 |-> 1 f(z) = 1/255*z^3 - 256/255*z + 1 * [ 0 1 ] -17/2 |-> 0 15/2 |-> 0 f(z) = 4/255*z^3 - 259/255*z + 1 * [ 0 1 ] -16/3 |-> 1 16/3 |-> 1 f(z) = 9/247*z^3 - 256/247*z + 1 * -4/5 | 0.055476523584333166545096732891528532883 | 0.0067896476966644561205372984805494579362 4 | 0.072592480422376418252160531649986489438 | 0.0088844313891748361079327464683294203035 16/5 | 0.16643046573732576042391837064858515274 | 0.020369052625124208164671763237844790363 -44/5 | 0.21777489315924064955074919908483854379 | 0.026652982310296641098879199158733608810 f(z) = 5/256*z^3 - 221/80*z + 1 * -4 | 0.074840792793024460370901445710194649125 | 0.0092446273035104386862799040485043711876 -4/3 | 0.19532615337529917360229187588365576073 | 0.024127450060246560552822274213813040021 52/3 | 0.22452237837907338111270433713058394738 | 0.027733881910531316058839712145513113563 20 | 0.23596462696152745332391688590282529576 | 0.029147273187016667452690403988430245551 f(z) = 3/256*z^3 - 205/48*z + 1 * [ 35/2 -20 ] -15/2 |-> 35/2 55/2 |-> 35/2 f(z) = 1/250*z^3 - 97/40*z + 1 * 65/6 | 0.11936402145571926257609542499532669588 | 0.014908636213257303532584086560897635578 -55/6 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641 5/2 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641 20/3 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641 f(z) = 3/250*z^3 - 97/120*z + 1 * [ -20 16 ] 12 |-> -20 -28 |-> -20 f(z) = 1/256*z^3 - 37/16*z + 1 * -14 | 0.089415555252578349261828187491323583243 | 0.016314804989571254744454465045674409503 -10 | 0.16396750871970451551617972657852187710 | 0.029917590086325225311699353796073016426 6 | 0.16396750871970451551617972657852187710 | 0.029917590086325225311699353796073016426 4 | 0.16396750871970451551617972657852187710 | 0.029917590086325225311699353796073016426 f(z) = 1/240*z^3 - 19/60*z + 1 * [ 1 ] -8 |-> -1 |-> 1 0 |-> 1 f(z) = 1/252*z^3 - 1/252*z + 1 * [ -10 ] [ 6 ] [ 4 ] -6 | 0.089415555252578349261828187491323583243 | 0.016314804989571254744454465045674409503 f(z) = 1/240*z^3 + 41/60*z + 1 * [ 0 1 ] -17/4 |-> 1 17/4 |-> 1 f(z) = 16/273*z^3 - 289/273*z + 1 * [ 0 1 ] 16 |-> 0 -17 |-> 0 f(z) = 1/272*z^3 - 273/272*z + 1 * [ 1 0 ] 17 |-> 1 -17 |-> 1 f(z) = 1/288*z^3 - 289/288*z + 1 * [ 0 1 ] -17/2 |-> 1 17/2 |-> 1 f(z) = 4/285*z^3 - 289/285*z + 1 * [ 0 1 ] -17/3 |-> 1 17/3 |-> 1 f(z) = 9/280*z^3 - 289/280*z + 1 * [ 15 ] 57/5 |-> -33/5 |-> 15 -42/5 |-> 15 f(z) = 5/297*z^3 - 157/55*z + 1 * [ 9/28 1/4 ] 3/7 |-> 9/28 -19/28 |-> 9/28 f(z) = 28/3*z^3 - 277/84*z + 1 * -17/30 | 0.18981894865022907791041046224492279247 | 0.027904724035372669815589356363610577701 1/10 | 0.18981894865022907791041046224492279247 | 0.027904724035372669815589356363610577701 1/15 | 0.18981894865022907791041046224492279247 | 0.027904724035372669815589356363610577701 1/2 | 0.18981894865022907791041046224492279247 | 0.027904724035372669815589356363610577701 f(z) = 30*z^3 - 259/30*z + 1 * 5/18 | 0.090221401538214006049152247088425537217 | 0.015607231369414586114152231578618800660 -19/18 | 0.14463766413150141604623678902164751497 | 0.025020598775290389340324349779981543140 1/18 | 0.14463766413150141604623678902164751497 | 0.025020598775290389340324349779981543140 -8/9 | 0.14463766413150141604623678902164751497 | 0.025020598775290389340324349779981543140 f(z) = 27/10*z^3 - 241/120*z + 1 * [ -7/5 ] 0 |-> 1 |-> -7/5 2/5 |-> -7/5 f(z) = 30/7*z^3 - 234/35*z + 1 * -17/20 | 0.10427474249098482399505977024602596529 | 0.017403882084442469826788861253070839706 3/5 | 0.10427474249098482399505977024602596529 | 0.017403882084442469826788861253070839706 1/4 | 0.10427474249098482399505977024602596529 | 0.017403882084442469826788861253070839706 13/20 | 0.12627481712190564806001753522832074323 | 0.021075784748297842669024219670655885782 f(z) = 20/3*z^3 - 229/60*z + 1 * -5/4 | 0.13008965253172052709117578853708641621 | 0.024307380593294324827623401706681929186 1/12 | 0.13008965253172052709117578853708641621 | 0.024307380593294324827623401706681929186 7/6 | 0.13008965253172052709117578853708641621 | 0.024307380593294324827623401706681929186 1/3 | 0.13966273635453313974300045778603719428 | 0.026096120799790574523696064106236004799 f(z) = 24/5*z^3 - 211/30*z + 1 * [ 7/12 -5/4 ] 1/12 |-> 7/12 7/6 |-> 7/12 f(z) = 24/7*z^3 - 211/42*z + 1 * [ 1/6 ] 0 |-> 1 |-> 1/6 -7/6 |-> 1/6 f(z) = 30/7*z^3 - 215/42*z + 1 * [ -5/4 ] 0 |-> 1 |-> -5/4 1/4 |-> -5/4 f(z) = 36/5*z^3 - 189/20*z + 1 * [ 5/21 -2/3 ] 4/7 |-> 5/21 2/21 |-> 5/21 f(z) = 21*z^3 - 172/21*z + 1 * [ 1/7 ] 0 |-> 1 |-> 1/7 -8/7 |-> 1/7 f(z) = 21/4*z^3 - 171/28*z + 1 * 0 | 0.15129909542156877156513468463835074526 | 0.029493583368699631436838654722970694344 5/4 | 0.15129909542156877156513468463835074526 | 0.029493583368699631436838654722970694344 -13/8 | 0.15129909542156877156513468463835074526 | 0.029493583368699631436838654722970694344 13/8 | 0.15129909542156877156513468463835074526 | 0.029493583368699631436838654722970694344 f(z) = 32/15*z^3 - 169/30*z + 1 * 11/21 | 0.10831649755457121807241068823341624461 | 0.017788750086461201581434530339246789054 1/7 | 0.10831649755457121807241068823341624461 | 0.017788750086461201581434530339246789054 -2/3 | 0.10831649755457121807241068823341624461 | 0.017788750086461201581434530339246789054 4/21 | 0.12467256655726729805391026605872814239 | 0.020474896984252915754605040479758898057 f(z) = 21/2*z^3 - 163/42*z + 1 * [ 1/9 ] 0 | 0.12828025357431227293690904834696789111 | 0.026748510460302085127684658791308228673 11/9 | 0.12828025357431227293690904834696789111 | 0.026748510460302085127684658791308228673 -11/9 | 0.12828025357431227293690904834696789111 | 0.026748510460302085127684658791308228673 f(z) = 27/5*z^3 - 121/15*z + 1 * 0 | 0.030045240313017119098374532020706033570 | 0.0060888436579408225686274908245982269882 7/8 | 0.066590288541763262033210832633764894638 | 0.013494911401733731349110621126747513385 3/2 | 0.066590288541763262033210832633764894638 | 0.013494911401733731349110621126747513385 1 | 0.090135450276764808288811099266607410129 | 0.018266476122527229981561447451472575506 f(z) = 32/15*z^3 - 139/30*z + 1 * 7/12 | 0.10875030958124030650447821330507454901 | 0.021882172030590834039670863141235933968 -13/12 | 0.10875030958124030650447821330507454901 | 0.021882172030590834039670863141235933968 1/2 | 0.10875030958124030650447821330507454901 | 0.021882172030590834039670863141235933968 2/3 | 0.13826131007636560776922953088067051456 | 0.027820222157673682571287798077149256365 f(z) = 24/7*z^3 - 127/42*z + 1 * 5/16 | 0.039886045554224247018822519491294965577 | 0.0071929250152188258979732997005984662825 -13/16 | 0.039886045554224247018822519491294965577 | 0.0071929250152188258979732997005984662825 1/2 | 0.039886045554224247018822519491294965577 | 0.0071929250152188258979732997005984662825 3/16 | 0.11965681808062439889854415154506340030 | 0.021578537256683709138588702383077292074 f(z) = 32/5*z^3 - 129/40*z + 1 * [ 7/12 1/6 ] 5/12 |-> 1/6 -1 |-> 1/6 f(z) = 24/7*z^3 - 109/42*z + 1 * [ 2/5 -1 ] 9/10 |-> 2/5 1/10 |-> 2/5 f(z) = 20/3*z^3 - 91/15*z + 1 * [ -4/3 ] 0 |-> 1 |-> -4/3 1/3 |-> -4/3 f(z) = 21/4*z^3 - 91/12*z + 1 * 5/18 | 0.021394691992587529522031310701590122951 | 0.0037010277197283845427891157636016593709 -11/18 | 0.064181328112712122075628615856269434869 | 0.011102607811153717942320967542768939479 1/6 | 0.064181328112712122075628615856269434869 | 0.011102607811153717942320967542768939479 4/9 | 0.064181328112712122075628615856269434869 | 0.011102607811153717942320967542768939479 f(z) = 27/2*z^3 - 97/24*z + 1 * 0 | 0.040392861490971554527750772153396188639 | 0.0089545820331171667476388819490892585394 -10/9 | 0.12117651724007288413888992205471943101 | 0.026863287820205631720988224248187827347 1/9 | 0.12117651724007288413888992205471943101 | 0.026863287820205631720988224248187827347 1 | 0.12117651724007288413888992205471943101 | 0.026863287820205631720988224248187827347 f(z) = 27/10*z^3 - 91/30*z + 1 * -11/16 | 0.046926364352252795806337562300204049144 | 0.0084625541422429677606909939876919593194 3/16 | 0.046926364352252795806337562300204049144 | 0.0084625541422429677606909939876919593194 1/2 | 0.046926364352252795806337562300204049144 | 0.0084625541422429677606909939876919593194 5/16 | 0.14077702582391660797465029249514301252 | 0.025387289628407753531634679842298607336 f(z) = 32/3*z^3 - 97/24*z + 1 * [ -9/10 2/5 ] 4/5 |-> 2/5 1/10 |-> 2/5 f(z) = 25/3*z^3 - 73/12*z + 1 * 7/5 | 0.032585674144566207801961415584722721832 | 0.0075949148550497135001962505016628626424 -9/5 | 0.097752346643441966504534464352208514511 | 0.022783654754064618193120456050456419963 1/5 | 0.097752346643441966504534464352208514511 | 0.022783654754064618193120456050456419963 8/5 | 0.097752346643441966504534464352208514511 | 0.022783654754064618193120456050456419963 f(z) = 25/12*z^3 - 73/12*z + 1 * [ -8/5 3/5 ] 1/5 | 0.042333665010354166323217748587779584498 | 0.010297972258233562743908147168324449760 8/5 | 0.10047081981615619799719318553541955895 | 0.024440258479290676256161722108352119333 f(z) = 25/12*z^3 - 61/12*z + 1 * [ 1/6 5/18 ] 2/9 |-> 1/6 -1/2 |-> 1/6 f(z) = 27*z^3 - 61/12*z + 1 * 5/4 | 0.027267199825061119737614151052908634099 | 0.0066068117199830914450049614235542627660 1/4 | 0.027267199825061119737614151052908634099 | 0.0066068117199830914450049614235542627660 -3/2 | 0.027267199825061119737614151052908634099 | 0.0066068117199830914450049614235542627660 0 | 0.081799532242341579768480058753256767387 | 0.019819934271766599648851210205098151811 f(z) = 32/15*z^3 - 62/15*z + 1 * -9/10 | 0.030390179767154717629716421487122228315 | 0.0065991436884615721785140508175530999925 1/10 | 0.030390179767154717629716421487122228315 | 0.0065991436884615721785140508175530999925 4/5 | 0.030390179767154717629716421487122228315 | 0.0065991436884615721785140508175530999925 7/10 | 0.091171572917885042611330461664101252399 | 0.019797655512338715033229240496253628941 f(z) = 25/6*z^3 - 73/24*z + 1 * [ 4/9 1/3 ] -10/9 |-> 4/9 7/9 |-> 4/9 f(z) = 27/14*z^3 - 79/42*z + 1 * [ -2/3 ] 5/12 |-> -2/3 1/4 |-> -2/3 1/12 | 0.12560882460612454012494776951170487988 | 0.025274354796555607204998194864782450770 f(z) = 24*z^3 - 49/6*z + 1 * [ -4/5 3/10 ] 7/10 |-> 3/10 1/10 |-> 3/10 f(z) = 25/2*z^3 - 57/8*z + 1 * [ 1/5 ] -7/5 | 0.051524881658662555704015441790102767877 | 0.013239275637592129008055101103236345457 0 | 0.051524881658662555704015441790102767877 | 0.013239275637592129008055101103236345457 7/5 | 0.051524881658662555704015441790102767877 | 0.013239275637592129008055101103236345457 f(z) = 25/12*z^3 - 49/12*z + 1 * [ 1/8 ] 5/8 |-> -7/8 |-> 1/8 3/4 |-> 1/8 f(z) = 32/3*z^3 - 43/6*z + 1 * [ 0 1 ] 1/6 |-> 0 -7/6 |-> 0 f(z) = 36/7*z^3 - 43/7*z + 1 * [ 0 1 ] 7/6 |-> 1 -7/6 |-> 1 f(z) = 36/13*z^3 - 49/13*z + 1 * [ 1/2 ] 3/10 |-> 1/2 -4/5 |-> 1/2 1/10 | 0.11921468234674961873401345639426297262 | 0.025887139352521183708793309480119607193 f(z) = 25/6*z^3 - 49/24*z + 1 * [ 5/9 ] -10/9 |-> -8/9 |-> 5/9 1/3 |-> 5/9 f(z) = 27/10*z^3 - 49/30*z + 1 * [ 0 1 ] 6/5 |-> 1 -6/5 |-> 1 f(z) = 25/11*z^3 - 36/11*z + 1 * [ 0 1 ] 2/5 |-> 0 -7/5 |-> 0 f(z) = 25/14*z^3 - 39/14*z + 1 * -2/3 | 0.062722733867814980578162262562816681407 | 0.014273173191940212312683055463984075804 1/9 | 0.062722733867814980578162262562816681407 | 0.014273173191940212312683055463984075804 5/9 | 0.062722733867814980578162262562816681407 | 0.014273173191940212312683055463984075804 2/9 | 0.13087036535631966688031676062264413128 | 0.029780835037577016627754033448069935365 f(z) = 27/2*z^3 - 31/6*z + 1 * [ 1 ] 1/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/4*z^3 - 27/4*z + 1 * [ 1 ] 2/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/5*z^3 - 27/5*z + 1 * [ 1 ] 1/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/8*z^3 - 27/8*z + 1 * [ 1 ] 2/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/10*z^3 - 27/10*z + 1 * [ 1 ] -4/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/14*z^3 - 27/14*z + 1 * [ 1/8 1/2 1/4 ] 3/8 | 0.11837942322359025683103880498841937807 | 0.028464234471328241658768532604963979770 f(z) = 32/3*z^3 - 25/6*z + 1 * 2/3 | 0.029769724870115025236870990291779047628 | 0.0083073998997590722527647295484821023900 5/6 | 0.089309174610345075710612970875337142885 | 0.024922199699277216758294188645446307170 1/6 | 0.089309174610345075710612970875337142885 | 0.024922199699277216758294188645446307170 -1 | 0.089309174610345075710612970875337142885 | 0.024922199699277216758294188645446307170 f(z) = 36/5*z^3 - 31/5*z + 1 * [ -1 ] 3/5 |-> -1 2/5 |-> -1 4/5 | 0.066521849150799927807589387761592602499 | 0.020666174394448320823201819256155013644 f(z) = 25/3*z^3 - 19/3*z + 1 * [ 4/9 ] 2/9 |-> 2/3 |-> 4/9 -10/9 |-> 4/9 f(z) = 27/16*z^3 - 19/12*z + 1 * [ 1/3 ] 5/6 | 0.10822877126762364729434559589264625900 | 0.020100078095635348281254975605460205953 7/6 | 0.10822877126762364729434559589264625900 | 0.020100078095635348281254975605460205953 -2 | 0.10822877126762364729434559589264625900 | 0.020100078095635348281254975605460205953 f(z) = 24/35*z^3 - 218/105*z + 1 * [ -13/5 12/5 ] -1/5 |-> 12/5 14/5 |-> 12/5 f(z) = 25/26*z^3 - 183/26*z + 1 * -7/4 | 0.11000812890087818398785396795531853290 | 0.021444503101174354307659760596619484781 0 | 0.12610911580695122180191799016505923534 | 0.024583159008596979456950447292416615587 -13/8 | 0.12610911580695122180191799016505923534 | 0.024583159008596979456950447292416615587 13/8 | 0.12610911580695122180191799016505923534 | 0.024583159008596979456950447292416615587 f(z) = 32/21*z^3 - 169/42*z + 1 * 1/9 | 0.036037711025782278545218460524001672337 | 0.0070250336368137611448397288676699634239 7/9 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 8/9 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 -5/3 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 f(z) = 27/28*z^3 - 169/84*z + 1 * [ 11/5 -12/5 ] [ 12/5 -1/5 ] f(z) = 25/22*z^3 - 155/22*z + 1 * [ -8/3 22/9 ] 26/9 |-> 22/9 -2/9 |-> 22/9 f(z) = 27/32*z^3 - 157/24*z + 1 * 1/5 | 0.037918961049553866934822343462275919096 | 0.0079067175034091493519031038551383214682 -11/5 | 0.11375378229939893163792343877862405492 | 0.023719505932935719538965474218135737615 0 | 0.11375378229939893163792343877862405492 | 0.023719505932935719538965474218135737615 11/5 | 0.11375378229939893163792343877862405492 | 0.023719505932935719538965474218135737615 f(z) = 25/24*z^3 - 121/24*z + 1 * -8/3 | 0.10765943254260312162643604481477493654 | 0.017152389286633753583157078541322659829 2/9 | 0.10765943254260312162643604481477493654 | 0.017152389286633753583157078541322659829 2/3 | 0.10765943254260312162643604481477493654 | 0.017152389286633753583157078541322659829 22/9 | 0.10765943254260312162643604481477493654 | 0.017152389286633753583157078541322659829 f(z) = 27/32*z^3 - 133/24*z + 1 * [ 5/8 1/4 ] -3/2 |-> 1/4 7/8 |-> 1/4 f(z) = 32/35*z^3 - 109/70*z + 1 * [ 1/2 ] 9/10 |-> 7/10 |-> 1/2 -6/5 |-> 1/2 f(z) = 25/21*z^3 - 109/84*z + 1 * [ 5/9 ] 2/9 |-> 7/9 |-> 5/9 -4/3 |-> 5/9 f(z) = 27/35*z^3 - 109/105*z + 1 * [ 2/9 ] 2 | 0.042407963927768325990052575511962504083 | 0.0072754090893637548068022106012824293627 8/9 | 0.11087497079220079684779769696982045577 | 0.019021445397814178356974555386135145678 2/3 | 0.12722492539972586769233892373862207971 | 0.021826404592857816881682461098044595591 f(z) = 27/32*z^3 - 85/24*z + 1 * [ 0 1 ] 4/5 |-> 0 -9/5 |-> 0 f(z) = 25/36*z^3 - 61/36*z + 1 * [ 0 1 ] 8/5 |-> 1 -8/5 |-> 1 f(z) = 25/39*z^3 - 64/39*z + 1 * 6/5 | 0.022265143129165544149413624645603807998 | 0.0046838583542228929202974892780162172086 -2 | 0.066795429387496632448240873936811423995 | 0.014051575062668678760892467834048651626 2/5 | 0.11991797602190614420509535641889812290 | 0.025226822506968376180535038192753028948 8/5 | 0.12363451416056971883248921605371089690 | 0.026008660652296292330684905493969827643 f(z) = 25/32*z^3 - 29/8*z + 1 * [ 1 ] -4/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/28*z^3 - 27/28*z + 1 * -11/9 | 0.044407805909912968155525698200334071785 | 0.0086566632944874614753304373197426621915 0 | 0.13321770832306135784304611499630799692 | 0.025968876916716873888129089833372263426 13/9 | 0.13321770832306135784304611499630799692 | 0.025968876916716873888129089833372263426 -13/9 | 0.13321770832306135784304611499630799692 | 0.025968876916716873888129089833372263426 f(z) = 27/44*z^3 - 169/132*z + 1 * -11/5 | 0.046170782954448639446196447548073753614 | 0.0096273560147117727265591609629038548871 0 | 0.046170782954448639446196447548073753614 | 0.0096273560147117727265591609629038548871 11/5 | 0.046170782954448639446196447548073753614 | 0.0096273560147117727265591609629038548871 1 | 0.13851338247976680806077053984695582830 | 0.028882283569899227685258762004471306925 f(z) = 25/48*z^3 - 121/48*z + 1 * [ 5/9 ] 0 | 0.090220367921793116326971049885690969762 | 0.018812407894800372181307903749813493239 11/9 | 0.090220367921793116326971049885690969762 | 0.018812407894800372181307903749813493239 -11/9 | 0.090220367921793116326971049885690969762 | 0.018812407894800372181307903749813493239 f(z) = 27/40*z^3 - 121/120*z + 1 * [ 7/3 ] [ 1/3 ] [ -8/3 ] -7/3 | 0.12950032055899771548280597846341313349 | 0.027292344138053763471984823648905031194 f(z) = 27/56*z^3 - 115/56*z + 1 * [ 0 1 ] -11/6 |-> 0 5/6 |-> 0 f(z) = 36/55*z^3 - 91/55*z + 1 * [ 2/9 ] 22/9 | 0.12800231477408221118805157518171196081 | 0.021158339573354702465085377768510755242 -22/9 | 0.14124113063242479865596480829248791917 | 0.023346670010771467504408357032168603882 10/9 | 0.17167643980513465868615250331671971453 | 0.028377521270241198147126923758815832197 f(z) = 27/40*z^3 - 53/15*z + 1 * 7/5 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 -6/5 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 -8/5 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 -1/5 | 0.10810780514773645937005875217092273701 | 0.028742901686261769886948274583278283087 f(z) = 25/42*z^3 - 43/42*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 -9/5 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531 f(z) = 25/42*z^3 - 25/42*z + 1 * [ 1 ] -5/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/40*z^3 - 27/40*z + 1 * [ 3 ] 6/5 |-> -12/5 |-> 3 -3/5 |-> 3 f(z) = 25/54*z^3 - 7/2*z + 1 * [ 13/5 -16/5 ] [ 16/5 -3/5 ] f(z) = 25/78*z^3 - 295/78*z + 1 * [ -2/15 6/5 ] 16/15 |-> -2/15 -34/15 |-> -2/15 f(z) = 25/64*z^3 - 217/144*z + 1 * -13/5 | 0.042071009105922919806609941594074729479 | 0.0082011383545520556939487154020459919078 0 | 0.042071009105922919806609941594074729479 | 0.0082011383545520556939487154020459919078 13/5 | 0.042071009105922919806609941594074729479 | 0.0082011383545520556939487154020459919078 1 | 0.12621302731776875941982982478222418844 | 0.024603415063656167081846146206137975724 f(z) = 25/72*z^3 - 169/72*z + 1 * 0 | 0.12864122163425259775300173186566441056 | 0.023198756563204281949537398941439378406 16/9 | 0.12864122163425259775300173186566441056 | 0.023198756563204281949537398941439378406 -16/9 | 0.12864122163425259775300173186566441056 | 0.023198756563204281949537398941439378406 14/9 | 0.15487253748326757734223209403879857408 | 0.027929230224625029431507228036874197928 f(z) = 27/70*z^3 - 128/105*z + 1 * [ 0 1 ] 6/5 |-> 0 -11/5 |-> 0 f(z) = 25/66*z^3 - 91/66*z + 1 * [ -16/5 14/5 ] 18/5 |-> 14/5 -2/5 |-> 14/5 f(z) = 25/64*z^3 - 73/16*z + 1 * [ 12/7 -3 ] 45/14 |-> 12/7 -3/14 |-> 12/7 f(z) = 28/81*z^3 - 211/63*z + 1 * 0 | 0.051898926042021082046327863952893451358 | 0.0097861478722737165333540045379524349795 11/5 | 0.15569677812606324613898359185868035408 | 0.029358443616821149600062013613857304939 1 | 0.15569677812606324613898359185868035408 | 0.029358443616821149600062013613857304939 -16/5 | 0.15569677812606324613898359185868035408 | 0.029358443616821149600062013613857304939 f(z) = 25/88*z^3 - 201/88*z + 1 * [ 2/5 ] -2/5 | 0.064194956098896766187930270070000625809 | 0.0097009289463804452379667706817931554723 -8/5 | 0.17926666326867863582816087960802713959 | 0.027090183847856039092144499404807385007 8/5 | 0.19258280106384851911942841580453274252 | 0.029102474445767581679013045195234721356 f(z) = 35/96*z^3 - 187/120*z + 1 * [ 3 ] -8/5 |-> 3 -7/5 |-> 3 -1/5 | 0.10810817131502628523748202647517370926 | 0.021074133686214006502137325039211888255 f(z) = 25/84*z^3 - 169/84*z + 1 * [ 1 0 ] 11/5 |-> 1 -11/5 |-> 1 f(z) = 25/96*z^3 - 121/96*z + 1 * [ 0 1 ] -11/6 |-> 1 11/6 |-> 1 f(z) = 36/85*z^3 - 121/85*z + 1 * [ 0 1 ] -13/6 |-> 0 7/6 |-> 0 f(z) = 36/91*z^3 - 127/91*z + 1 * [ 0 1 ] -12/5 |-> 0 7/5 |-> 0 f(z) = 25/84*z^3 - 109/84*z + 1 * [ 1 ] -5/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/80*z^3 - 27/80*z + 1 * [ 2 ] -6/5 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070 -2/5 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070 8/5 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070 f(z) = 25/96*z^3 - 13/24*z + 1 * 5/2 | 0.021946592972156874566087111584378810921 | 0.0039983315656094565786474405405561776506 0 | 0.065839778916470623698261334753136432762 | 0.011994994696828369735942321621668532952 11/4 | 0.065839778916470623698261334753136432762 | 0.011994994696828369735942321621668532952 -11/4 | 0.065839778916470623698261334753136432762 | 0.011994994696828369735942321621668532952 f(z) = 32/105*z^3 - 242/105*z + 1 * 0 | 0.052471582375990915880874890270312223016 | 0.0096566556665337033141437995775126310274 -17/5 | 0.15741119814507543001205107449740545805 | 0.028969313859286792019399552020348096062 1 | 0.15741119814507543001205107449740545805 | 0.028969313859286792019399552020348096062 12/5 | 0.15741119814507543001205107449740545805 | 0.028969313859286792019399552020348096062 f(z) = 25/102*z^3 - 229/102*z + 1 * [ 0 1 ] 12/5 |-> 1 -12/5 |-> 1 f(z) = 25/119*z^3 - 144/119*z + 1 * [ 0 1 ] 8/5 |-> 0 -13/5 |-> 0 f(z) = 25/104*z^3 - 129/104*z + 1 * [ 14/5 -18/5 ] [ -4/5 18/5 ] f(z) = 25/112*z^3 - 95/28*z + 1 * 22/9 | 0.036037711025782278545218460524001672337 | 0.0061951216050013100985829186194745609203 -14/9 | 0.10810715300838274000581190517180010799 | 0.018584336801476313014254601092309193907 -2/3 | 0.10810715300838274000581190517180010799 | 0.018584336801476313014254601092309193907 20/9 | 0.10810715300838274000581190517180010799 | 0.018584336801476313014254601092309193907 f(z) = 27/112*z^3 - 79/84*z + 1 * 0 | 0.044406772293492078433344500997599504330 | 0.0078368211110280171870436638890442496026 -17/5 | 0.044406772293492078433344500997599504330 | 0.0078368211110280171870436638890442496026 17/5 | 0.044406772293492078433344500997599504330 | 0.0078368211110280171870436638890442496026 1 | 0.13321874193948224756522731219904256437 | 0.023510185390549774748631521901625291963 f(z) = 25/132*z^3 - 289/132*z + 1 * -4 | 0.0040069203823324867143154681248826597158 | 0.00047365565708975239610737834771345590426 -52/21 | 0.012013747461612474790921730771708502671 | 0.0014201378877231268797480818968598253312 20/7 | 0.036038610472647540701695522379144424790 | 0.0042601025464066921318963929485214417679 -4/21 | 0.10810910942644389809855244616916799505 | 0.012779513036633431924145248059621182692 f(z) = 21/128*z^3 - 295/168*z + 1 * [ 10/3 ] -15/8 |-> 10/3 -35/24 |-> 10/3 55/24 | 0.24413757836915600298919912533986473336 | 0.028784493096287253490908542567779046561 f(z) = 32/125*z^3 - 193/90*z + 1 * [ 0 1 ] 13/6 |-> 1 -13/6 |-> 1 f(z) = 36/133*z^3 - 169/133*z + 1 * [ 0 1 ] 9/5 |-> 0 -14/5 |-> 0 f(z) = 25/126*z^3 - 151/126*z + 1 * -8/21 | 0.17228641388825308263707812662260040795 | 0.021817927442237592055668750057795490639 -20/21 | 0.22857729023594853687706702248636101654 | 0.028946465485931390228490717251515390672 -12/7 | 0.22857729023594853687706702248636101654 | 0.028946465485931390228490717251515390672 8/3 | 0.22857729023594853687706702248636101654 | 0.028946465485931390228490717251515390672 f(z) = 21/128*z^3 - 151/168*z + 1 * [ -5/6 55/12 ] 5/12 |-> -5/6 -5 |-> -5/6 f(z) = 24/125*z^3 - 133/30*z + 1 * 10/3 | 0.12270261967643807807020457760633652055 | 0.015662838521272921477739558723941801675 -10/9 | 0.17447247442059592920714038768097088735 | 0.022271196820922206945210077659814782844 5/3 | 0.23105057440733561915155533539869565502 | 0.029493321713361683739852200613665806830 5/9 | 0.23166698044553532005022200784044201974 | 0.029572005186178470201802711250124281415 f(z) = 27/125*z^3 - 101/30*z + 1 * -65/24 | 0.029953351935377314166267954153687637908 | 0.0037411912059101466391624163775077192874 55/24 | 0.089854960131915797696152211563653514162 | 0.011222937165035370821447166872517212387 -5/3 | 0.089854960131915797696152211563653514162 | 0.011222937165035370821447166872517212387 -5/8 | 0.089854960131915797696152211563653514162 | 0.011222937165035370821447166872517212387 f(z) = 24/125*z^3 - 97/120*z + 1 * [ 5/9 ] -10/9 |-> 5/3 |-> 5/9 -20/9 |-> 5/9 f(z) = 27/125*z^3 - 13/15*z + 1 * [ -4/5 11/5 ] -18/5 |-> -4/5 7/5 |-> -4/5 f(z) = 25/154*z^3 - 247/154*z + 1 * [ 1 0 ] 13/5 |-> 1 -13/5 |-> 1 f(z) = 25/144*z^3 - 169/144*z + 1 * [ 1 ] -7/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/140*z^3 - 27/140*z + 1 * -10/3 | 0.13321770832306135784304611499630799692 | 0.019319002071625236496543735406022755115 -22/9 | 0.13321921917204901135303183039477958946 | 0.019319221172337069851890931743863893368 4 | 0.13321921917204901135303183039477958946 | 0.019319221172337069851890931743863893368 -14/9 | 0.13321921917204901135303183039477958946 | 0.019319221172337069851890931743863893368 f(z) = 27/176*z^3 - 247/132*z + 1 * [ 0 1 ] -16/5 |-> 0 11/5 |-> 0 f(z) = 25/176*z^3 - 201/176*z + 1 * -8/3 | 0.036936583235158811365170898038797471974 | 0.0055817340062407292924931803635855666540 10/3 | 0.064549283739697513107773279627011590251 | 0.0097544737647903410137328509792699031132 8/3 | 0.11080768247263465465115029971092328101 | 0.016744889625348433842592274240611954901 2/3 | 0.19364578398625075987895744447556563584 | 0.029263108900997269006311286087664964278 f(z) = 21/160*z^3 - 187/120*z + 1 * -10/9 | 0.033263438357558650776425299844396904017 | 0.0050515553759262026437517786827897303180 -10/3 | 0.099788247839834172884913505127721577141 | 0.015154352187257398728404173663162919231 22/9 | 0.099788247839834172884913505127721577141 | 0.015154352187257398728404173663162919231 8/9 | 0.099788247839834172884913505127721577141 | 0.015154352187257398728404173663162919231 f(z) = 27/160*z^3 - 181/120*z + 1 * [ 0 1 ] 14/5 |-> 1 -14/5 |-> 1 f(z) = 25/171*z^3 - 196/171*z + 1 * [ -22/5 18/5 ] -4/5 |-> 18/5 26/5 |-> 18/5 f(z) = 25/176*z^3 - 147/44*z + 1 * 2/3 | 0.016397848433923291767471195743180147674 | 0.0027234321281439329572664726009160994746 -2/3 | 0.049193545301769875302413587229540443021 | 0.0081702963844317988717994178027482984236 8/3 | 0.14758063590530962590724076168862132906 | 0.024510889153295396615398253408244895271 -10/3 | 0.17970492767070873710002655105665154674 | 0.029846243278582025549233422084804256528 f(z) = 27/160*z^3 - 103/40*z + 1 * [ 0 1 ] -17/6 |-> 0 11/6 |-> 0 f(z) = 36/187*z^3 - 223/187*z + 1 * [ -6 ] 16/5 |-> -6 14/5 |-> -6 2/5 | 0.13188952143505270948982416843289345734 | 0.020240272179771596533830665337408256453 f(z) = 25/192*z^3 - 169/48*z + 1 * [ -22/5 16/5 ] [ -6/5 22/5 ] f(z) = 25/192*z^3 - 145/48*z + 1 * [ 2/5 ] 16/5 |-> 2/5 -18/5 |-> 2/5 14/5 | 0.10268950481048686148769706704839035532 | 0.018089476554268538471776610062216614107 f(z) = 25/192*z^3 - 73/48*z + 1 * [ 0 1 ] 12/5 |-> 0 -17/5 |-> 0 f(z) = 25/204*z^3 - 229/204*z + 1 * [ -10/9 8/3 ] -38/9 |-> -10/9 14/9 |-> -10/9 f(z) = 27/224*z^3 - 277/168*z + 1 * [ 0 1 ] -16/5 |-> 1 16/5 |-> 1 f(z) = 25/231*z^3 - 256/231*z + 1 * [ 0 1 ] -18/5 |-> 0 13/5 |-> 0 f(z) = 25/234*z^3 - 259/234*z + 1 * [ 14/5 -6/5 ] -22/5 |-> -6/5 8/5 |-> -6/5 f(z) = 25/224*z^3 - 93/56*z + 1 * [ 1 ] -8/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/220*z^3 - 27/220*z + 1 * [ 0 1 ] -19/6 |-> 0 13/6 |-> 0 f(z) = 36/247*z^3 - 283/247*z + 1 * [ 0 1 ] 17/6 |-> 1 -17/6 |-> 1 f(z) = 36/253*z^3 - 289/253*z + 1 * -28/9 | 0.077017387011970368546318099586976408352 | 0.010318601442281451484347625668385331660 -20/9 | 0.077017387011970368546318099586976408352 | 0.010318601442281451484347625668385331660 16/3 | 0.077017387011970368546318099586976408352 | 0.010318601442281451484347625668385331660 4/3 | 0.12836058899258246470689483730706973483 | 0.017197438268128966149034877308081741564 f(z) = 27/256*z^3 - 109/48*z + 1 * 55/18 | 0.059756243500506805090841091337832091499 | 0.0074635898234240574073457177385840938553 20/9 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641 -5/2 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641 5/18 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641 f(z) = 27/250*z^3 - 73/120*z + 1 * 20/9 | 0.20879199236263202288580610745269800349 | 0.026304918232417102157507119234802733985 -20/3 | 0.20879199236263202288580610745269800349 | 0.026304918232417102157507119234802733985 40/9 | 0.20879199236263202288580610745269800349 | 0.026304918232417102157507119234802733985 -10/9 | 0.23681930052205910714203500520863058821 | 0.029835973427905693662334690125051044846 f(z) = 27/250*z^3 - 56/15*z + 1 * [ 0 1 ] 17/5 |-> 1 -17/5 |-> 1 f(z) = 25/264*z^3 - 289/264*z + 1 * [ 0 1 ] -19/5 |-> 0 14/5 |-> 0 f(z) = 25/266*z^3 - 291/266*z + 1 * [ -26/5 18/5 ] [ -8/5 26/5 ] f(z) = 25/288*z^3 - 205/72*z + 1 * [ 1 ] -7/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/280*z^3 - 27/280*z + 1 * 7/24 | 0.036037711025782278545218460524001672337 | 0.0056697766856008116484540707285935976640 -19/24 | 0.036037711025782278545218460524001672337 | 0.0056697766856008116484540707285935976640 1/2 | 0.036037711025782278545218460524001672337 | 0.0056697766856008116484540707285935976640 5/24 | 0.10810845728709017873430559917004536603 | 0.017008594419442864956933797119768237872 f(z) = 48/7*z^3 - 277/84*z + 1 * 0 | 0.042679037745598766488019394896381760891 | 0.0077813341611604230399413031483485049406 -16/15 | 0.12803711323679629946405818468914528267 | 0.023344002483481269119823909445045514822 1/15 | 0.12803711323679629946405818468914528267 | 0.023344002483481269119823909445045514822 1 | 0.12803711323679629946405818468914528267 | 0.023344002483481269119823909445045514822 f(z) = 45/8*z^3 - 241/40*z + 1 * [ -8/7 9/14 ] 15/14 |-> 9/14 1/14 |-> 9/14 f(z) = 49/12*z^3 - 241/48*z + 1 * [ -5/6 11/18 ] 7/9 |-> 11/18 1/18 |-> 11/18 f(z) = 54/5*z^3 - 211/30*z + 1 * [ 5/9 1/6 ] -8/9 |-> 5/9 13/18 |-> 5/9 f(z) = 54/13*z^3 - 217/78*z + 1 * [ 7/20 -3/4 ] 13/20 |-> 7/20 1/10 |-> 7/20 f(z) = 40/3*z^3 - 199/30*z + 1 * 5/9 | 0.055866759709080391198154489630841949907 | 0.0096642861867956605358845424865079449689 -5/6 | 0.16759587399927106569942618328607688932 | 0.028992096525545256907394159408469035192 1/9 | 0.16759587399927106569942618328607688932 | 0.028992096525545256907394159408469035192 13/18 | 0.16759587399927106569942618328607688932 | 0.028992096525545256907394159408469035192 f(z) = 54/5*z^3 - 199/30*z + 1 * 1/4 | 0.13914383686076938447305898192182203525 | 0.019414413492777133487773790530909161990 -5/12 | 0.20086418823939937849171404750171883696 | 0.028026109487499714282791483957033069767 7/36 | 0.20086418823939937849171404750171883696 | 0.028026109487499714282791483957033069767 2/9 | 0.20086418823939937849171404750171883696 | 0.028026109487499714282791483957033069767 f(z) = 54*z^3 - 169/24*z + 1 * 1/8 | 0.038817445351181382214596103433897048422 | 0.0061071094801014585442035883812041983735 -13/24 | 0.11645076111255015890898211950793519665 | 0.018321080656428132210991711775202412373 1/24 | 0.11645076111255015890898211950793519665 | 0.018321080656428132210991711775202412373 1/2 | 0.11645076111255015890898211950793519665 | 0.018321080656428132210991711775202412373 f(z) = 48*z^3 - 157/12*z + 1 * 11/20 | 0.056737857368291496560213073313095842475 | 0.0094697810397089429340684393528693873748 9/20 | 0.17021020059332527150778313153557313448 | 0.028408780400024894773965893075549123611 -7/10 | 0.17021020059332527150778313153557313448 | 0.028408780400024894773965893075549123611 1/4 | 0.17021020059332527150778313153557313448 | 0.028408780400024894773965893075549123611 f(z) = 40/3*z^3 - 151/30*z + 1 * [ -13/14 1/14 4/7 ] 11/14 | 0.073607162870796366752332173632673984800 | 0.013945730175086299821013355916594271554 f(z) = 49/6*z^3 - 145/24*z + 1 * -13/20 | 0.14245434360143974381715892308328756001 | 0.023776214059415737202519768487643934978 3/20 | 0.14245434360143974381715892308328756001 | 0.023776214059415737202519768487643934978 1/2 | 0.14245434360143974381715892308328756001 | 0.023776214059415737202519768487643934978 2/5 | 0.16188215045473276777777055117711996635 | 0.027018794683992849243667289285077246575 f(z) = 40/3*z^3 - 139/30*z + 1 * [ 5/14 -6/7 ] 4/7 |-> -6/7 -13/14 |-> -6/7 f(z) = 49/5*z^3 - 129/20*z + 1 * 3/8 | 0.082292183413193124256091743563283321920 | 0.012946946119566429413795600949005869987 -1/2 | 0.12006538504601176500220930455090349231 | 0.018889765789912146087955996428483204135 5/24 | 0.12006538504601176500220930455090349231 | 0.018889765789912146087955996428483204135 7/24 | 0.12006538504601176500220930455090349231 | 0.018889765789912146087955996428483204135 f(z) = 48*z^3 - 109/12*z + 1 * [ 3/14 ] 9/14 |-> 4/7 |-> 3/14 -11/14 |-> 3/14 f(z) = 49/6*z^3 - 97/24*z + 1 * [ 0 1 ] 8/7 |-> 1 -8/7 |-> 1 f(z) = 49/15*z^3 - 64/15*z + 1 * [ 0 1 ] 2/7 |-> 0 -9/7 |-> 0 f(z) = 49/18*z^3 - 67/18*z + 1 * [ 5/9 ] 4/9 |-> 1/9 |-> 5/9 -2/3 |-> 5/9 f(z) = 54/5*z^3 - 62/15*z + 1 * [ 2/7 3/14 ] 5/14 |-> 2/7 -4/7 |-> 2/7 f(z) = 49/3*z^3 - 49/12*z + 1 * [ 0 1 ] 1/7 |-> 0 -8/7 |-> 0 f(z) = 49/8*z^3 - 57/8*z + 1 * [ 0 1 ] [ -8/7 3/7 ] f(z) = 49/10*z^3 - 59/10*z + 1 * [ 1 ] 0 |-> 1 -1 |-> 1 1/7 | 0.056875627390036821030476907464305877685 | 0.014614145318489756145664086059870793872 f(z) = 49/12*z^3 - 49/12*z + 1 * [ -7/10 3/10 ] 3/5 |-> 3/10 1/10 |-> 3/10 f(z) = 50/3*z^3 - 43/6*z + 1 * [ 3/5 1/10 ] -4/5 |-> 3/5 7/10 |-> 3/5 f(z) = 50/7*z^3 - 57/14*z + 1 * [ -1/2 1/6 ] 5/12 |-> 1/6 1/12 |-> 1/6 f(z) = 48*z^3 - 31/3*z + 1 * [ -1/2 ] 2/7 |-> -1/2 3/14 |-> -1/2 1/14 | 0.089624346328059587845223492207805878634 | 0.016980371233755215722050105208728694571 f(z) = 49*z^3 - 37/4*z + 1 * [ 4/7 1/7 ] -6/7 |-> 4/7 5/7 |-> 4/7 f(z) = 49/10*z^3 - 31/10*z + 1 * 1/7 | 0.022237070475148373830151485358758973323 | 0.0057137968281690368673899300271611648153 -1 | 0.066712245041866011212635653279011487424 | 0.017141656071389781293560652166911215919 3/7 | 0.066712245041866011212635653279011487424 | 0.017141656071389781293560652166911215919 4/7 | 0.066712245041866011212635653279011487424 | 0.017141656071389781293560652166911215919 f(z) = 49/12*z^3 - 37/12*z + 1 * [ -1 ] [ 3/7 ] [ 4/7 ] 1/7 | 0.066142067473906261230836325077474530625 | 0.016995149417874315598914234581109863200 f(z) = 49/12*z^3 - 25/12*z + 1 * [ 1/2 ] 1/5 |-> 1/10 |-> 1/2 -3/5 |-> 1/2 f(z) = 50/3*z^3 - 31/6*z + 1 * [ 3/7 ] 2/7 |-> 1/7 |-> 3/7 -4/7 |-> 3/7 f(z) = 49/3*z^3 - 13/3*z + 1 * [ 2/7 ] 3/7 |-> 2/7 -5/7 |-> 2/7 1/7 | 0.057447380485140861557200476651915353242 | 0.014761056802399126569338681667999710066 f(z) = 49/6*z^3 - 19/6*z + 1 * [ 15/7 -16/7 ] [ 16/7 -1/7 ] f(z) = 49/30*z^3 - 271/30*z + 1 * -7/5 | 0.097081432536636000979063854374065262469 | 0.017686743297161015903206688468634593420 11/10 | 0.11141875365125125929511387910847950643 | 0.020298782607844568607485124734813135769 -11/10 | 0.11141875365125125929511387910847950643 | 0.020298782607844568607485124734813135769 0 | 0.11141875365125125929511387910847950643 | 0.020298782607844568607485124734813135769 f(z) = 40/21*z^3 - 242/105*z + 1 * [ 3/2 ] -1/10 |-> 3/2 -7/5 |-> 3/2 3/5 | 0.12518654758424068986845552704172811024 | 0.023391230571153278494303927312684819977 f(z) = 50/21*z^3 - 211/42*z + 1 * [ -7/5 9/10 ] -8/5 |-> -7/5 7/10 |-> -7/5 f(z) = 50/21*z^3 - 193/42*z + 1 * [ 1/2 ] 5/14 |-> 4/7 |-> 1/2 -15/14 |-> 1/2 f(z) = 49/30*z^3 - 169/120*z + 1 * 10/7 | 0.099349337654492109138978261444600950216 | 0.020715945934233884065649476231786135791 -1/7 | 0.099349337654492109138978261444600950216 | 0.020715945934233884065649476231786135791 6/7 | 0.10441226391204636004371178933417087297 | 0.021771648056630113543073433413940568783 5/7 | 0.12473604293804772040195446812025779610 | 0.026009485141625757122593150820078501895 f(z) = 49/30*z^3 - 121/30*z + 1 * 2/5 | 0.038328538228299207479394033556511163222 | 0.0079921209785716320332383181745430215291 0 | 0.11498316597498867263588535606045241632 | 0.023975852340040279307442538374096953782 -11/10 | 0.11498316597498867263588535606045241632 | 0.023975852340040279307442538374096953782 11/10 | 0.11498316597498867263588535606045241632 | 0.023975852340040279307442538374096953782 f(z) = 50/21*z^3 - 121/42*z + 1 * [ 6/5 ] -1/10 |-> 6/5 -11/10 |-> 6/5 0 | 0.13321743766077480883673361820079730633 | 0.027240884887336420052813732165684005589 f(z) = 50/33*z^3 - 133/66*z + 1 * -26/15 | 0.035626550476251185328661036051377901211 | 0.0058619031936666726794985234056955976844 14/15 | 0.10687965142875355598598310815413370363 | 0.017585709581000018038495570217086793053 -8/5 | 0.10687965142875355598598310815413370363 | 0.017585709581000018038495570217086793053 2/3 | 0.10687965142875355598598310815413370363 | 0.017585709581000018038495570217086793053 f(z) = 45/32*z^3 - 109/40*z + 1 * 1/5 | 0.036035373130653950094543569323021846845 | 0.0076812408790139349840773128476719311458 7/10 | 0.10810780514773645937005875217092273701 | 0.023044081969970619449291457231926674128 -6/5 | 0.10810780514773645937005875217092273701 | 0.023044081969970619449291457231926674128 1/2 | 0.10810780514773645937005875217092273701 | 0.023044081969970619449291457231926674128 f(z) = 50/21*z^3 - 109/42*z + 1 * [ 1 0 ] 9/7 |-> 1 -9/7 |-> 1 f(z) = 49/32*z^3 - 81/32*z + 1 * [ 5/7 1/7 ] 4/7 |-> 1/7 -9/7 |-> 1/7 f(z) = 49/30*z^3 - 61/30*z + 1 * [ 1 ] 0 |-> 1 -1 |-> 1 1/7 | 0.089853445911228615017007583317683381835 | 0.023087768454995219169161598622548403927 f(z) = 49/24*z^3 - 49/24*z + 1 * [ -12/7 ] [ 3/14 ] [ 3/2 ] 6/7 | 0.13671531241577020777936844501745565583 | 0.022771133248790036047171790745311097786 f(z) = 49/27*z^3 - 15/4*z + 1 * [ 0 1 ] 4/7 |-> 0 -11/7 |-> 0 f(z) = 49/44*z^3 - 93/44*z + 1 * [ 0 1 ] 10/7 |-> 1 -10/7 |-> 1 f(z) = 49/51*z^3 - 100/51*z + 1 * [ 2 ] -2/7 |-> 2 -12/7 |-> 2 6/7 | 0.11379901516191981629628094522560800396 | 0.022107651727363656473477407086022536426 f(z) = 49/48*z^3 - 43/12*z + 1 * [ -15/7 11/7 ] -1/7 |-> 11/7 16/7 |-> 11/7 f(z) = 49/60*z^3 - 241/60*z + 1 * [ 7/10 1/5 ] -8/5 |-> 1/5 9/10 |-> 1/5 f(z) = 50/63*z^3 - 193/126*z + 1 * 0 | 0.061590139919373375093705911941740095366 | 0.012006112272783335766960648540078688227 -13/7 | 0.061590139919373375093705911941740095366 | 0.012006112272783335766960648540078688227 13/7 | 0.061590139919373375093705911941740095366 | 0.012006112272783335766960648540078688227 -12/7 | 0.081278200848747937463696256048638426641 | 0.015844016688342503201919375724211674280 f(z) = 49/60*z^3 - 169/60*z + 1 * [ 1 0 ] 11/7 |-> 1 -11/7 |-> 1 f(z) = 49/72*z^3 - 121/72*z + 1 * [ 0 1 ] 6/7 |-> 0 -13/7 |-> 0 f(z) = 49/78*z^3 - 127/78*z + 1 * [ -18/7 16/7 ] [ -2/7 18/7 ] f(z) = 49/64*z^3 - 89/16*z + 1 * [ 4/7 ] -9/7 |-> 4/7 5/7 |-> 4/7 -11/7 | 0.069655630597491520602536589410111974132 | 0.016944239326958559613357916593844213895 f(z) = 49/60*z^3 - 61/60*z + 1 * [ 2/21 6/7 ] -38/21 |-> 2/21 20/21 |-> 2/21 f(z) = 49/80*z^3 - 271/180*z + 1 * [ 0 1 ] -12/7 |-> 1 12/7 |-> 1 f(z) = 49/95*z^3 - 144/95*z + 1 * 6/7 | 0.11698468354476969857612344304559093824 | 0.018638095941472723936992677721922798165 -22/7 | 0.16665315742890680474162589832543864900 | 0.026551318027206769725007555604706898520 -2/7 | 0.16665315742890680474162589832543864900 | 0.026551318027206769725007555604706898520 24/7 | 0.16665315742890680474162589832543864900 | 0.026551318027206769725007555604706898520 f(z) = 49/96*z^3 - 133/24*z + 1 * [ -20/7 18/7 ] -2/7 |-> 18/7 22/7 |-> 18/7 f(z) = 49/80*z^3 - 111/20*z + 1 * [ 9/20 ] -3/20 |-> 6/5 |-> 9/20 -33/20 |-> 9/20 f(z) = 50/81*z^3 - 97/72*z + 1 * [ -3 ] -18/7 |-> 9/7 |-> -3 12/7 |-> -3 f(z) = 49/81*z^3 - 37/9*z + 1 * 2/15 | 0.097314410656292493845207426055887936082 | 0.014442298647045951408481581197787341391 28/15 | 0.097314410656292493845207426055887936082 | 0.014442298647045951408481581197787341391 -2 | 0.097314410656292493845207426055887936082 | 0.014442298647045951408481581197787341391 -4/5 | 0.14361544024411552231876602172393878133 | 0.021313771150073563289620916860261728238 f(z) = 45/112*z^3 - 211/140*z + 1 * [ 45/28 -20/7 ] -5/28 |-> 45/28 85/28 |-> 45/28 f(z) = 49/125*z^3 - 273/80*z + 1 * -10/3 | 0.044673569863680850577010968768350936905 | 0.0051042293923934380644676686200877542171 -5/24 | 0.075549994219100794163891272710008739288 | 0.0086320502763715180212690679863360566033 -5/8 | 0.091162451231880011674920997323504377059 | 0.010415869259615423153893163399198830590 5/6 | 0.13401300535941152947139386741115289508 | 0.015311807921457369580602562879614985048 f(z) = 48/125*z^3 - 253/60*z + 1 * [ 10/3 ] 5/3 |-> -5/2 |-> 10/3 -5/6 |-> 10/3 f(z) = 42/125*z^3 - 91/30*z + 1 * 35/12 | 0.093387004288233536058852802584379596790 | 0.013024469637127411066532664763821256050 5/2 | 0.12007366158621372484823347794409578419 | 0.016746396048014129259383463267969660839 -10/3 | 0.12007366158621372484823347794409578419 | 0.016746396048014129259383463267969660839 5/6 | 0.12007366158621372484823347794409578419 | 0.016746396048014129259383463267969660839 f(z) = 48/125*z^3 - 52/15*z + 1 * [ -4 ] 20/7 |-> -4 8/7 |-> -4 4/7 | 0.16004955699950475779732676735614871664 | 0.024867280569775230024366161820550503698 f(z) = 49/128*z^3 - 39/8*z + 1 * [ 5/9 ] -20/9 |-> -5/3 |-> 5/9 10/9 |-> 5/9 f(z) = 54/125*z^3 - 14/15*z + 1 * [ 10/9 ] -5/3 |-> -5/18 |-> 10/9 -5/6 |-> 10/9 f(z) = 54/125*z^3 - 13/30*z + 1 * [ 0 1 ] 9/7 |-> 0 -16/7 |-> 0 f(z) = 49/144*z^3 - 193/144*z + 1 * [ -22/7 18/7 ] [ -4/7 22/7 ] f(z) = 49/144*z^3 - 139/36*z + 1 * [ 0 1 ] -15/7 |-> 1 15/7 |-> 1 f(z) = 49/176*z^3 - 225/176*z + 1 * [ 0 1 ] -17/7 |-> 0 10/7 |-> 0 f(z) = 49/170*z^3 - 219/170*z + 1 * [ 2/7 ] 22/7 | 0.032269231009953843219146944016425367305 | 0.0053769372166645828172556964680648711489 18/7 | 0.096807693029861529657440832049276101914 | 0.016130811649993748451767089404194613447 8/7 | 0.16064174462489289476536316428336846838 | 0.026767312024171777809113007058253808238 f(z) = 49/160*z^3 - 101/40*z + 1 * [ 10/7 -2/7 ] 8/7 |-> -2/7 -18/7 |-> -2/7 f(z) = 49/160*z^3 - 61/40*z + 1 * [ 3 ] -9/7 |-> 3 -12/7 |-> 3 -6/7 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066 f(z) = 49/162*z^3 - 37/18*z + 1 * [ 0 1 ] -18/7 |-> 0 11/7 |-> 0 f(z) = 49/198*z^3 - 247/198*z + 1 * [ 15/4 ] 3/2 |-> -33/20 |-> 15/4 -21/10 |-> 15/4 f(z) = 40/189*z^3 - 157/70*z + 1 * [ 21/5 ] 33/10 |-> -6/5 |-> 21/5 -3 |-> 21/5 f(z) = 40/189*z^3 - 104/35*z + 1 * [ 0 1 ] 16/7 |-> 1 -16/7 |-> 1 f(z) = 49/207*z^3 - 256/207*z + 1 * [ -26/7 22/7 ] -4/7 |-> 22/7 30/7 |-> 22/7 f(z) = 49/208*z^3 - 199/52*z + 1 * [ 0 1 ] 12/7 |-> 0 -19/7 |-> 0 f(z) = 49/228*z^3 - 277/228*z + 1 * [ 0 1 ] -17/7 |-> 1 17/7 |-> 1 f(z) = 49/240*z^3 - 289/240*z + 1 * -17/15 | 0.15682416384266152218148766282157321680 | 0.027676024499119019918223733475366264786 0 | 0.15682416384266152218148766282157321680 | 0.027676024499119019918223733475366264786 17/15 | 0.15682416384266152218148766282157321680 | 0.027676024499119019918223733475366264786 1/15 | 0.16583104780740036183012768896715458323 | 0.029265541925265966438158556502916586700 f(z) = 75/8*z^3 - 289/24*z + 1 * -15/16 | 0.090877992954472316523169360060874722427 | 0.016388653720169920892015677480955967321 11/16 | 0.090877992954472316523169360060874722427 | 0.016388653720169920892015677480955967321 1/4 | 0.090877992954472316523169360060874722427 | 0.016388653720169920892015677480955967321 9/16 | 0.095164712869233603234577763913903019406 | 0.017161707415508179425064509353158863303 f(z) = 64/15*z^3 - 181/60*z + 1 * [ 3/5 ] -13/15 |-> -11/15 |-> 3/5 2/15 |-> 3/5 f(z) = 75/11*z^3 - 103/33*z + 1 * [ 0 1 ] 9/8 |-> 1 -9/8 |-> 1 f(z) = 64/17*z^3 - 81/17*z + 1 * [ 7/12 -5/6 ] 1/3 |-> -5/6 -11/12 |-> -5/6 f(z) = 72/7*z^3 - 93/14*z + 1 * [ 4/15 ] 2/15 |-> 1/10 |-> 4/15 -11/30 |-> 4/15 f(z) = 75*z^3 - 97/12*z + 1 * [ 3/16 ] -9/16 | 0.11171897886727615065003976271599518070 | 0.020147052098124775621716295874438660692 1/4 | 0.11171897886727615065003976271599518070 | 0.020147052098124775621716295874438660692 5/16 | 0.11171897886727615065003976271599518070 | 0.020147052098124775621716295874438660692 f(z) = 64/3*z^3 - 61/12*z + 1 * [ 0 1 ] 1/8 |-> 0 -9/8 |-> 0 f(z) = 64/9*z^3 - 73/9*z + 1 * [ 1 ] 1/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/15*z^3 - 64/15*z + 1 * [ 1/4 ] 5/8 | 0.080157468410156320548804029131169123878 | 0.019273797027591044253941289687441150619 -1 | 0.080157468410156320548804029131169123878 | 0.019273797027591044253941289687441150619 3/8 | 0.080157468410156320548804029131169123878 | 0.019273797027591044253941289687441150619 f(z) = 64/15*z^3 - 49/15*z + 1 * [ -5/12 1/6 ] 1/3 |-> 1/6 1/12 |-> 1/6 f(z) = 72*z^3 - 21/2*z + 1 * [ 8/15 1/5 ] -14/15 |-> 8/15 11/15 |-> 8/15 f(z) = 75/22*z^3 - 163/66*z + 1 * 2/15 | 0.058183085378202364503541521866643579808 | 0.0095732988301300634262680700892218824836 -2/15 | 0.17454615528534442434408097399172703706 | 0.028719386284435560006047045045644961928 2/5 | 0.17454615528534442434408097399172703706 | 0.028719386284435560006047045045644961928 6/5 | 0.17557510070937705591250728898594064231 | 0.028888686381880196650509738555077559603 f(z) = 75/32*z^3 - 109/24*z + 1 * [ 0 1 ] 3/8 |-> 0 -11/8 |-> 0 f(z) = 64/33*z^3 - 97/33*z + 1 * [ 1 ] 3/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/21*z^3 - 64/21*z + 1 * [ 3/4 ] 1/8 |-> 3/4 -7/8 |-> 3/4 -1 | 0.080661708566213883024346207332855647399 | 0.019395041156351264651476531805117810370 f(z) = 64/21*z^3 - 43/21*z + 1 * [ 3/5 ] -7/5 |-> -16/15 |-> 3/5 7/15 |-> 3/5 f(z) = 75/56*z^3 - 193/168*z + 1 * [ 0 1 ] 11/8 |-> 1 -11/8 |-> 1 f(z) = 64/57*z^3 - 121/57*z + 1 * [ 1 ] -5/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/45*z^3 - 64/45*z + 1 * [ 0 1 ] -13/8 |-> 0 5/8 |-> 0 f(z) = 64/65*z^3 - 129/65*z + 1 * [ 3/16 ] 15/16 |-> -39/16 |-> 3/16 9/4 |-> 3/16 f(z) = 64/81*z^3 - 157/36*z + 1 * [ -4/15 8/5 ] 4/5 | 0.089854485761489505760226858605444387799 | 0.013253026655433825684074748084893210796 28/15 | 0.19374267959743981092126312611625897104 | 0.028575945599596529245486230006732194066 f(z) = 75/128*z^3 - 55/24*z + 1 * -8/15 | 0.19254095856896266343196745508790884668 | 0.029468500336454694248880470861172152467 -28/15 | 0.19254191710529458678252345316333916970 | 0.029468647040971124035793329958981062412 4/15 | 0.19254191710529458678252345316333916970 | 0.029468647040971124035793329958981062412 8/5 | 0.19254191710529458678252345316333916970 | 0.029468647040971124035793329958981062412 f(z) = 75/128*z^3 - 43/24*z + 1 * [ -5/2 5/4 ] -35/12 |-> -5/2 5/3 |-> -5/2 f(z) = 72/125*z^3 - 37/10*z + 1 * [ 0 1 ] 9/8 |-> 0 -17/8 |-> 0 f(z) = 64/153*z^3 - 217/153*z + 1 * [ 0 1 ] -15/8 |-> 1 15/8 |-> 1 f(z) = 64/161*z^3 - 225/161*z + 1 * [ 0 1 ] -19/8 |-> 0 11/8 |-> 0 f(z) = 64/209*z^3 - 273/209*z + 1 * [ 0 1 ] -17/8 |-> 1 17/8 |-> 1 f(z) = 64/225*z^3 - 289/225*z + 1 * [ 1 ] -7/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/231*z^3 - 64/231*z + 1 * 12/5 | 0.16229225907795102777608012047383052049 | 0.020360119574247015269053079799296806381 4/5 | 0.19557535182916257795634560389787825537 | 0.024535597517960513212181376784695176164 -52/15 | 0.23106819604753492680528573248715546399 | 0.028988296349203538884841327815565391510 -16/5 | 0.23192676684579570012745219923621998274 | 0.029096006995508301335574544307288635618 f(z) = 75/256*z^3 - 181/48*z + 1 * [ 0 1 ] 1/9 |-> 0 -10/9 |-> 0 f(z) = 81/10*z^3 - 91/10*z + 1 * [ 0 1 ] 10/9 |-> 1 -10/9 |-> 1 f(z) = 81/19*z^3 - 100/19*z + 1 * [ -9/14 1/7 ] 4/7 |-> 1/7 1/14 |-> 1/7 f(z) = 98/3*z^3 - 73/6*z + 1 * -1/3 | 0.041701656831824924325629278806459753407 | 0.0065608795599379865944256404013129456765 1/8 | 0.041701656831824924325629278806459753407 | 0.0065608795599379865944256404013129456765 5/24 | 0.041701656831824924325629278806459753407 | 0.0065608795599379865944256404013129456765 1/6 | 0.12510290326263299353252544201391012531 | 0.019682313444158408738737346738870588781 f(z) = 96*z^3 - 49/6*z + 1 * [ 5/14 1/7 ] 3/14 |-> 1/7 -4/7 |-> 1/7 f(z) = 98/5*z^3 - 49/10*z + 1 * [ -1/2 ] [ 3/14 ] [ 2/7 ] 1/7 | 0.13301981160956202221202153347893784196 | 0.025202145121446573249334829741214069710 f(z) = 98/3*z^3 - 31/6*z + 1 * [ 2/7 ] -15/14 |-> 2/7 11/14 |-> 2/7 1/2 | 0.15363939791203600103153170317860117527 | 0.029108764744878561237336426393507545829 f(z) = 98/33*z^3 - 181/66*z + 1 * [ 0 1 ] 2/9 |-> 0 -11/9 |-> 0 f(z) = 81/22*z^3 - 103/22*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 1/9 | 0.088619405100121722652810669545764972946 | 0.020166214690616301562471463314592434425 f(z) = 81/20*z^3 - 81/20*z + 1 * [ 5/14 3/7 ] -8/7 |-> 3/7 11/14 |-> 3/7 f(z) = 98/55*z^3 - 201/110*z + 1 * [ 0 1 ] -11/9 |-> 1 11/9 |-> 1 f(z) = 81/40*z^3 - 121/40*z + 1 * [ 0 1 ] 4/9 |-> 0 -13/9 |-> 0 f(z) = 81/52*z^3 - 133/52*z + 1 * [ 0 1 ] -14/9 |-> 0 5/9 |-> 0 f(z) = 81/70*z^3 - 151/70*z + 1 * [ 0 1 ] -13/9 |-> 1 13/9 |-> 1 f(z) = 81/88*z^3 - 169/88*z + 1 * [ 20/9 -22/9 ] [ 22/9 -2/9 ] f(z) = 81/80*z^3 - 131/20*z + 1 * [ -15/7 9/14 ] 12/7 |-> -15/7 -33/14 |-> -15/7 f(z) = 98/81*z^3 - 97/18*z + 1 * [ -20/9 ] [ 2/9 ] [ 2 ] 4/3 | 0.13999622200591727593057974895477437079 | 0.024782591688980220210273156486419104953 f(z) = 81/80*z^3 - 71/20*z + 1 * [ 3/2 ] 9/14 |-> -3/14 |-> 3/2 -9/7 |-> 3/2 f(z) = 98/81*z^3 - 43/18*z + 1 * [ 9/14 3/14 ] 15/14 |-> 9/14 -9/7 |-> 9/14 f(z) = 98/81*z^3 - 31/18*z + 1 * [ 0 1 ] -16/9 |-> 0 7/9 |-> 0 f(z) = 81/112*z^3 - 193/112*z + 1 * [ 0 1 ] 14/9 |-> 1 -14/9 |-> 1 f(z) = 81/115*z^3 - 196/115*z + 1 * [ 15/7 ] -5/3 |-> 15/7 -10/21 |-> 15/7 55/42 | 0.20590358707993215384036318465555308176 | 0.023371940247947237617564316844538270154 f(z) = 84/125*z^3 - 268/105*z + 1 * [ 0 1 ] 8/9 |-> 0 -17/9 |-> 0 f(z) = 81/136*z^3 - 217/136*z + 1 * [ -5/28 10/7 ] 15/28 |-> -5/28 -55/28 |-> -5/28 f(z) = 98/125*z^3 - 97/40*z + 1 * [ 3/2 ] -12/7 |-> -3/7 |-> 3/2 -15/14 |-> 3/2 f(z) = 98/135*z^3 - 13/10*z + 1 * [ 0 1 ] -16/9 |-> 1 16/9 |-> 1 f(z) = 81/175*z^3 - 256/175*z + 1 * [ 22/9 -26/9 ] [ 26/9 -4/9 ] f(z) = 81/176*z^3 - 191/44*z + 1 * -2 | 0.096244171470458417641129358387465524298 | 0.016036913532489404844941034835543587603 -22/9 | 0.097322713063594811541727104152650735277 | 0.016216628085652042536935415224632307415 8/9 | 0.15083248016225557217956789551156544312 | 0.025132820048177975754705524127979247183 10/9 | 0.16509214741174459057088692712771384885 | 0.027508870952749570647083592271215443665 f(z) = 81/160*z^3 - 101/40*z + 1 * [ 0 1 ] -19/9 |-> 0 10/9 |-> 0 f(z) = 81/190*z^3 - 271/190*z + 1 * [ 0 1 ] -17/9 |-> 1 17/9 |-> 1 f(z) = 81/208*z^3 - 289/208*z + 1 * [ 8/3 ] -10/9 |-> 8/3 -14/9 |-> 8/3 -2 | 0.10021566762694518244799098797655671426 | 0.016489234412672860866259489944827278230 f(z) = 81/224*z^3 - 109/56*z + 1 * [ -4 ] 20/9 |-> -4 16/9 |-> -4 28/9 | 0.17981237219021019586317795495206826916 | 0.026122372270190362032845639421096611298 f(z) = 81/256*z^3 - 61/16*z + 1 * [ 0 1 ] 1/10 |-> 0 -11/10 |-> 0 f(z) = 100/11*z^3 - 111/11*z + 1 * [ 1/4 ] 1/5 |-> 1/4 -9/20 |-> 1/4 3/20 | 0.13616803055653235105677497468422230994 | 0.022727002636151665466328833427602145797 f(z) = 100/3*z^3 - 61/12*z + 1 * [ 0 1 ] 11/10 |-> 1 -11/10 |-> 1 f(z) = 100/21*z^3 - 121/21*z + 1 * [ 0 1 ] 3/10 |-> 0 -13/10 |-> 0 f(z) = 100/39*z^3 - 139/39*z + 1 * [ 0 1 ] 13/10 |-> 1 -13/10 |-> 1 f(z) = 100/69*z^3 - 169/69*z + 1 * [ -9/5 6/5 ] 9/10 |-> -9/5 -21/10 |-> -9/5 f(z) = 100/81*z^3 - 37/9*z + 1 * [ 0 1 ] -17/10 |-> 0 7/10 |-> 0 f(z) = 100/119*z^3 - 219/119*z + 1 * [ 0 1 ] 9/10 |-> 0 -19/10 |-> 0 f(z) = 100/171*z^3 - 271/171*z + 1 * [ 0 1 ] -17/10 |-> 1 17/10 |-> 1 f(z) = 100/189*z^3 - 289/189*z + 1 * 3/25 | 0.16170173586391782701132738293981475169 | 0.025117734367795754307202713566769392708 -17/25 | 0.16202655903290447776989394646562920420 | 0.025168190363407195901630532548302460689 2/25 | 0.16202655903290447776989394646562920420 | 0.025168190363407195901630532548302460689 3/5 | 0.16202655903290447776989394646562920420 | 0.025168190363407195901630532548302460689 f(z) = 125/6*z^3 - 259/30*z + 1 * -4/5 | 0.066112685770463803301741212144735562396 | 0.0086838123879026642540334486909481287806 26/45 | 0.066112685770463803301741212144735562396 | 0.0086838123879026642540334486909481287806 2/9 | 0.066112685770463803301741212144735562396 | 0.0086838123879026642540334486909481287806 2/15 | 0.19833599007854963046086124202873755228 | 0.026051165635453605258768906763934509164 f(z) = 135/16*z^3 - 259/60*z + 1 * [ 3/25 ] 2/25 | 0.061894873551709856620529166988837872320 | 0.0096143618019567729030578627954056206620 7/25 | 0.18288921674643040793421163603865340465 | 0.028408864879700499497921959257777745837 2/5 | 0.18568124914358035168873141256279922401 | 0.028842561696393368596957084262086415230 f(z) = 125/6*z^3 - 229/30*z + 1 * [ 5/22 ] -17/22 |-> 5/22 6/11 |-> 5/22 4/11 | 0.16115477198283628656934752708282840363 | 0.026068029542549137881612557431384848738 f(z) = 121/15*z^3 - 229/60*z + 1 * [ -4/11 5/44 ] 13/44 |-> 5/44 3/44 |-> 5/44 f(z) = 121*z^3 - 217/16*z + 1 * 13/25 | 0.039638981439961844780733058379198191140 | 0.0061572709847520899918902842526961059184 2/25 | 0.039638981439961844780733058379198191140 | 0.0061572709847520899918902842526961059184 -3/5 | 0.039638981439961844780733058379198191140 | 0.0061572709847520899918902842526961059184 12/25 | 0.11891188705256170708291504253202298400 | 0.018471027390040844807346096571892647621 f(z) = 125/6*z^3 - 199/30*z + 1 * [ 1/2 ] 2/11 |-> 1/2 -15/22 |-> 1/2 5/22 | 0.089415555252578349261828187491323583243 | 0.014463656938039025066321416648052375121 f(z) = 121/15*z^3 - 181/60*z + 1 * [ 0 1 ] 1/11 |-> 0 -12/11 |-> 0 f(z) = 121/12*z^3 - 133/12*z + 1 * [ 1 ] 1/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/12*z^3 - 125/12*z + 1 * [ 1 ] 4/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/18*z^3 - 125/18*z + 1 * [ 1 ] 1/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/15*z^3 - 128/15*z + 1 * [ 3/22 4/11 ] 9/22 | 0.041824638619084352972919352642530243920 | 0.0067654584578162716890285722404756846255 7/22 | 0.12547184862441127947439566352212159685 | 0.020296040982564029019591751929408013038 f(z) = 121/6*z^3 - 121/24*z + 1 * [ 5/8 1/16 ] -3/4 |-> 5/8 11/16 |-> 5/8 f(z) = 128/11*z^3 - 133/22*z + 1 * [ 3/16 ] -13/16 |-> 3/16 5/8 |-> 3/16 1/8 | 0.070675380236127250471056653325193295230 | 0.012745377572450329986824632007715535542 f(z) = 128/15*z^3 - 139/30*z + 1 * 5/8 | 0.030166120780357301233852287243593006800 | 0.0054400641065848731792002539350115233562 9/16 | 0.090496947247583843621441314324432514507 | 0.016319937126209917219709064105067888016 5/16 | 0.13246199761788519604567396670590171846 | 0.023887783383696082046577361934105691298 3/8 | 0.16338686687179805078764909531367209924 | 0.029464677822791038705653179556550010847 f(z) = 128/15*z^3 - 121/30*z + 1 * [ -1/2 ] [ 3/22 ] [ 4/11 ] 7/22 | 0.14963311816317768036097850904045674152 | 0.024204313014304644073062676295645646064 f(z) = 121/3*z^3 - 85/12*z + 1 * [ -1 ] 1/11 |-> 3/11 |-> -1 8/11 |-> -1 f(z) = 121/12*z^3 - 97/12*z + 1 * [ 5/16 ] 1/4 |-> 3/8 |-> 5/16 -11/16 |-> 5/16 f(z) = 128/15*z^3 - 91/30*z + 1 * [ -9/11 5/11 ] 8/11 |-> 5/11 1/11 |-> 5/11 f(z) = 121/12*z^3 - 73/12*z + 1 * 6/11 | 0.093883463000799788582972363832774682032 | 0.019576222545206642722548338510624100901 5/11 | 0.14148404658932433754344327978545811425 | 0.029501715148762705595610964575531665893 -9/11 | 0.14148404658932433754344327978545811425 | 0.029501715148762705595610964575531665893 4/11 | 0.14148404658932433754344327978545811425 | 0.029501715148762705595610964575531665893 f(z) = 121/15*z^3 - 61/15*z + 1 * 14/25 | 0.044730702836943448744344214665729636706 | 0.0069481870799994250240217698478127646151 6/25 | 0.044730702836943448744344214665729636706 | 0.0069481870799994250240217698478127646151 -4/5 | 0.044730702836943448744344214665729636706 | 0.0069481870799994250240217698478127646151 4/25 | 0.13418819567470803004755156200245313601 | 0.020843953444554274618980202109261079490 f(z) = 125/16*z^3 - 79/20*z + 1 * [ -7/11 4/11 ] 6/11 |-> 4/11 1/11 |-> 4/11 f(z) = 121/6*z^3 - 43/6*z + 1 * [ 3/11 ] 2/11 |-> 5/11 |-> 3/11 -8/11 |-> 3/11 f(z) = 121/15*z^3 - 49/15*z + 1 * [ 4/11 ] -8/11 |-> -7/11 |-> 4/11 3/11 |-> 4/11 f(z) = 121/12*z^3 - 37/12*z + 1 * -7/16 | 0.021772372782465449007613635031334734651 | 0.0039263617802060931187085104042566259558 3/16 | 0.021772372782465449007613635031334734651 | 0.0039263617802060931187085104042566259558 1/4 | 0.021772372782465449007613635031334734651 | 0.0039263617802060931187085104042566259558 1/8 | 0.065312061080072519763556772488432614531 | 0.011778173328807212432828264769172206225 f(z) = 128/3*z^3 - 37/6*z + 1 * [ 1/11 ] 13/11 |-> -15/11 |-> 1/11 14/11 |-> 1/11 f(z) = 121/21*z^3 - 211/21*z + 1 * [ -15/11 4/11 ] 14/11 |-> 4/11 1/11 |-> 4/11 f(z) = 121/30*z^3 - 211/30*z + 1 * [ 1/2 ] -19/22 |-> -8/11 |-> 1/2 5/22 |-> 1/2 f(z) = 121/20*z^3 - 201/80*z + 1 * 1/11 | 0.031405005434299071072721720389256165595 | 0.0060411702162022784250807626965860746012 0 | 0.094211644791347995045309072764054103837 | 0.018122862093547759437862408416411844750 5/11 | 0.094211644791347995045309072764054103837 | 0.018122862093547759437862408416411844750 -14/11 | 0.094211644791347995045309072764054103837 | 0.018122862093547759437862408416411844750 f(z) = 121/30*z^3 - 181/30*z + 1 * [ 0 1 ] 12/11 |-> 1 -12/11 |-> 1 f(z) = 121/23*z^3 - 144/23*z + 1 * [ 0 1 ] 1/11 | 0.13209868298549042339343084897527322226 | 0.026543249010794078426571277708027551318 9/11 | 0.14304108335392250369023839206545846126 | 0.028741960240844721275797098759793326303 f(z) = 121/24*z^3 - 145/24*z + 1 * [ 0 1 ] 2/11 |-> 0 -13/11 |-> 0 f(z) = 121/26*z^3 - 147/26*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 1/11 | 0.14043306699941399739587389168386157536 | 0.029282568882903514164551022914836073368 f(z) = 121/20*z^3 - 121/20*z + 1 * [ 2/11 ] 10/11 | 0.13362337970228295570236655894783788788 | 0.027079559343726272858565527861913970009 -13/11 | 0.13362337970228295570236655894783788788 | 0.027079559343726272858565527861913970009 3/11 | 0.13362337970228295570236655894783788788 | 0.027079559343726272858565527861913970009 f(z) = 121/30*z^3 - 139/30*z + 1 * [ 1 ] 2/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/21*z^3 - 125/21*z + 1 * [ 1 ] -6/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/33*z^3 - 125/33*z + 1 * [ 1 ] 4/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/36*z^3 - 125/36*z + 1 * [ 1 ] 3/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/21*z^3 - 128/21*z + 1 * 5/11 | 0.079189327417054983065160800246269316232 | 0.016512257294006037680312004712083992495 6/11 | 0.079189327417054983065160800246269316232 | 0.016512257294006037680312004712083992495 -1 | 0.079189327417054983065160800246269316232 | 0.016512257294006037680312004712083992495 4/11 | 0.089414054727561083122977157630501111222 | 0.018644278534986618366320752291960453496 f(z) = 121/30*z^3 - 91/30*z + 1 * [ 6/11 2/11 ] 8/11 |-> 6/11 -10/11 |-> 6/11 f(z) = 121/32*z^3 - 21/8*z + 1 * [ 5/11 -16/11 ] 1/11 |-> 5/11 15/11 |-> 5/11 f(z) = 121/40*z^3 - 241/40*z + 1 * 26/25 | 0.16995972040924500784344531942193014424 | 0.024478859806742197133906220306418190778 -36/25 | 0.16995972040924500784344531942193014424 | 0.024478859806742197133906220306418190778 2/5 | 0.16995972040924500784344531942193014424 | 0.024478859806742197133906220306418190778 6/25 | 0.17346480326098086162462987915692023962 | 0.024983687842067624580030798438194549149 f(z) = 125/48*z^3 - 259/60*z + 1 * 14/11 | 0.053003106129902779186986790101843052168 | 0.0099036829467445017477242541624884288723 1/11 | 0.053003106129902779186986790101843052168 | 0.0099036829467445017477242541624884288723 -15/11 | 0.053003106129902779186986790101843052168 | 0.0099036829467445017477242541624884288723 6/11 | 0.15900839558806806919040102651089583690 | 0.029710876413831823140863096948124005286 f(z) = 121/42*z^3 - 211/42*z + 1 * 2/25 | 0.13864982022377556036474361308650349821 | 0.020576830271350141392199402926313248859 28/25 | 0.13864982022377556036474361308650349821 | 0.020576830271350141392199402926313248859 -6/5 | 0.13864982022377556036474361308650349821 | 0.020576830271350141392199402926313248859 4/5 | 0.17165921376375071813142316487462510567 | 0.025475709239501858023883094014484898982 f(z) = 125/48*z^3 - 211/60*z + 1 * [ 6/25 ] 14/25 | 0.15859348283715083000820795986015294698 | 0.023742963975031186623493565237597348244 -34/25 | 0.16692970503610858925404454053674662393 | 0.024990976313349950405095013147940066253 2/5 | 0.16692970503610858925404454053674662393 | 0.024990976313349950405095013147940066253 f(z) = 125/48*z^3 - 199/60*z + 1 * [ 0 1 ] 3/11 |-> 0 -14/11 |-> 0 f(z) = 121/42*z^3 - 163/42*z + 1 * [ 1 0 ] 13/11 |-> 1 -13/11 |-> 1 f(z) = 121/48*z^3 - 169/48*z + 1 * [ 1 ] 2/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/42*z^3 - 125/42*z + 1 * [ 1 ] 3/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/48*z^3 - 125/48*z + 1 * [ 1 ] -5/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/45*z^3 - 128/45*z + 1 * [ -2 ] 18/11 |-> -2 4/11 |-> -2 20/11 | 0.16893566143892297763483958843937397647 | 0.028057632670893682426504251421780775725 f(z) = 121/48*z^3 - 103/12*z + 1 * [ 2/11 ] 14/11 | 0.056514297307809327313145218754330449376 | 0.010477975503894256430500546804150083081 10/11 | 0.072121800927931354698428288452274353552 | 0.013371668753194937969053766759515605151 6/11 | 0.15339604022122721715058811597164620512 | 0.028440235982732422041981736626112078247 f(z) = 121/48*z^3 - 55/12*z + 1 * -14/11 | 0.028049893616501332484591151813719135814 | 0.0054492323873003099111829346273716028983 2/11 | 0.028049893616501332484591151813719135814 | 0.0054492323873003099111829346273716028983 12/11 | 0.028049893616501332484591151813719135814 | 0.0054492323873003099111829346273716028983 4/11 | 0.084142667164119012101748781838217930964 | 0.016346334618353466393477273252902148528 f(z) = 121/48*z^3 - 43/12*z + 1 * [ 6/11 ] 4/11 |-> 6/11 -10/11 |-> 6/11 -12/11 | 0.13736432053830665276841684694673612115 | 0.028642685545228369732599932704866512711 f(z) = 121/48*z^3 - 19/12*z + 1 * 7/11 | 0.099015180700272668769597888877048233048 | 0.017474007191868574721148819912228553694 3/11 | 0.13965564344546258857425069448590216415 | 0.024646157293174807216667400880447421742 13/11 | 0.15176769215136585348501380178758241026 | 0.026783668174823213702544997163188113338 12/11 | 0.16725177863676627272393239442400635816 | 0.029516269748560046092001688201615525450 f(z) = 121/60*z^3 - 289/60*z + 1 * 0 | 0.080681210264394014365894429535663572913 | 0.014709972172670133207318493931728375115 -15/11 | 0.10597377998255469779895412179105106530 | 0.019321368004614615340809204210833476392 16/11 | 0.10597377998255469779895412179105106530 | 0.019321368004614615340809204210833476392 -1/11 | 0.10597377998255469779895412179105106530 | 0.019321368004614615340809204210833476392 f(z) = 121/60*z^3 - 241/60*z + 1 * [ 0 1 ] 4/11 |-> 0 -15/11 |-> 0 f(z) = 121/60*z^3 - 181/60*z + 1 * [ 0 1 ] 14/11 |-> 1 -14/11 |-> 1 f(z) = 121/75*z^3 - 196/75*z + 1 * [ 1 ] -6/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/66*z^3 - 125/66*z + 1 * [ 0 1 ] -16/11 |-> 0 5/11 |-> 0 f(z) = 121/80*z^3 - 201/80*z + 1 * [ -26/11 24/11 ] [ -2/11 26/11 ] f(z) = 121/96*z^3 - 181/24*z + 1 * 18/25 | 0.090220367921793116326971049885690969762 | 0.013701325151487546317189034203917075941 2/25 | 0.11080664885621376492896910250818871356 | 0.016827662753955176475351176721343850449 -2/5 | 0.15154852138353407095243112575793005563 | 0.023014931279186199510691634719388075672 -18/25 | 0.16848719169872158667635482175016514269 | 0.025587324132021969604233159065236720567 f(z) = 125/96*z^3 - 181/120*z + 1 * 7/11 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 8/11 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 -15/11 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 -1/11 | 0.10810845728709017873430559917004536603 | 0.021074189432356335120253276567479302446 f(z) = 121/84*z^3 - 169/84*z + 1 * [ 5/11 4/11 ] 9/11 |-> 4/11 -14/11 |-> 4/11 f(z) = 121/90*z^3 - 151/90*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 3/11 | 0.10810845728709017873430559917004536603 | 0.022542364237810603500856082426269008624 f(z) = 121/84*z^3 - 121/84*z + 1 * [ 1 ] -7/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/84*z^3 - 125/84*z + 1 * [ -21/11 18/11 ] 6/11 |-> -21/11 -24/11 |-> -21/11 f(z) = 121/81*z^3 - 52/9*z + 1 * [ 0 1 ] 6/11 |-> 0 -17/11 |-> 0 f(z) = 121/102*z^3 - 223/102*z + 1 * [ 0 1 ] -15/11 |-> 1 15/11 |-> 1 f(z) = 121/104*z^3 - 225/104*z + 1 * [ -28/11 26/11 ] -2/11 |-> 26/11 30/11 |-> 26/11 f(z) = 121/112*z^3 - 211/28*z + 1 * [ 0 1 ] -18/11 |-> 0 7/11 |-> 0 f(z) = 121/126*z^3 - 247/126*z + 1 * [ 0 1 ] -16/11 |-> 1 16/11 |-> 1 f(z) = 121/135*z^3 - 256/135*z + 1 * 8/45 | 0.089416207391932068626075034490446212262 | 0.010734990181346588587671732547462183599 -68/45 | 0.089416207391932068626075034490446212262 | 0.010734990181346588587671732547462183599 4/3 | 0.089416207391932068626075034490446212262 | 0.010734990181346588587671732547462183599 8/9 | 0.19266353536453549407105714388418532070 | 0.023130495251003287525104886673795192556 f(z) = 135/128*z^3 - 259/120*z + 1 * [ -24/11 20/11 ] 8/11 |-> -24/11 -28/11 |-> -24/11 f(z) = 121/128*z^3 - 39/8*z + 1 * [ 0 1 ] 8/11 |-> 0 -19/11 |-> 0 f(z) = 121/152*z^3 - 273/152*z + 1 * [ 1 ] -8/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/156*z^3 - 125/156*z + 1 * [ 0 1 ] -17/11 |-> 1 17/11 |-> 1 f(z) = 121/168*z^3 - 289/168*z + 1 * [ 1 ] -7/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/168*z^3 - 125/168*z + 1 * [ 6/11 ] 12/11 |-> 9/11 |-> 6/11 -15/11 |-> 6/11 f(z) = 121/162*z^3 - 19/18*z + 1 * [ 9/11 ] -18/11 |-> -12/11 |-> 9/11 3/11 |-> 9/11 f(z) = 121/162*z^3 - 13/18*z + 1 * -14/11 | 0.042787896613948377957812809638424479065 | 0.0075373881102350181331323463520556013431 -16/11 | 0.12836058899258246470689483730706973483 | 0.022611618094357543582809136521773598780 -2/11 | 0.12836058899258246470689483730706973483 | 0.022611618094357543582809136521773598780 18/11 | 0.12836058899258246470689483730706973483 | 0.022611618094357543582809136521773598780 f(z) = 121/192*z^3 - 73/48*z + 1 * [ -3 ] 30/11 |-> 21/11 |-> -3 12/11 |-> -3 f(z) = 121/189*z^3 - 31/7*z + 1 * [ 26/11 -30/11 ] [ 30/11 -4/11 ] f(z) = 121/208*z^3 - 251/52*z + 1 * [ 1 ] -7/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/231*z^3 - 128/231*z + 1 * [ 2/11 ] 10/11 | 0.099133292722600614637433234112793852267 | 0.014185379447503653497686018564536980518 30/11 | 0.14290060140299894490392240437168099823 | 0.020448218741713102334161089819405275336 -2/11 | 0.18123259874493626670839822766884449652 | 0.025933297592040810727426255047324252363 f(z) = 121/240*z^3 - 271/60*z + 1 * -68/45 | 0.21777483996645337524022933080014806004 | 0.026386627064992626912498027685240992287 16/15 | 0.21777483996645337524022933080014806004 | 0.026386627064992626912498027685240992287 -16/9 | 0.21777483996645337524022933080014806004 | 0.026386627064992626912498027685240992287 4/9 | 0.21777483996645337524022933080014806004 | 0.026386627064992626912498027685240992287 f(z) = 135/256*z^3 - 229/240*z + 1 * -6/11 | 0.064698639355720373298290451893361379943 | 0.0096860062341512598047162562483677452053 30/11 | 0.19409385083431934045050896127461500492 | 0.029057709217889771383649948457983157237 -4/11 | 0.19409385083431934045050896127461500492 | 0.029057709217889771383649948457983157237 -26/11 | 0.19409385083431934045050896127461500492 | 0.029057709217889771383649948457983157237 f(z) = 121/240*z^3 - 199/60*z + 1 * [ 1 ] -9/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/252*z^3 - 125/252*z + 1 * [ 4/9 ] -20/9 |-> -16/9 |-> 4/9 4/3 |-> 4/9 f(z) = 135/256*z^3 - 65/48*z + 1 * [ 30/11 ] [ -3 ] [ 3/11 ] 12/11 | 0.16411858523886368329307288901550767502 | 0.024897862350485661735830269695727017597 f(z) = 121/270*z^3 - 27/10*z + 1 * [ -17/42 4/21 ] [ 1/14 13/42 ] f(z) = 147/2*z^3 - 241/24*z + 1 * [ 2/3 ] 1/21 |-> 2/3 -5/7 |-> 2/3 10/21 | 0.16263712000096586088936384799861807886 | 0.026709791654972931615065886851589241334 f(z) = 147/10*z^3 - 211/30*z + 1 * [ 3/20 ] 2/15 |-> 3/20 -17/60 |-> 3/20 7/60 | 0.13573593014600750612491684000737747325 | 0.016576026770978491517797156127689019754 f(z) = 150*z^3 - 217/24*z + 1 * [ 0 1 ] 1/12 |-> 0 -13/12 |-> 0 f(z) = 144/13*z^3 - 157/13*z + 1 * [ 5/21 -4/7 ] 2/21 |-> 5/21 10/21 |-> 5/21 f(z) = 147/5*z^3 - 124/15*z + 1 * [ 5/21 ] [ -2/3 ] [ 3/7 ] 2/7 | 0.089414092326405880825202785706009159567 | 0.014684419996140068944783554159897690371 f(z) = 147/10*z^3 - 121/30*z + 1 * [ -20/21 2/7 ] 6/7 |-> 2/7 2/21 |-> 2/7 f(z) = 147/16*z^3 - 91/12*z + 1 * [ 1/3 ] 5/21 |-> 1/7 |-> 1/3 -10/21 |-> 1/3 f(z) = 147/5*z^3 - 79/15*z + 1 * [ 5/21 4/21 ] 2/7 |-> 5/21 -10/21 |-> 5/21 f(z) = 147/5*z^3 - 76/15*z + 1 * 2/21 | 0.10401866806595974252660205364128158541 | 0.017082920259858703711676167050704524277 -8/21 | 0.17564027848823390446604604752410855836 | 0.028845292173239978173339542618039755541 1/7 | 0.17564027848823390446604604752410855836 | 0.028845292173239978173339542618039755541 5/21 | 0.17564027848823390446604604752410855836 | 0.028845292173239978173339542618039755541 f(z) = 147/2*z^3 - 49/6*z + 1 * [ -1/3 ] 4/21 |-> -1/3 1/7 |-> -1/3 5/21 | 0.16594853221931151170226551487213533678 | 0.027253622795337559334607937692102183066 f(z) = 147*z^3 - 37/3*z + 1 * [ -1/3 ] 1/15 |-> 1/5 |-> -1/3 2/15 |-> -1/3 f(z) = 150*z^3 - 38/3*z + 1 * [ -1/3 ] [ 1/12 ] [ 1/4 ] 1/6 |-> -1/3 f(z) = 144*z^3 - 12*z + 1 * [ 0 1 ] 13/12 |-> 1 -13/12 |-> 1 f(z) = 144/25*z^3 - 169/25*z + 1 * [ -26/21 8/21 ] 8/7 |-> 8/21 2/21 |-> 8/21 f(z) = 147/32*z^3 - 157/24*z + 1 * [ -8/7 10/21 ] 22/21 |-> 10/21 2/21 |-> 10/21 f(z) = 147/32*z^3 - 133/24*z + 1 * [ 10/21 2/7 ] 16/21 |-> 10/21 -22/21 |-> 10/21 f(z) = 147/64*z^3 - 97/48*z + 1 * [ 10/7 -2/21 ] 2/21 | 0.13929977454049618483610644923729649225 | 0.019932962020519571373239142224658961544 10/21 | 0.20260759535174598950768729260646136021 | 0.028991931369142940318321270414870202350 f(z) = 147/80*z^3 - 271/60*z + 1 * [ 4/21 ] -34/21 |-> 4/21 10/7 |-> 4/21 2/7 | 0.15095658791510585072055468147171382949 | 0.021741887687154759370471540854949306086 f(z) = 147/80*z^3 - 259/60*z + 1 * [ 0 1 ] -17/12 |-> 0 5/12 |-> 0 f(z) = 144/85*z^3 - 229/85*z + 1 * [ 0 1 ] -19/12 |-> 0 7/12 |-> 0 f(z) = 144/133*z^3 - 277/133*z + 1 * 4/21 | 0.18783408466386705896371257460587187587 | 0.023287449006137873209344846049650468505 -20/7 | 0.23147337302782973220065839367399776767 | 0.028697796676841636503507162382933299859 8/21 | 0.23147337302782973220065839367399776767 | 0.028697796676841636503507162382933299859 52/21 | 0.23147337302782973220065839367399776767 | 0.028697796676841636503507162382933299859 f(z) = 147/128*z^3 - 199/24*z + 1 * [ -8/3 ] 44/21 |-> -8/3 4/7 |-> -8/3 -52/21 | 0.16454066484315633859867954904722537775 | 0.020917057662121632948730918424623798989 f(z) = 147/128*z^3 - 163/24*z + 1 * 4/7 | 0.14072209232216562310996345759092445524 | 0.019320806286034178252660715639394954521 -12/7 | 0.19368576104850410400936763826979866086 | 0.026592591169082628336870306543135681326 -4/21 | 0.19368576104850410400936763826979866086 | 0.026592591169082628336870306543135681326 40/21 | 0.19368576104850410400936763826979866086 | 0.026592591169082628336870306543135681326 f(z) = 147/128*z^3 - 91/24*z + 1 * 8/21 | 0.064181328112712122075628615856269434869 | 0.0094663816174603621351305401153571666916 20/21 | 0.19254088348887369706034225596060460224 | 0.028398687494714584129792567328039258367 -4/3 | 0.19254191710529458678252345316333916970 | 0.028398839947270084888325585000716672270 4/21 | 0.19254191710529458678252345316333916970 | 0.028398839947270084888325585000716672270 f(z) = 147/128*z^3 - 55/24*z + 1 * [ 0 1 ] -17/12 |-> 1 17/12 |-> 1 f(z) = 144/145*z^3 - 289/145*z + 1 * [ 4/3 ] -12/7 |-> -4/7 |-> 4/3 -16/21 |-> 4/3 f(z) = 147/256*z^3 - 37/48*z + 1 * [ 0 1 ] 1/13 |-> 0 -14/13 |-> 0 f(z) = 169/14*z^3 - 183/14*z + 1 * [ 5/26 4/13 ] 7/26 |-> 5/26 -15/26 |-> 5/26 f(z) = 169/10*z^3 - 169/40*z + 1 * [ 4/39 3/13 ] 5/39 |-> 4/39 -14/39 |-> 4/39 f(z) = 169/2*z^3 - 151/18*z + 1 * 2/13 | 0.0067172111192333036029005535144089960388 | 0.0010308490004584716993272168218636453750 3/26 | 0.020146957567443253907351878141267337132 | 0.0030918294366559399146723463104774085049 7/26 | 0.060436196912073104820705852021842360412 | 0.0092747707452483445607077347763186978946 5/26 | 0.18130391494596265756076777366356743025 | 0.027823594671025558498813900173842566064 f(z) = 169/3*z^3 - 85/12*z + 1 * [ 8/13 1/13 ] 9/13 |-> 8/13 -10/13 |-> 8/13 f(z) = 169/18*z^3 - 91/18*z + 1 * [ 1/6 ] -5/9 |-> 1/6 7/18 |-> 1/6 2/9 | 0.16625337152488907157711113447314679029 | 0.028759859535491221283752234361058076278 f(z) = 162/7*z^3 - 79/14*z + 1 * [ 5/13 ] 3/13 |-> 5/13 -8/13 |-> 5/13 2/13 | 0.12728987266124255545811568819663622556 | 0.024813330581157752707245404784504794677 f(z) = 169/15*z^3 - 49/15*z + 1 * [ -5/13 3/13 ] 4/13 |-> 3/13 1/13 |-> 3/13 f(z) = 169/2*z^3 - 21/2*z + 1 * [ 7/26 ] 6/13 |-> 7/26 -19/26 |-> 7/26 9/26 | 0.10810857564944133947064318060383185446 | 0.016590756963127243696130784705495246875 f(z) = 169/21*z^3 - 277/84*z + 1 * [ -16/13 3/13 ] 15/13 |-> 3/13 1/13 |-> 3/13 f(z) = 169/24*z^3 - 241/24*z + 1 * [ 1 0 ] 14/13 |-> 1 -14/13 |-> 1 f(z) = 169/27*z^3 - 196/27*z + 1 * [ 0 1 ] 2/13 |-> 0 -15/13 |-> 0 f(z) = 169/30*z^3 - 199/30*z + 1 * [ -1 ] 1/13 |-> 7/13 |-> -1 6/13 |-> -1 f(z) = 169/21*z^3 - 127/21*z + 1 * [ -6/5 ] 21/20 |-> 33/40 |-> -6/5 3/8 |-> -6/5 f(z) = 160/27*z^3 - 67/10*z + 1 * [ 0 1 ] -15/13 |-> 1 15/13 |-> 1 f(z) = 169/56*z^3 - 225/56*z + 1 * [ -15/13 7/13 ] [ 0 1 ] f(z) = 169/40*z^3 - 209/40*z + 1 * [ 0 1 ] 3/13 |-> 0 -16/13 |-> 0 f(z) = 169/48*z^3 - 217/48*z + 1 * 7/13 | 0.085380757861013989238761349076621112439 | 0.016643751193885771530134854323379033852 -1 | 0.085380757861013989238761349076621112439 | 0.016643751193885771530134854323379033852 6/13 | 0.085380757861013989238761349076621112439 | 0.016643751193885771530134854323379033852 8/13 | 0.11011056733372200399785572074894847913 | 0.021464472000861559174456147936081216947 f(z) = 169/42*z^3 - 127/42*z + 1 * [ -20/13 18/13 ] 4/13 |-> -20/13 -22/13 |-> -20/13 f(z) = 169/48*z^3 - 103/12*z + 1 * [ -3/2 ] 33/26 |-> 15/26 |-> -3/2 12/13 |-> -3/2 f(z) = 169/54*z^3 - 43/8*z + 1 * 15/13 | 0.063363521046860855165892531221433086470 | 0.011552573744336384376354773627557156751 1/13 | 0.063363521046860855165892531221433086470 | 0.011552573744336384376354773627557156751 -16/13 | 0.063363521046860855165892531221433086470 | 0.011552573744336384376354773627557156751 5/13 | 0.15458651784916119373200851837312724830 | 0.028184547162583586004154479238549590996 f(z) = 169/60*z^3 - 241/60*z + 1 * [ 0 1 ] 4/13 |-> 0 -17/13 |-> 0 f(z) = 169/68*z^3 - 237/68*z + 1 * [ 0 1 ] 16/13 |-> 1 -16/13 |-> 1 f(z) = 169/87*z^3 - 256/87*z + 1 * [ 0 1 ] -18/13 |-> 0 5/13 |-> 0 f(z) = 169/90*z^3 - 259/90*z + 1 * -2 | 0.086108033141373953823969488564499897807 | 0.013076805020876508902576234210993445046 2/13 | 0.11504512889642158731544175449296179697 | 0.017471339946995636816012813390846093208 6/13 | 0.14107520562420551321337898988456549489 | 0.021424400139287172038466486931119374716 24/13 | 0.17892174438195766398947336647206704317 | 0.027171968513513235841358734656396944955 f(z) = 169/96*z^3 - 181/24*z + 1 * [ 3/2 ] 12/13 |-> -18/13 |-> 3/2 -3/26 |-> 3/2 f(z) = 169/81*z^3 - 157/36*z + 1 * [ 2 ] 6/13 |-> -24/13 |-> 2 -2/13 |-> 2 f(z) = 169/96*z^3 - 157/24*z + 1 * [ 6/13 4/13 ] -14/13 |-> 6/13 10/13 |-> 6/13 f(z) = 169/80*z^3 - 39/20*z + 1 * [ 0 1 ] 6/13 |-> 0 -19/13 |-> 0 f(z) = 169/114*z^3 - 283/114*z + 1 * [ 28/13 -30/13 ] [ 30/13 -2/13 ] f(z) = 169/112*z^3 - 239/28*z + 1 * [ -32/13 30/13 ] 34/13 |-> 30/13 -2/13 |-> 30/13 f(z) = 169/128*z^3 - 273/32*z + 1 * -15/13 | 0.059756243500506805090841091337832091499 | 0.010894887126199677354094765645705780587 16/13 | 0.059756243500506805090841091337832091499 | 0.010894887126199677354094765645705780587 -1/13 | 0.059756243500506805090841091337832091499 | 0.010894887126199677354094765645705780587 9/13 | 0.059756243500506805090841091337832091499 | 0.010894887126199677354094765645705780587 f(z) = 169/120*z^3 - 241/120*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 11/13 | 0.13321874193948224756522731219904256437 | 0.025969078405377436111725401923697398749 f(z) = 169/132*z^3 - 169/132*z + 1 * [ -55/26 15/26 ] -30/13 |-> -55/26 45/26 |-> -55/26 f(z) = 169/125*z^3 - 117/20*z + 1 * -2/13 | 0.12796979611084249502196918379336760566 | 0.022383973420203240561215531896784296166 -18/13 | 0.14669439281552358075524424939019556617 | 0.025659206230440522128099081030815123531 2/13 | 0.15731454541220607047728330953027699201 | 0.027516841552737498689092841645757321754 -22/13 | 0.15731454541220607047728330953027699201 | 0.027516841552737498689092841645757321754 f(z) = 169/120*z^3 - 38/15*z + 1 * [ 7/13 4/13 ] 11/13 |-> 4/13 -18/13 |-> 4/13 f(z) = 169/154*z^3 - 247/154*z + 1 * -55/26 | 0.033132348459097494700506502295288082174 | 0.0044121546429066160658032780012662904707 -20/13 | 0.099396818723539768066134005858671403794 | 0.013236433745788245482284240178692975568 -5/26 | 0.099396818723539768066134005858671403794 | 0.013236433745788245482284240178692975568 45/26 | 0.099396818723539768066134005858671403794 | 0.013236433745788245482284240178692975568 f(z) = 169/250*z^3 - 73/40*z + 1 * 10/13 | 0.059662947834785483680995577624405631454 | 0.0082158560769273808930285659557567131942 5/13 | 0.17898451078427464695620378238303137167 | 0.024646971595753107771642019107941009547 -40/13 | 0.17898451078427464695620378238303137167 | 0.024646971595753107771642019107941009547 35/13 | 0.17898451078427464695620378238303137167 | 0.024646971595753107771642019107941009547 f(z) = 169/250*z^3 - 57/10*z + 1 * [ 0 1 ] 1/14 |-> 0 -15/14 |-> 0 f(z) = 196/15*z^3 - 211/15*z + 1 * [ 3/16 ] 1/12 |-> 3/16 -13/48 |-> 3/16 5/48 | 0.16117473433583872785675048173018869084 | 0.020817148719699177655665180747683271303 f(z) = 192*z^3 - 133/12*z + 1 * [ 5/7 -6/7 ] 3/14 |-> -6/7 -13/14 |-> -6/7 f(z) = 196/15*z^3 - 139/15*z + 1 * [ -3/7 2/7 ] 5/14 |-> 2/7 1/14 |-> 2/7 f(z) = 196/3*z^3 - 31/3*z + 1 * [ -2/7 1/7 ] 3/14 |-> 1/7 1/14 |-> 1/7 f(z) = 196*z^3 - 13*z + 1 * [ 0 1 ] 15/14 |-> 1 -15/14 |-> 1 f(z) = 196/29*z^3 - 225/29*z + 1 * [ 0 1 ] 3/14 |-> 0 -17/14 |-> 0 f(z) = 196/51*z^3 - 247/51*z + 1 * [ 0 1 ] 17/14 |-> 1 -17/14 |-> 1 f(z) = 196/93*z^3 - 289/93*z + 1 * [ 0 1 ] -19/14 |-> 0 5/14 |-> 0 f(z) = 196/95*z^3 - 291/95*z + 1 * [ 5/3 ] [ -15/8 ] [ 5/24 ] 5/4 | 0.14892258685047770038497223219792469063 | 0.020458313506746579082002840065019123180 f(z) = 192/125*z^3 - 58/15*z + 1 * 7/36 | 0.20416267615398780474130659243342928033 | 0.028486339776670380160504444622622058073 -1/2 | 0.20416267615398780474130659243342928033 | 0.028486339776670380160504444622622058073 1/9 | 0.20416267615398780474130659243342928033 | 0.028486339776670380160504444622622058073 11/36 | 0.20416267615398780474130659243342928033 | 0.028486339776670380160504444622622058073 f(z) = 216/7*z^3 - 247/42*z + 1 * 9/40 | 0.035271324877881187599040503130764077749 | 0.0047807640933543748198375478096126932625 -3/8 | 0.10581500825006445251930270659502680070 | 0.014342432379032709519510641032419249285 7/40 | 0.10581500825006445251930270659502680070 | 0.014342432379032709519510641032419249285 1/5 | 0.10581500825006445251930270659502680070 | 0.014342432379032709519510641032419249285 f(z) = 200/3*z^3 - 169/24*z + 1 * [ -5/9 ] 1/6 |-> -5/9 7/18 |-> -5/9 4/9 | 0.10668467931643443042879185858510406531 | 0.016479221587189617526029943555629646888 f(z) = 216/5*z^3 - 158/15*z + 1 * [ -11/36 1/12 ] 1/4 |-> 1/12 1/18 |-> 1/12 f(z) = 216*z^3 - 103/6*z + 1 * [ -2/5 ] [ 3/20 ] [ 1/4 ] 1/5 | 0.088218126389361184300607551813925039640 | 0.014723967019373111728644049601869967768 f(z) = 200/3*z^3 - 43/6*z + 1 * [ 1 ] 1/6 |-> 0 |-> 1 -1 |-> 1 f(z) = 216/35*z^3 - 216/35*z + 1 * [ 1 ] 5/6 |-> 0 |-> 1 -1 |-> 1 f(z) = 216/55*z^3 - 216/55*z + 1 * [ 1 ] -7/6 |-> 0 |-> 1 -1 |-> 1 f(z) = 216/91*z^3 - 216/91*z + 1 * [ 3/10 9/20 ] 3/5 |-> 3/10 -21/20 |-> 3/10 f(z) = 200/81*z^3 - 37/18*z + 1 * 5/36 | 0.047014749771683939426820772410213284919 | 0.0056814572489194764739622062346953489546 -65/36 | 0.047014749771683939426820772410213284919 | 0.0056814572489194764739622062346953489546 5/3 | 0.047014749771683939426820772410213284919 | 0.0056814572489194764739622062346953489546 5/18 | 0.14103719722277451538507012533586256814 | 0.017043519542695161969259768062717418049 f(z) = 216/125*z^3 - 157/30*z + 1 * [ 0 1 ] 1/15 |-> 0 -16/15 |-> 0 f(z) = 225/16*z^3 - 241/16*z + 1 * [ 1/8 ] 1/2 |-> -3/4 |-> 1/8 5/8 |-> 1/8 f(z) = 224/15*z^3 - 217/30*z + 1 * [ -4/5 ] [ 2/15 ] [ 2/3 ] 2/5 |-> -4/5 f(z) = 225/16*z^3 - 27/4*z + 1 * [ 0 1 ] 16/15 |-> 1 -16/15 |-> 1 f(z) = 225/31*z^3 - 256/31*z + 1 * [ 0 1 ] 2/15 |-> 0 -17/15 |-> 0 f(z) = 225/34*z^3 - 259/34*z + 1 * [ 1 0 ] 17/15 |-> 1 -17/15 |-> 1 f(z) = 225/64*z^3 - 289/64*z + 1 * [ 0 1 ] 1/16 |-> 0 -17/16 |-> 0 f(z) = 256/17*z^3 - 273/17*z + 1 * [ 7/11 1/22 ] -8/11 |-> 7/11 15/22 |-> 7/11 f(z) = 242/15*z^3 - 241/30*z + 1 * -5/9 | 0.048255230091406430695452203427801183799 | 0.0073206338865169802310672857696113660558 11/27 | 0.048255230091406430695452203427801183799 | 0.0073206338865169802310672857696113660558 4/27 | 0.048255230091406430695452203427801183799 | 0.0073206338865169802310672857696113660558 5/27 | 0.14476541961193274308004411348789286082 | 0.021961860598312543123375322934333340554 f(z) = 243/10*z^3 - 181/30*z + 1 * [ 8/35 -3/7 ] 12/35 |-> 8/35 3/35 |-> 8/35 f(z) = 245/4*z^3 - 189/20*z + 1 * [ 7/27 ] 2/9 |-> 8/27 |-> 7/27 -5/9 |-> 7/27 f(z) = 243/14*z^3 - 169/42*z + 1 * [ -13/22 9/22 ] 5/22 |-> -13/22 -7/11 |-> -13/22 f(z) = 242/9*z^3 - 151/18*z + 1 * [ -15/22 ] [ 1/2 ] [ 2/11 ] 5/11 | 0.065630043286053194341166663705162458600 | 0.010616166596927245882678347514404600568 f(z) = 242/15*z^3 - 151/30*z + 1 * [ -4/5 ] 2/7 |-> -4/5 18/35 |-> -4/5 22/35 | 0.077055731890501958503115289764796941384 | 0.010836594695910252699714080530935190529 f(z) = 245/16*z^3 - 151/20*z + 1 * [ 5/16 -11/16 ] [ 1/16 9/16 ] f(z) = 256/15*z^3 - 106/15*z + 1 * [ 3/35 -2/7 ] 8/35 |-> 3/35 2/35 |-> 3/35 f(z) = 245*z^3 - 84/5*z + 1 * 3/11 | 0.048130165550119558232117986698783200376 | 0.0077854261590337780770640565760072337215 -9/22 | 0.14438609152238856680131667448990064073 | 0.023355565913615620557389999786819783429 1/11 | 0.14438609152238856680131667448990064073 | 0.023355565913615620557389999786819783429 7/22 | 0.14438609152238856680131667448990064073 | 0.023355565913615620557389999786819783429 f(z) = 242/3*z^3 - 67/6*z + 1 * -2/3 | 0.060856046682387068438121152873122749146 | 0.0092322601446237864492630773803928450290 4/27 | 0.060856046682387068438121152873122749146 | 0.0092322601446237864492630773803928450290 14/27 | 0.060856046682387068438121152873122749146 | 0.0092322601446237864492630773803928450290 2/9 | 0.18256243064048365869083247901467402900 | 0.027695914279551581324492133920106429397 f(z) = 243/16*z^3 - 67/12*z + 1 * [ 1/2 ] -5/8 | 0.11036046673682868249722911884614639543 | 0.019902062258926767764586264657054623127 7/16 | 0.11036046673682868249722911884614639543 | 0.019902062258926767764586264657054623127 3/16 | 0.11036046673682868249722911884614639543 | 0.019902062258926767764586264657054623127 f(z) = 256/15*z^3 - 79/15*z + 1 * 2/9 | 0.0092136847176069088659273401087891281764 | 0.0013977762086230039020570518355254260265 4/27 | 0.027635344746143179974251040721673166090 | 0.0041924624715492336828740572855041723888 10/27 | 0.082904459297435552187946931371263549649 | 0.012577148485802309332240297213096883847 4/9 | 0.19272038798928454118711292035363350254 | 0.029236942819765067127908503764914495900 f(z) = 243/16*z^3 - 55/12*z + 1 * [ 0 1 ] 17/16 |-> 1 -17/16 |-> 1 f(z) = 256/33*z^3 - 289/33*z + 1 * 8/27 | 0.052448409027971119130043319134956205295 | 0.0079567665452380779735985706674297364802 5/27 | 0.15734534105038836665975697590789764769 | 0.023870316925173579558191758142938402270 4/9 | 0.15734534105038836665975697590789764769 | 0.023870316925173579558191758142938402270 -17/27 | 0.15734534105038836665975697590789764769 | 0.023870316925173579558191758142938402270 f(z) = 243/20*z^3 - 229/60*z + 1 * [ 7/22 5/22 ] 9/22 |-> 7/22 -7/11 |-> 7/22 f(z) = 242/21*z^3 - 151/42*z + 1 * 14/27 | 0.030021173816694563638262049567918874043 | 0.0045544083395563199721660471521526388798 2/9 | 0.090064555066504580636967345906491189562 | 0.013663381825037556493226947350872034729 10/27 | 0.13909505234308710676097624568427155556 | 0.021101628812065179097344569409048417988 -22/27 | 0.16760390507170875981105542891356046343 | 0.025426608155351675173758907890311264682 f(z) = 243/32*z^3 - 85/24*z + 1 * 6/35 | 0.069806059681782810694394327552566409606 | 0.0098170500432719255954896518021554419994 -36/35 | 0.20941219897638433645333950625749431980 | 0.029450309133539087290261752852579541709 26/35 | 0.20941219897638433645333950625749431980 | 0.029450309133539087290261752852579541709 2/7 | 0.20941219897638433645333950625749431980 | 0.029450309133539087290261752852579541709 f(z) = 245/48*z^3 - 259/60*z + 1 * 10/9 | 0.14359131482592252457326161330746088349 | 0.020681086416392710362646403864848470481 -34/27 | 0.14359131482592252457326161330746088349 | 0.020681086416392710362646403864848470481 4/27 | 0.14359131482592252457326161330746088349 | 0.020681086416392710362646403864848470481 20/27 | 0.15885218796575931122623961261747634291 | 0.022879070581223225873787754130820485204 f(z) = 243/80*z^3 - 259/60*z + 1 * 20/27 | 0.12431872217145380626542500127179777970 | 0.018611703893088968276462661871292904715 -10/9 | 0.18154906077817303598321641872554464424 | 0.027179633946138194030831176509478066385 26/27 | 0.18154906077817303598321641872554464424 | 0.027179633946138194030831176509478066385 4/27 | 0.18154906077817303598321641872554464424 | 0.027179633946138194030831176509478066385 f(z) = 243/80*z^3 - 199/60*z + 1 * [ 9/44 6/11 ] 21/44 |-> 9/44 -45/44 |-> 9/44 f(z) = 242/81*z^3 - 169/72*z + 1 * [ 14/27 2/9 ] -26/27 |-> 14/27 20/27 |-> 14/27 f(z) = 243/80*z^3 - 139/60*z + 1 * [ 5/33 15/22 ] -40/33 |-> 5/33 35/66 |-> 5/33 f(z) = 242/125*z^3 - 193/90*z + 1 * -4/27 | 0.10462744193169400384181943491693920811 | 0.014124875700122162972015428208578299319 28/27 | 0.10462744193169400384181943491693920811 | 0.014124875700122162972015428208578299319 8/9 | 0.10836300290431803257017824597458017917 | 0.014629182538121595633198058499376085391 4/9 | 0.16441132492821099021760623959339215520 | 0.022195797636144852937779862686177425205 f(z) = 243/128*z^3 - 103/24*z + 1 * -4/3 | 0.13317221833806818432394169591495766173 | 0.018646252640275118537803988251671500205 -40/27 | 0.15377463641396076911185446590647662981 | 0.021530922560456584722475255519454341176 4/9 | 0.15377463641396076911185446590647662981 | 0.021530922560456584722475255519454341176 28/27 | 0.15377463641396076911185446590647662981 | 0.021530922560456584722475255519454341176 f(z) = 243/128*z^3 - 79/24*z + 1 * -28/27 | 0.064181328112712122075628615856269434869 | 0.0097367270775330631986350885231604275727 4/27 | 0.064181328112712122075628615856269434869 | 0.0097367270775330631986350885231604275727 8/9 | 0.064181328112712122075628615856269434869 | 0.0097367270775330631986350885231604275727 20/27 | 0.19254088348887369706034225596060460224 | 0.029209710813493399865718847886238928440 f(z) = 243/128*z^3 - 43/24*z + 1 * [ -5/4 ] [ 5/8 ] 5/16 |-> 5/8 -15/16 |-> 5/8 f(z) = 256/125*z^3 - 7/5*z + 1 * [ 10/27 4/9 ] -34/27 |-> 10/27 22/27 |-> 10/27 f(z) = 243/176*z^3 - 223/132*z + 1 * [ 40/27 ] -5/18 |-> 40/27 -65/54 |-> 40/27 35/54 | 0.089782980371008900339115544792874411308 | 0.010441370938409224143922338158629095018 f(z) = 243/250*z^3 - 217/120*z + 1 * [ 5/27 ] 55/27 |-> 5/27 -20/9 |-> 5/27 10/9 | 0.15385904364629271681469783521563505129 | 0.018973335249217124493475842200051855802 f(z) = 243/250*z^3 - 133/30*z + 1 * [ -15/34 7/34 ] 3/34 |-> 7/34 6/17 |-> 7/34 f(z) = 289/5*z^3 - 189/20*z + 1 * [ 3/17 ] 2/17 |-> 7/17 |-> 3/17 -10/17 |-> 3/17 f(z) = 289/15*z^3 - 79/15*z + 1 * [ 5/17 ] -10/17 |-> -9/17 |-> 5/17 4/17 |-> 5/17 f(z) = 289/15*z^3 - 61/15*z + 1 * [ -1 ] 7/12 |-> -1 5/12 |-> -1 1/6 | 0.14453481960901161115850478409747777978 | 0.025522837412692289403606389181771984902 f(z) = 288/35*z^3 - 218/35*z + 1 * -15/17 | 0.11164721508412070085776227398503116045 | 0.019703284138193268733450198540242634330 1/17 | 0.11164721508412070085776227398503116045 | 0.019703284138193268733450198540242634330 14/17 | 0.11164721508412070085776227398503116045 | 0.019703284138193268733450198540242634330 5/17 | 0.15927022562482069915771160738382411362 | 0.028107700741801336376285539638549114174 f(z) = 289/30*z^3 - 211/30*z + 1 * [ 11/17 -16/17 ] 1/17 |-> 11/17 15/17 |-> 11/17 f(z) = 289/40*z^3 - 241/40*z + 1 * 14/17 | 0.094738825860184938065229401032390167675 | 0.016719324377554736715121190327483126311 3/17 | 0.094738825860184938065229401032390167675 | 0.016719324377554736715121190327483126311 -1 | 0.094738825860184938065229401032390167675 | 0.016719324377554736715121190327483126311 10/17 | 0.11483879622515455071112966404023732614 | 0.020266528192462858377783316062344283788 f(z) = 289/42*z^3 - 247/42*z + 1 * [ 7/17 ] -14/17 |-> -12/17 |-> 7/17 5/17 |-> 7/17 f(z) = 289/42*z^3 - 109/42*z + 1 * [ -3/2 ] 3/34 |-> 15/34 |-> -3/2 18/17 |-> -3/2 f(z) = 289/81*z^3 - 229/36*z + 1 * [ 7/17 5/17 ] -16/17 |-> 5/17 9/17 |-> 5/17 f(z) = 289/84*z^3 - 193/84*z + 1 * [ 7/17 ] -15/17 |-> 7/17 8/17 |-> 7/17 1/17 | 0.11757675455045789620570305700876523854 | 0.020749717771364019208664765556170640717 f(z) = 289/84*z^3 - 169/84*z + 1 * 2/17 | 0.051917702618013816901383110910854480302 | 0.0089068771650848595403540001584880192903 6/17 | 0.10512401370020190102205194294015187334 | 0.018034824923156754042722700528463615001 18/17 | 0.12733333872552615957349390955255617795 | 0.021845003724315272467611845779272367142 10/17 | 0.15575000700477878153760574112435973854 | 0.026720099520954921237234512592872135362 f(z) = 289/96*z^3 - 85/24*z + 1 * 14/17 | 0.029950804098269241764942128704982938127 | 0.0052856598605789574466923778969871748511 -18/17 | 0.089852412294807725294826386114948814380 | 0.015856979581736872340077133690961524553 8/17 | 0.089852412294807725294826386114948814380 | 0.015856979581736872340077133690961524553 10/17 | 0.089852412294807725294826386114948814380 | 0.015856979581736872340077133690961524553 f(z) = 289/96*z^3 - 61/24*z + 1 * [ -28/17 ] 18/17 |-> -28/17 10/17 |-> -28/17 4/17 | 0.16007319326442792220298387123308100042 | 0.024997476146376555812758264383512280629 f(z) = 289/112*z^3 - 151/28*z + 1 * [ 3/17 ] 12/17 |-> -24/17 |-> 3/17 21/17 |-> 3/17 f(z) = 289/108*z^3 - 19/4*z + 1 * [ 1 ] -1 |-> 1 0 |-> 1 7/17 | 0.089854960131915797696152211563653514162 | 0.015857429219091824358760440991235322134 f(z) = 289/120*z^3 - 289/120*z + 1 * [ 15/17 ] -16/17 |-> 15/17 1/17 |-> 15/17 9/17 | 0.11936505507214015229827662219806126333 | 0.021065313581583168906024473451794567296 f(z) = 289/120*z^3 - 241/120*z + 1 * [ 5/17 8/17 ] 13/17 |-> 8/17 -18/17 |-> 8/17 f(z) = 289/130*z^3 - 259/130*z + 1 * [ 5/7 5/42 ] -15/14 |-> 5/7 20/21 |-> 5/7 f(z) = 294/125*z^3 - 73/30*z + 1 * [ -2 ] 24/17 |-> -2 10/17 |-> -2 30/17 | 0.15063900360460592212992567689084850807 | 0.022087777440663613460550479939270408921 f(z) = 289/160*z^3 - 229/40*z + 1 * [ 6/17 ] -26/17 |-> -22/17 |-> 6/17 16/17 |-> 6/17 f(z) = 289/192*z^3 - 97/48*z + 1 * [ 24/17 ] 15/17 |-> -3/17 |-> 24/17 -21/17 |-> 24/17 f(z) = 289/216*z^3 - 19/8*z + 1 * [ 6/17 8/17 ] -22/17 |-> 6/17 14/17 |-> 6/17 f(z) = 289/224*z^3 - 93/56*z + 1 * [ 2 ] -4/17 |-> 2 -30/17 |-> 2 20/17 | 0.14101164322269602158794820291380423974 | 0.020309542974389139458466699526501305837 f(z) = 289/240*z^3 - 259/60*z + 1 * 18/17 | 0.11700732301823516234983970601390161274 | 0.017364896848516831523207797150469297560 -30/17 | 0.13253877040237023830843228800660110079 | 0.019669897721766791290157886955637530750 2/17 | 0.13253877040237023830843228800660110079 | 0.019669897721766791290157886955637530750 28/17 | 0.13253877040237023830843228800660110079 | 0.019669897721766791290157886955637530750 f(z) = 289/240*z^3 - 211/60*z + 1 * -30/17 | 0.081380854409530508813409640943057628356 | 0.0095950269416493811031018313297483009090 35/51 | 0.24413876540987806343475622104203379184 | 0.028784633051658718244958397893012517971 -80/51 | 0.24413876540987806343475622104203379184 | 0.028784633051658718244958397893012517971 15/17 | 0.24413876540987806343475622104203379184 | 0.028784633051658718244958397893012517971 f(z) = 289/250*z^3 - 193/90*z + 1 * TOTAL: 2314