<|{2, 2} -> <|"Polynomial" -> 1 + + ^2, "PolynomialCount" -> 1, "CountNormalization" -> 0.6666666667|>, {3, 2} -> <|"Polynomial" -> 2 + + ^2, "PolynomialCount" -> 2, "CountNormalization" -> 0.5|>, {5, 2} -> <|"Polynomial" -> 2 + + ^2, "PolynomialCount" -> 4, "CountNormalization" -> 0.3333333333|>, {7, 2} -> <|"Polynomial" -> 3 + + ^2, "PolynomialCount" -> 8, "CountNormalization" -> 0.3333333333|>, {2, 3} -> <|"Polynomial" -> 1 + + ^3, "PolynomialCount" -> 2, "CountNormalization" -> 0.8571428571|>, {3, 3} -> <|"Polynomial" -> 1 + 2* + ^3, "PolynomialCount" -> 4, "CountNormalization" -> 0.4615384615|>, {5, 3} -> <|"Polynomial" -> 2 + 3* + ^3, "PolynomialCount" -> 20, "CountNormalization" -> 0.4838709677|>, {7, 3} -> <|"Polynomial" -> 2 + 3* + ^3, "PolynomialCount" -> 36, "CountNormalization" -> 0.3157894737|>, {2, 4} -> <|"Polynomial" -> 1 + + ^4, "PolynomialCount" -> 2, "CountNormalization" -> 0.5333333333|>, {3, 4} -> <|"Polynomial" -> 2 + + ^4, "PolynomialCount" -> 8, "CountNormalization" -> 0.4|>, {5, 4} -> <|"Polynomial" -> 2 + + 4*^2 + ^4, "PolynomialCount" -> 48, "CountNormalization" -> 0.3076923077|>, {7, 4} -> <|"Polynomial" -> 3 + + 6*^2 + ^4, "PolynomialCount" -> 160, "CountNormalization" -> 0.2666666667|>, {2, 5} -> <|"Polynomial" -> 1 + ^2 + ^5, "PolynomialCount" -> 6, "CountNormalization" -> 0.9677419355|>, {3, 5} -> <|"Polynomial" -> 1 + 2* + ^5, "PolynomialCount" -> 22, "CountNormalization" -> 0.4545454545|>, {5, 5} -> <|"Polynomial" -> 2 + 4* + ^5, "PolynomialCount" -> 280, "CountNormalization" -> 0.4481434059|>, {7, 5} -> <|"Polynomial" -> 2 + 2* + ^5, "PolynomialCount" -> 1120, "CountNormalization" -> 0.3332143282|>, {2, 6} -> <|"Polynomial" -> 1 + + ^6, "PolynomialCount" -> 6, "CountNormalization" -> 0.5714285714|>, {3, 6} -> <|"Polynomial" -> 2 + + ^6, "PolynomialCount" -> 48, "CountNormalization" -> 0.3956043956|>, {5, 6} -> <|"Polynomial" -> 2 + + ^6, "PolynomialCount" -> 720, "CountNormalization" -> 0.2764976959|>, {7, 6} -> <|"Polynomial" -> 3 + + 5*^2 + ^6, "PolynomialCount" -> 6048, "CountNormalization" -> 0.3084455324|>, {2, 7} -> <|"Polynomial" -> 1 + + ^7, "PolynomialCount" -> 18, "CountNormalization" -> 0.9921259843|>, {3, 7} -> <|"Polynomial" -> 1 + 2*^2 + ^7, "PolynomialCount" -> 156, "CountNormalization" -> 0.4995425435|>, {5, 7} -> <|"Polynomial" -> 2 + 3* + ^7, "PolynomialCount" -> 5580, "CountNormalization" -> 0.4999743997|>, {7, 7} -> <|"Polynomial" -> 2 + 6* + ^7, "PolynomialCount" -> 37856, "CountNormalization" -> 0.3217710815|>, {2, 8} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^4 + ^8, "PolynomialCount" -> 16, "CountNormalization" -> 0.5019607843|>, {3, 8} -> <|"Polynomial" -> 2 + ^3 + ^8, "PolynomialCount" -> 320, "CountNormalization" -> 0.3902439024|>, {5, 8} -> <|"Polynomial" -> 3 + + 4*^2 + ^8, "PolynomialCount" -> 14976, "CountNormalization" -> 0.3067092652|>, {7, 8} -> <|"Polynomial" -> 3 + + ^8, "PolynomialCount" -> 192000, "CountNormalization" -> 0.2664446295|>, {2, 9} -> <|"Polynomial" -> 1 + ^4 + ^9, "PolynomialCount" -> 48, "CountNormalization" -> 0.8454011742|>, {3, 9} -> <|"Polynomial" -> 1 + 2*^4 + ^9, "PolynomialCount" -> 1008, "CountNormalization" -> 0.4609287674|>, {5, 9} -> <|"Polynomial" -> 2 + 3*^4 + ^9, "PolynomialCount" -> 99360, "CountNormalization" -> 0.4578511144|>, {7, 9} -> <|"Polynomial" -> 4 + 3*^2 + ^9, "PolynomialCount" -> 1376352, "CountNormalization" -> 0.3069655782|>, {2, 10} -> <|"Polynomial" -> 1 + ^3 + ^10, "PolynomialCount" -> 60, "CountNormalization" -> 0.5865102639|>, {3, 10} -> <|"Polynomial" -> 2 + + ^3 + ^10, "PolynomialCount" -> 2640, "CountNormalization" -> 0.4470938897|>, {5, 10} -> <|"Polynomial" -> 2 + 2* + ^2 + ^10, "PolynomialCount" -> 291200, "CountNormalization" -> 0.2981888305|>, {7, 10} -> <|"Polynomial" -> 3 + + 6*^2 + ^10, "PolynomialCount" -> 8512000, "CountNormalization" -> 0.3013361369|>, {2, 11} -> <|"Polynomial" -> 1 + ^2 + ^11, "PolynomialCount" -> 176, "CountNormalization" -> 0.9457743039|>, {3, 11} -> <|"Polynomial" -> 1 + 2*^2 + ^11, "PolynomialCount" -> 7700, "CountNormalization" -> 0.4781366782|>, {5, 11} -> <|"Polynomial" -> 2 + 3* + ^11, "PolynomialCount" -> 2219460, "CountNormalization" -> 0.499999959|>, {7, 11} -> <|"Polynomial" -> 2 + 2* + ^11, "PolynomialCount" -> 59865432, "CountNormalization" -> 0.3330353745|>, {2, 12} -> <|"Polynomial" -> 1 + + ^4 + ^6 + ^12, "PolynomialCount" -> 144, "CountNormalization" -> 0.421978022|>, {3, 12} -> <|"Polynomial" -> 2 + + ^5 + ^12, "PolynomialCount" -> 13824, "CountNormalization" -> 0.3121481258|>, {5, 12} -> <|"Polynomial" -> 3 + + 2*^3 + ^12, "PolynomialCount" -> 5184000, "CountNormalization" -> 0.254803969|>, {7, 12} -> <|"Polynomial" -> 3 + + 5*^2 + ^12, "PolynomialCount" -> 261273600, "CountNormalization" -> 0.2265167361|>, {2, 13} -> <|"Polynomial" -> 1 + + ^3 + ^4 + ^13, "PolynomialCount" -> 630, "CountNormalization" -> 0.9998779148|>, {3, 13} -> <|"Polynomial" -> 1 + 2* + ^13, "PolynomialCount" -> 61320, "CountNormalization" -> 0.4999993728|>, {5, 13} -> <|"Polynomial" -> 2 + 3*^6 + ^13, "PolynomialCount" -> 46950120, "CountNormalization" -> 0.4999999984|>, {7, 13} -> <|"Polynomial" -> 2 + 5*^2 + ^13, "PolynomialCount" -> 2484333600, "CountNormalization" -> 0.3333333333|>, {2, 14} -> <|"Polynomial" -> 1 + + ^3 + ^5 + ^14, "PolynomialCount" -> 756, "CountNormalization" -> 0.6460355246|>, {3, 14} -> <|"Polynomial" -> 2 + + ^14, "PolynomialCount" -> 170352, "CountNormalization" -> 0.498629303|>, {5, 14} -> <|"Polynomial" -> 2 + 2* + 2*^8 + ^14, "PolynomialCount" -> 139991040, "CountNormalization" -> 0.321105848|>, {7, 14} -> <|"Polynomial" -> 3 + 2*^5 + ^14, "PolynomialCount" -> 15433134080, "CountNormalization" -> 0.3185734691|>, {2, 15} -> <|"Polynomial" -> 1 + + ^15, "PolynomialCount" -> 1800, "CountNormalization" -> 0.8239997559|>, {3, 15} -> <|"Polynomial" -> 1 + 2*^2 + ^15, "PolynomialCount" -> 401280, "CountNormalization" -> 0.4194884265|>, {5, 15} -> <|"Polynomial" -> 2 + ^2 + ^15, "PolynomialCount" -> 876960000, "CountNormalization" -> 0.4310433792|>, {7, 15} -> <|"Polynomial" -> 2 + 3* + 5*^2 + ^15, "PolynomialCount" -> 96689376000, "CountNormalization" -> 0.3054917007|>, {2, 16} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^16, "PolynomialCount" -> 2048, "CountNormalization" -> 0.5000076295|>, {3, 16} -> <|"Polynomial" -> 2 + ^7 + ^16, "PolynomialCount" -> 983040, "CountNormalization" -> 0.3653853302|>, {5, 16} -> <|"Polynomial" -> 2 + + 3*^3 + ^16, "PolynomialCount" -> 2752708608, "CountNormalization" -> 0.2886424181|>, {7, 16} -> <|"Polynomial" -> 3 + 2* + ^16, "PolynomialCount" -> 520863744000, "CountNormalization" -> 0.250769937|>, {2, 17} -> <|"Polynomial" -> 1 + ^3 + ^17, "PolynomialCount" -> 7710, "CountNormalization" -> 0.9999923705|>, {3, 17} -> <|"Polynomial" -> 1 + 2* + ^17, "PolynomialCount" -> 3796100, "CountNormalization" -> 0.4997182828|>, {5, 17} -> <|"Polynomial" -> 2 + 3*^3 + ^17, "PolynomialCount" -> 22384531584, "CountNormalization" -> 0.498777505|>, {7, 17} -> <|"Polynomial" -> 2 + 2* + ^17, "PolynomialCount" -> 4561057021824, "CountNormalization" -> 0.333309539|>, {2, 18} -> <|"Polynomial" -> 1 + ^7 + ^18, "PolynomialCount" -> 7776, "CountNormalization" -> 0.5339375837|>, {3, 18} -> <|"Polynomial" -> 2 + + ^13 + ^18, "PolynomialCount" -> 7838208, "CountNormalization" -> 0.3641721292|>, {5, 18} -> <|"Polynomial" -> 2 + 2* + ^4 + ^18, "PolynomialCount" -> 55435726080, "CountNormalization" -> 0.2615785736|>, {7, 18} -> <|"Polynomial" -> 5 + + 3*^2 + ^18, "PolynomialCount" -> 27124330415616, "CountNormalization" -> 0.2998242879|>, {2, 19} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^19, "PolynomialCount" -> 27594, "CountNormalization" -> 0.9999980926|>, {3, 19} -> <|"Polynomial" -> 1 + 2*^2 + ^19, "PolynomialCount" -> 30566592, "CountNormalization" -> 0.4996855398|>, {5, 19} -> <|"Polynomial" -> 2 + 4*^9 + ^19, "PolynomialCount" -> 499226178000, "CountNormalization" -> 0.4973027594|>, {7, 19} -> <|"Polynomial" -> 2 + 3*^2 + ^19, "PolynomialCount" -> 199503336577688, "CountNormalization" -> 0.3325377884|>, {2, 20} -> <|"Polynomial" -> 1 + ^3 + ^20, "PolynomialCount" -> 24000, "CountNormalization" -> 0.4577641084|>, {3, 20} -> <|"Polynomial" -> 2 + + ^5 + ^20, "PolynomialCount" -> 62304000, "CountNormalization" -> 0.3573722539|>, {5, 20} -> <|"Polynomial" -> 3 + + 4*^2 + ^20, "PolynomialCount" -> 1280348160000, "CountNormalization" -> 0.2685084704|>, {7, 20} -> <|"Polynomial" -> 3 + ^3 + ^20, "PolynomialCount" -> 958110720000000, "CountNormalization" -> 0.2401512739|>, {2, 21} -> <|"Polynomial" -> 1 + ^2 + ^21, "PolynomialCount" -> 84672, "CountNormalization" -> 0.8478702773|>, {3, 21} -> <|"Polynomial" -> 1 + 2*^5 + ^21, "PolynomialCount" -> 229686912, "CountNormalization" -> 0.4611149412|>, {5, 21} -> <|"Polynomial" -> 2 + 4* + ^21, "PolynomialCount" -> 10957459615200, "CountNormalization" -> 0.4825686253|>, {7, 21} -> <|"Polynomial" -> 4 + 3*^8 + ^21, "PolynomialCount" -> 8107845416745984, "CountNormalization" -> 0.3048357614|>, {2, 22} -> <|"Polynomial" -> 1 + + ^22, "PolynomialCount" -> 120032, "CountNormalization" -> 0.6295930456|>, {3, 22} -> <|"Polynomial" -> 2 + ^5 + ^22, "PolynomialCount" -> 670824000, "CountNormalization" -> 0.4702877527|>, {5, 22} -> <|"Polynomial" -> 2 + ^5 + ^22, "PolynomialCount" -> 34031246515200, "CountNormalization" -> 0.3140222654|>, {7, 22} -> <|"Polynomial" -> 3 + ^3 + ^22, "PolynomialCount" -> 56613417213661440, "CountNormalization" -> 0.318555546|>, {2, 23} -> <|"Polynomial" -> 1 + ^5 + ^23, "PolynomialCount" -> 356960, "CountNormalization" -> 0.9787179206|>, {3, 23} -> <|"Polynomial" -> 1 + 2*^3 + ^23, "PolynomialCount" -> 2003046356, "CountNormalization" -> 0.4893617016|>, {5, 23} -> <|"Polynomial" -> 2 + 3*^2 + ^23, "PolynomialCount" -> 259121741860800, "CountNormalization" -> 0.4999442649|>, {7, 23} -> <|"Polynomial" -> 2 + 5*^4 + ^23, "PolynomialCount" -> 388083262835207968, "CountNormalization" -> 0.3261353154|>, {2, 24} -> <|"Polynomial" -> 1 + + ^3 + ^4 + ^24, "PolynomialCount" -> 276480, "CountNormalization" -> 0.3955078361|>, {3, 24} -> <|"Polynomial" -> 2 + ^5 + ^13 + ^24, "PolynomialCount" -> 3583180800, "CountNormalization" -> 0.3044877681|>, {5, 24} -> <|"Polynomial" -> 2 + + 3*^15 + ^24, "PolynomialCount" -> 630789120000000, "CountNormalization" -> 0.2539892476|>, {7, 24} -> <|"Polynomial" -> 3 + + 6*^5 + ^24, "PolynomialCount" -> 1768359922237440000, "CountNormalization" -> 0.2215281624|>, {2, 25} -> <|"Polynomial" -> 1 + ^3 + ^25, "PolynomialCount" -> 1296000, "CountNormalization" -> 0.9655952741|>, {3, 25} -> <|"Polynomial" -> 1 + 2*^3 + ^25, "PolynomialCount" -> 15403487000, "CountNormalization" -> 0.4544935111|>, {5, 25} -> <|"Polynomial" -> 2 + 3*^7 + ^25, "PolynomialCount" -> 5255180000000000, "CountNormalization" -> 0.4408364499|>, {7, 25} -> <|"Polynomial" -> 2 + ^4 + ^25, "PolynomialCount" -> 17867524295448240000, "CountNormalization" -> 0.3330837072|>, {2, 26} -> <|"Polynomial" -> 1 + + ^2 + ^6 + ^26, "PolynomialCount" -> 1719900, "CountNormalization" -> 0.6663411955|>, {3, 26} -> <|"Polynomial" -> 2 + ^7 + ^26, "PolynomialCount" -> 48881851200, "CountNormalization" -> 0.4999981183|>, {5, 26} -> <|"Polynomial" -> 2 + + 2*^6 + ^26, "PolynomialCount" -> 19099907148329280, "CountNormalization" -> 0.3332609985|>, {7, 26} -> <|"Polynomial" -> 3 + ^9 + ^26, "PolynomialCount" -> 118081513157050060800, "CountNormalization" -> 0.3270440237|>, {2, 27} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^27, "PolynomialCount" -> 4202496, "CountNormalization" -> 0.8453979555|>, {3, 27} -> <|"Polynomial" -> 1 + 2*^7 + ^27, "PolynomialCount" -> 128672022528, "CountNormalization" -> 0.455589823|>, {5, 27} -> <|"Polynomial" -> 2 + 4* + ^27, "PolynomialCount" -> 124687792817280000, "CountNormalization" -> 0.4518534311|>, {7, 27} -> <|"Polynomial" -> 4 + 3*^8 + ^27, "PolynomialCount" -> 739012021736787025920, "CountNormalization" -> 0.3036464353|>, {2, 28} -> <|"Polynomial" -> 1 + ^3 + ^28, "PolynomialCount" -> 4741632, "CountNormalization" -> 0.4945907611|>, {3, 28} -> <|"Polynomial" -> 2 + ^13 + ^28, "PolynomialCount" -> 314657860608, "CountNormalization" -> 0.385124799|>, {5, 28} -> <|"Polynomial" -> 3 + + 2*^3 + ^28, "PolynomialCount" -> 394355767615488000, "CountNormalization" -> 0.2964053969|>, {7, 28} -> <|"Polynomial" -> 3 + 2* + 6*^2 + ^28, "PolynomialCount" -> 4186843047468800409600, "CountNormalization" -> 0.2548587752|>, {2, 29} -> <|"Polynomial" -> 1 + ^2 + ^29, "PolynomialCount" -> 18407808, "CountNormalization" -> 0.9943292159|>, {3, 29} -> <|"Polynomial" -> 1 + 2*^4 + ^29, "PolynomialCount" -> 1163185915872, "CountNormalization" -> 0.4915081755|>, {5, 29} -> <|"Polynomial" -> 2 + 3*^6 + ^29, "PolynomialCount" -> 3156937172676719040, "CountNormalization" -> 0.4915116443|>, {7, 29} -> <|"Polynomial" -> 2 + 5* + ^29, "PolynomialCount" -> 36383115599626484077920, "CountNormalization" -> 0.3276836132|>, {2, 30} -> <|"Polynomial" -> 1 + + ^4 + ^6 + ^30, "PolynomialCount" -> 17820000, "CountNormalization" -> 0.4978850489|>, {3, 30} -> <|"Polynomial" -> 2 + + ^30, "PolynomialCount" -> 2340264960000, "CountNormalization" -> 0.3409954964|>, {5, 30} -> <|"Polynomial" -> 2 + 2* + 3*^6 + ^30, "PolynomialCount" -> 7505711216640000000, "CountNormalization" -> 0.2417758816|>, {7, 30} -> <|"Polynomial" -> 5 + + ^2 + ^30, "PolynomialCount" -> 202734508843560960000000, "CountNormalization" -> 0.2698408732|>, {2, 31} -> <|"Polynomial" -> 1 + ^3 + ^31, "PolynomialCount" -> 69273666, "CountNormalization" -> 0.9999999995|>, {3, 31} -> <|"Polynomial" -> 1 + 2*^5 + ^31, "PolynomialCount" -> 9947788640064, "CountNormalization" -> 0.4992629595|>, {5, 31} -> <|"Polynomial" -> 2 + 3* + ^31, "PolynomialCount" -> 75066301016830616400, "CountNormalization" -> 0.4997313272|>, {7, 31} -> <|"Polynomial" -> 2 + 3*^2 + ^31, "PolynomialCount" -> 1690974488061269530278720, "CountNormalization" -> 0.332245807|>, {2, 32} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^7 + ^32, "PolynomialCount" -> 67108864, "CountNormalization" -> 0.5000000001|>, {3, 32} -> <|"Polynomial" -> 2 + ^5 + ^32, "PolynomialCount" -> 21158323814400, "CountNormalization" -> 0.3653853132|>, {5, 32} -> <|"Polynomial" -> 3 + + 2*^27 + ^32, "PolynomialCount" -> 209933999808121405440, "CountNormalization" -> 0.2885310923|>, {7, 32} -> <|"Polynomial" -> 3 + ^7 + ^32, "PolynomialCount" -> 8630396149225129771008000, "CountNormalization" -> 0.2500595405|>, {2, 33} -> <|"Polynomial" -> 1 + ^13 + ^33, "PolynomialCount" -> 211016256, "CountNormalization" -> 0.8106623367|>, {3, 33} -> <|"Polynomial" -> 1 + 2*^5 + ^33, "PolynomialCount" -> 74349391670400, "CountNormalization" -> 0.4413569336|>, {5, 33} -> <|"Polynomial" -> 2 + ^14 + ^33, "PolynomialCount" -> 1698391652794637882400, "CountNormalization" -> 0.4814394159|>, {7, 33} -> <|"Polynomial" -> 4 + 3* + 4*^2 + ^33, "PolynomialCount" -> 73894260680697421638938880, "CountNormalization" -> 0.3154200729|>, {2, 34} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^8 + ^34, "PolynomialCount" -> 336849900, "CountNormalization" -> 0.6666463218|>, {3, 34} -> <|"Polynomial" -> 2 + + ^3 + ^34, "PolynomialCount" -> 241707101328000, "CountNormalization" -> 0.4927715961|>, {5, 34} -> <|"Polynomial" -> 2 + 2* + ^4 + ^34, "PolynomialCount" -> 5690820879302716108800, "CountNormalization" -> 0.3324096981|>, {7, 34} -> <|"Polynomial" -> 3 + 2* + ^34, "PolynomialCount" -> 530520519655922403828326400, "CountNormalization" -> 0.333309539|>, {2, 35} -> <|"Polynomial" -> 1 + ^2 + ^35, "PolynomialCount" -> 929275200, "CountNormalization" -> 0.9465913754|>, {3, 35} -> <|"Polynomial" -> 1 + 2*^2 + ^35, "PolynomialCount" -> 640022670487200, "CountNormalization" -> 0.4477333935|>, {5, 35} -> <|"Polynomial" -> 2 + + 2*^4 + ^35, "PolynomialCount" -> 37018729933083360000000, "CountNormalization" -> 0.4451838563|>, {7, 35} -> <|"Polynomial" -> 2 + 2*^4 + ^35, "PolynomialCount" -> 3481410931625967398682624000, "CountNormalization" -> 0.3216562041|>, {2, 36} -> <|"Polynomial" -> 1 + ^11 + ^36, "PolynomialCount" -> 725594112, "CountNormalization" -> 0.3801162243|>, {3, 36} -> <|"Polynomial" -> 2 + + ^17 + ^36, "PolynomialCount" -> 1198031340699648, "CountNormalization" -> 0.2873462345|>, {5, 36} -> <|"Polynomial" -> 2 + + 3*^3 + ^36, "PolynomialCount" -> 94805865108852129792000, "CountNormalization" -> 0.2345403399|>, {7, 36} -> <|"Polynomial" -> 3 + + ^10 + ^36, "PolynomialCount" -> 16218682110734904771438182400, "CountNormalization" -> 0.2201854524|>, {2, 37} -> <|"Polynomial" -> 1 + + ^4 + ^6 + ^37, "PolynomialCount" -> 3697909056, "CountNormalization" -> 0.9955156935|>, {3, 37} -> <|"Polynomial" -> 1 + 2*^6 + ^37, "PolynomialCount" -> 6084917182250596, "CountNormalization" -> 0.4999999618|>, {5, 37} -> <|"Polynomial" -> 2 + 4*^13 + ^37, "PolynomialCount" -> 976638605860649569262880, "CountNormalization" -> 0.4966442953|>, {7, 37} -> <|"Polynomial" -> 2 + 6* + ^37, "PolynomialCount" -> 166418711831937879676731844800, "CountNormalization" -> 0.3317236227|>, {2, 38} -> <|"Polynomial" -> 1 + + ^5 + ^6 + ^38, "PolynomialCount" -> 4822382628, "CountNormalization" -> 0.6666615804|>, {3, 38} -> <|"Polynomial" -> 2 + + ^21 + ^38, "PolynomialCount" -> 17756781304550400, "CountNormalization" -> 0.4995053719|>, {5, 38} -> <|"Polynomial" -> 2 + 2* + ^10 + ^38, "PolynomialCount" -> 3169647209041790653440000, "CountNormalization" -> 0.3310810764|>, {7, 38} -> <|"Polynomial" -> 3 + 2*^13 + ^38, "CountNormalization" -> 0.3325368412|>, {2, 39} -> <|"Polynomial" -> 1 + ^4 + ^39, "PolynomialCount" -> 11928047040, "CountNormalization" -> 0.8461826557|>, {3, 39} -> <|"Polynomial" -> 1 + + 2*^10 + ^39, "PolynomialCount" -> 47792134653419520, "CountNormalization" -> 0.4599303849|>, {5, 39} -> <|"Polynomial" -> 2 + 4*^7 + ^39, "PolynomialCount" -> 22282434433467403069492800, "CountNormalization" -> 0.4777460172|>, {7, 39} -> <|"Polynomial" -> 4 + 3*^2 + ^39, "CountNormalization" -> 0.3157887758|>, {2, 40} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^5 + ^40, "PolynomialCount" -> 11842560000, "CountNormalization" -> 0.430829823|>, {3, 40} -> <|"Polynomial" -> 2 + + ^40, "PolynomialCount" -> 105971029401600000, "CountNormalization" -> 0.3486558493|>, {5, 40} -> <|"Polynomial" -> 2 + + 2*^12 + ^40, "PolynomialCount" -> 60604186732174245888000000, "CountNormalization" -> 0.266540032|>, {7, 40} -> <|"Polynomial" -> 3 + 2* + ^40, "CountNormalization" -> 0.2340988434|>, {2, 41} -> <|"Polynomial" -> 1 + ^3 + ^41, "PolynomialCount" -> 53630700752, "CountNormalization" -> 0.9999251828|>, {3, 41} -> <|"Polynomial" -> 1 + 2* + ^41, "PolynomialCount" -> 439433517384767232, "CountNormalization" -> 0.4939757081|>, {5, 41} -> <|"Polynomial" -> 2 + 4*^3 + ^41, "PolynomialCount" -> 554569939857673089194295808, "CountNormalization" -> 0.4999999998|>, {7, 41} -> <|"Polynomial" -> 2 + 2*^4 + ^41, "CountNormalization" -> 0.329317253|>, {2, 42} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^7 + ^42, "PolynomialCount" -> 57802864896, "CountNormalization" -> 0.5519996934|>, {3, 42} -> <|"Polynomial" -> 2 + ^3 + ^25 + ^42, "PolynomialCount" -> 1003461046833143808, "CountNormalization" -> 0.3851741302|>, {5, 42} -> <|"Polynomial" -> 2 + ^17 + ^42, "PolynomialCount" -> 1393458905948029351487078400, "CountNormalization" -> 0.2573968773|>, {7, 42} -> <|"Polynomial" -> 3 + + 6*^7 + ^42, "CountNormalization" -> 0.2947809595|>, {2, 43} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^6 + ^43, "PolynomialCount" -> 204064589160, "CountNormalization" -> 0.9975766868|>, {3, 43} -> <|"Polynomial" -> 1 + 2*^17 + ^43, "PolynomialCount" -> 3808085468614119220, "CountNormalization" -> 0.4988399072|>, {5, 43} -> <|"Polynomial" -> 2 + 3* + ^43, "PolynomialCount" -> 13219399727033140565022758400, "CountNormalization" -> 0.4999999997|>, {7, 43} -> <|"Polynomial" -> 2 + ^4 + ^43, "CountNormalization" -> 0.3333333333|>, {2, 44} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^44, "PolynomialCount" -> 200778006528, "CountNormalization" -> 0.5021679662|>, {3, 44} -> <|"Polynomial" -> 2 + ^3 + ^44, "PolynomialCount" -> 8418921698880000000, "CountNormalization" -> 0.3761611497|>, {5, 44} -> <|"Polynomial" -> 3 + + ^8 + ^44, "PolynomialCount" -> 37026999134815796338596249600, "CountNormalization" -> 0.2866097773|>, {7, 44} -> <|"Polynomial" -> 3 + ^9 + ^44, "CountNormalization" -> 0.2542782976|>, {2, 45} -> <|"Polynomial" -> 1 + + ^3 + ^4 + ^45, "PolynomialCount" -> 634404960000, "CountNormalization" -> 0.8113893045|>, {3, 45} -> <|"Polynomial" -> 1 + 2*^17 + ^45, "PolynomialCount" -> 27334762785792000000, "CountNormalization" -> 0.4163622634|>, {5, 45} -> <|"Polynomial" -> 2 + 3*^7 + ^45, "PolynomialCount" -> 257382952508235635827200000000, "CountNormalization" -> 0.4075135907|>, {7, 45} -> <|"Polynomial" -> 4 + + 5*^5 + ^45, "CountNormalization" -> 0.2969555489|>, {2, 46} -> <|"Polynomial" -> 1 + ^6 + ^7 + ^8 + ^46, "PolynomialCount" -> 998132265920, "CountNormalization" -> 0.6524783804|>, {3, 46} -> <|"Polynomial" -> 2 + ^5 + ^46, "PolynomialCount" -> 94286575642834782672, "CountNormalization" -> 0.4893617016|>, {5, 46} -> <|"Polynomial" -> 2 + 2* + 3*^11 + ^46, "CountNormalization" -> 0.3262047686|>, {7, 46} -> <|"Polynomial" -> 3 + 3* + 4*^2 + ^46, "CountNormalization" -> 0.3261353154|>, {2, 47} -> <|"Polynomial" -> 1 + ^5 + ^47, "PolynomialCount" -> 2992477516800, "CountNormalization" -> 0.9993530859|>, {3, 47} -> <|"Polynomial" -> 1 + 2*^15 + ^47, "PolynomialCount" -> 282615537016442185920, "CountNormalization" -> 0.4995683546|>, {5, 47} -> <|"Polynomial" -> 2 + 3*^8 + ^47, "CountNormalization" -> 0.5|>, {7, 47} -> <|"Polynomial" -> 2 + 2*^7 + ^47, "CountNormalization" -> 0.3333333333|>, {2, 48} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^9 + ^48, "PolynomialCount" -> 2283043553280, "CountNormalization" -> 0.3893280029|>, {3, 48} -> <|"Polynomial" -> 2 + + 2*^2 + ^26 + ^48, "PolynomialCount" -> 467460447181524172800, "CountNormalization" -> 0.2812975056|>, {5, 48} -> <|"Polynomial" -> 3 + + ^12 + ^48, "CountNormalization" -> 0.2390278969|>, {7, 48} -> <|"Polynomial" -> 5 + + 3*^5 + ^48, "CountNormalization" -> 0.2084958643|>, {2, 49} -> <|"Polynomial" -> 1 + ^9 + ^49, "PolynomialCount" -> 11398311767808, "CountNormalization" -> 0.9921259843|>, {3, 49} -> <|"Polynomial" -> 1 + + 2*^14 + ^49, "PolynomialCount" -> 2433659728813061898240, "CountNormalization" -> 0.4983270413|>, {5, 49} -> <|"Polynomial" -> 2 + 4*^9 + ^49, "CountNormalization" -> 0.4999743997|>, {7, 49} -> <|"Polynomial" -> 2 + 6*^3 + ^49, "CountNormalization" -> 0.3216795791|>, {2, 50} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^4 + ^50, "PolynomialCount" -> 13122000000000, "CountNormalization" -> 0.5827338612|>, {3, 50} -> <|"Polynomial" -> 2 + + ^21 + ^50, "PolynomialCount" -> 6376114787733900000000, "CountNormalization" -> 0.4440822301|>, {5, 50} -> <|"Polynomial" -> 2 + 2* + 2*^17 + ^50, "CountNormalization" -> 0.2931725751|>, {7, 50} -> <|"Polynomial" -> 3 + 3* + 2*^3 + ^50, "CountNormalization" -> 0.3012180122|>, {2, 51} -> <|"Polynomial" -> 1 + + ^3 + ^6 + ^51, "PolynomialCount" -> 37456800827040, "CountNormalization" -> 0.8483422152|>, {3, 51} -> <|"Polynomial" -> 1 + 2* + ^51, "PolynomialCount" -> 19477945962331713964800, "CountNormalization" -> 0.4612425261|>, {5, 51} -> <|"Polynomial" -> 2 + 3*^10 + ^51, "CountNormalization" -> 0.4826810419|>, {7, 51} -> <|"Polynomial" -> 2 + + 6*^2 + ^51, "CountNormalization" -> 0.3127003782|>, {2, 52} -> <|"Polynomial" -> 1 + ^3 + ^52, "PolynomialCount" -> 44980696051200, "CountNormalization" -> 0.519361486|>, {3, 52} -> <|"Polynomial" -> 2 + ^7 + ^52, "PolynomialCount" -> 48762698660935773696000, "CountNormalization" -> 0.3924513532|>, {5, 52} -> <|"Polynomial" -> 3 + + 3*^6 + ^52, "CountNormalization" -> 0.3018212817|>, {7, 52} -> <|"Polynomial" -> 3 + + 6*^2 + ^52, "CountNormalization" -> 0.2599687526|>, {2, 53} -> <|"Polynomial" -> 1 + + ^2 + ^6 + ^53, "PolynomialCount" -> 169917983040000, "CountNormalization" -> 0.9998283425|>, {3, 53} -> <|"Polynomial" -> 1 + 2*^13 + ^53, "PolynomialCount" -> 181144333455844503343776, "CountNormalization" -> 0.4953066085|>, {5, 53} -> <|"Polynomial" -> 2 + ^6 + ^53, "CountNormalization" -> 0.4999999999|>, {7, 53} -> <|"Polynomial" -> 2 + 5* + ^53, "CountNormalization" -> 0.3332919793|>, {2, 54} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^8 + ^54, "PolynomialCount" -> 178118842613760, "CountNormalization" -> 0.5339294285|>, {3, 54} -> <|"Polynomial" -> 2 + + ^54, "PolynomialCount" -> 387575901568016654008320, "CountNormalization" -> 0.3599173404|>, {5, 54} -> <|"Polynomial" -> 2 + + 4*^12 + ^54, "CountNormalization" -> 0.2560413846|>, {7, 54} -> <|"Polynomial" -> 3 + + 4*^3 + ^54, "CountNormalization" -> 0.296582362|>, {2, 55} -> <|"Polynomial" -> 1 + ^24 + ^55, "PolynomialCount" -> 598690870272000, "CountNormalization" -> 0.9139355346|>, {3, 55} -> <|"Polynomial" -> 1 + 2*^23 + ^55, "PolynomialCount" -> 1377643376561112664080000, "CountNormalization" -> 0.4343406615|>, {5, 55} -> <|"Polynomial" -> 2 + 3*^4 + ^55, "CountNormalization" -> 0.448138155|>, {7, 55} -> <|"Polynomial" -> 2 + 2*^9 + ^55, "CountNormalization" -> 0.3329164757|>, {2, 56} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^7 + ^56, "PolynomialCount" -> 598975092817920, "CountNormalization" -> 0.4654971575|>, {3, 56} -> <|"Polynomial" -> 2 + ^3 + ^56, "PolynomialCount" -> 3511382802619638876733440, "CountNormalization" -> 0.3757300588|>, {5, 56} -> <|"Polynomial" -> 2 + + 2*^6 + ^56, "CountNormalization" -> 0.2954584148|>, {7, 56} -> <|"Polynomial" -> 3 + 3* + ^2 + ^56, "CountNormalization" -> 0.2537711975|>, {2, 57} -> <|"Polynomial" -> 1 + ^7 + ^57, "PolynomialCount" -> 2167072830474048, "CountNormalization" -> 0.8571140418|>, {3, 57} -> <|"Polynomial" -> 1 + + 2*^12 + ^57, "PolynomialCount" -> 12649371783849476658855936, "CountNormalization" -> 0.4592321599|>, {5, 57} -> <|"Polynomial" -> 2 + 4* + ^57, "CountNormalization" -> 0.4812607349|>, {7, 57} -> <|"Polynomial" -> 2 + 3* + ^57, "CountNormalization" -> 0.3150197333|>, {2, 58} -> <|"Polynomial" -> 1 + ^19 + ^58, "PolynomialCount" -> 3238370502193152, "CountNormalization" -> 0.6516505708|>, {3, 58} -> <|"Polynomial" -> 2 + ^5 + ^31 + ^58, "PolynomialCount" -> 39832077003341133762155520, "CountNormalization" -> 0.4904877583|>, {5, 58} -> <|"Polynomial" -> 2 + 2* + 3*^5 + ^58, "CountNormalization" -> 0.3276743653|>, {7, 58} -> <|"Polynomial" -> 3 + + 3*^4 + ^58, "CountNormalization" -> 0.3276836132|>, {2, 59} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^7 + ^59, "PolynomialCount" -> 9770466930024800, "CountNormalization" -> 0.9999944429|>, {3, 59} -> <|"Polynomial" -> 1 + 2*^17 + ^59, "PolynomialCount" -> 119749034667450800758766132, "CountNormalization" -> 0.5|>, {5, 59} -> <|"Polynomial" -> 2 + 4*^7 + ^59, "CountNormalization" -> 0.5|>, {7, 59} -> <|"Polynomial" -> 2 + 5*^4 + ^59, "CountNormalization" -> 0.3333326044|>, {2, 60} -> <|"Polynomial" -> 1 + + ^60, "PolynomialCount" -> 6774451200000000, "CountNormalization" -> 0.352553986|>, {3, 60} -> <|"Polynomial" -> 2 + + ^5 + ^60, "PolynomialCount" -> 189934737091547627520000000, "CountNormalization" -> 0.2688316312|>, {5, 60} -> <|"Polynomial" -> 2 + + 4*^6 + ^60, "CountNormalization" -> 0.217253073|>, {7, 60} -> <|"Polynomial" -> 5 + + 6*^23 + ^60, "CountNormalization" -> 0.194175598|>, {2, 61} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^61, "PolynomialCount" -> 37800705069076950, "CountNormalization" -> 1.|>, {3, 61} -> <|"Polynomial" -> 1 + 2*^7 + ^61, "PolynomialCount" -> 1042403805237879424255410000, "CountNormalization" -> 0.499999172|>, {5, 61} -> <|"Polynomial" -> 2 + ^6 + ^61, "CountNormalization" -> 0.4999406105|>, {7, 61} -> <|"Polynomial" -> 2 + ^4 + ^61, "CountNormalization" -> 0.3323552144|>, {2, 62} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^6 + ^62, "PolynomialCount" -> 49588021611155412, "CountNormalization" -> 0.6666666654|>, {3, 62} -> <|"Polynomial" -> 2 + ^3 + ^13 + ^62, "PolynomialCount" -> 3071795845073983194045339648, "CountNormalization" -> 0.4991904238|>, {5, 62} -> <|"Polynomial" -> 2 + 2* + 2*^8 + ^62, "CountNormalization" -> 0.33289852|>, {7, 62} -> <|"Polynomial" -> 3 + + 5*^5 + ^62, "CountNormalization" -> 0.3313550336|>, {2, 63} -> <|"Polynomial" -> 1 + + ^63, "PolynomialCount" -> 122428597145960448, "CountNormalization" -> 0.8362453113|>, {3, 63} -> <|"Polynomial" -> 1 + 2*^26 + ^63, "PolynomialCount" -> 8366303371209607550317473792, "CountNormalization" -> 0.4605058066|>, {5, 63} -> <|"Polynomial" -> 2 + ^2 + ^63, "CountNormalization" -> 0.4566169668|>, {7, 63} -> <|"Polynomial" -> 4 + 3*^26 + ^63, "CountNormalization" -> 0.2963179383|>, {2, 64} -> <|"Polynomial" -> 1 + + ^3 + ^4 + ^64, "PolynomialCount" -> 143890337947975680, "CountNormalization" -> 0.4992198944|>, {3, 64} -> <|"Polynomial" -> 2 + ^3 + ^64, "PolynomialCount" -> 19603400595173935832629248000, "CountNormalization" -> 0.3653853132|>, {5, 64} -> <|"Polynomial" -> 2 + + 4*^25 + ^64, "CountNormalization" -> 0.288080962|>, {7, 64} -> <|"Polynomial" -> 3 + 2* + ^64, "CountNormalization" -> 0.2500595062|>, {2, 65} -> <|"Polynomial" -> 1 + ^18 + ^65, "PolynomialCount" -> 549215642649655800, "CountNormalization" -> 0.9676237885|>, {3, 65} -> <|"Polynomial" -> 1 + + 2*^28 + ^65, "PolynomialCount" -> 71485327935248378062111200000, "CountNormalization" -> 0.4510749542|>, {5, 65} -> <|"Polynomial" -> 2 + 3*^6 + ^65, "CountNormalization" -> 0.4447224624|>, {7, 65} -> <|"Polynomial" -> 2 + 5* + ^65, "CountNormalization" -> 0.3306681937|>, {2, 66} -> <|"Polynomial" -> 1 + ^6 + ^8 + ^9 + ^66, "PolynomialCount" -> 594287364124624896, "CountNormalization" -> 0.5315703123|>, {3, 66} -> <|"Polynomial" -> 2 + ^3 + ^29 + ^66, "PolynomialCount" -> 174218430095662790629693440000, "CountNormalization" -> 0.372079052|>, {5, 66} -> <|"Polynomial" -> 2 + 2* + 2*^24 + ^66, "CountNormalization" -> 0.2591699205|>, {7, 66} -> <|"Polynomial" -> 3 + + 5*^15 + ^66, "CountNormalization" -> 0.2902913532|>, {2, 67} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^67, "PolynomialCount" -> 2202596295934991760, "CountNormalization" -> 0.9999999948|>, {3, 67} -> <|"Polynomial" -> 1 + 2*^2 + ^67, "PolynomialCount" -> 691858536115550146318639224000, "CountNormalization" -> 0.4999977386|>, {5, 67} -> <|"Polynomial" -> 2 + ^6 + ^67, "CountNormalization" -> 0.4978128092|>, {7, 67} -> <|"Polynomial" -> 2 + 2*^9 + ^67, "CountNormalization" -> 0.3333318696|>, {2, 68} -> <|"Polynomial" -> 1 + ^9 + ^68, "PolynomialCount" -> 2295419955465369600, "CountNormalization" -> 0.5288486018|>, {3, 68} -> <|"Polynomial" -> 2 + + ^13 + ^68, "CountNormalization" -> 0.3942168645|>, {5, 68} -> <|"Polynomial" -> 3 + + 4*^9 + ^68, "CountNormalization" -> 0.3066621946|>, {7, 68} -> <|"Polynomial" -> 3 + 2* + 5*^5 + ^68, "CountNormalization" -> 0.2647012937|>, {2, 69} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^69, "PolynomialCount" -> 7176808547444088960, "CountNormalization" -> 0.8389010748|>, {3, 69} -> <|"Polynomial" -> 1 + 2*^17 + ^69, "CountNormalization" -> 0.4500877411|>, {5, 69} -> <|"Polynomial" -> 2 + 4*^13 + ^69, "CountNormalization" -> 0.480258996|>, {7, 69} -> <|"Polynomial" -> 2 + 3*^11 + ^69, "CountNormalization" -> 0.3067474909|>, {2, 70} -> <|"Polynomial" -> 1 + + ^3 + ^5 + ^70, "PolynomialCount" -> 9416895732518400000, "CountNormalization" -> 0.5583494662|>, {3, 70} -> <|"Polynomial" -> 2 + ^3 + ^55 + ^70, "CountNormalization" -> 0.4395883948|>, {5, 70} -> <|"Polynomial" -> 2 + 2* + 3*^7 + ^70, "CountNormalization" -> 0.2853681148|>, {7, 70} -> <|"Polynomial" -> 3 + 2*^29 + ^70, "CountNormalization" -> 0.2832623964|>, {2, 71} -> <|"Polynomial" -> 1 + ^6 + ^71, "PolynomialCount" -> 33255955596453429120, "CountNormalization" -> 0.9999955979|>, {3, 71} -> <|"Polynomial" -> 1 + 2*^20 + ^71, "CountNormalization" -> 0.5|>, {5, 71} -> <|"Polynomial" -> 2 + 3*^20 + ^71, "CountNormalization" -> 0.4991212654|>, {7, 71} -> <|"Polynomial" -> 2 + 2*^10 + ^71, "CountNormalization" -> 0.3333333333|>, {2, 72} -> <|"Polynomial" -> 1 + ^3 + ^9 + ^10 + ^72, "PolynomialCount" -> 23312749520045998080, "CountNormalization" -> 0.3554400048|>, {3, 72} -> <|"Polynomial" -> 2 + + 2*^2 + ^20 + ^72, "CountNormalization" -> 0.2802945344|>, {5, 72} -> <|"Polynomial" -> 2 + + 2*^24 + ^72, "CountNormalization" -> 0.2305873772|>, {7, 72} -> <|"Polynomial" -> 3 + + 3*^4 + ^72, "CountNormalization" -> 0.2153296641|>, {2, 73} -> <|"Polynomial" -> 1 + ^25 + ^73, "PolynomialCount" -> 129085132425950929920, "CountNormalization" -> 0.9977216615|>, {3, 73} -> <|"Polynomial" -> 1 + 2* + ^73, "CountNormalization" -> 0.4999307149|>, {5, 73} -> <|"Polynomial" -> 2 + ^14 + ^73, "CountNormalization" -> 0.4999998097|>, {7, 73} -> <|"Polynomial" -> 2 + 2*^5 + ^73, "CountNormalization" -> 0.3325739405|>, {2, 74} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^7 + ^74, "PolynomialCount" -> 169316907563870779392, "CountNormalization" -> 0.6633036215|>, {3, 74} -> <|"Polynomial" -> 2 + ^3 + ^41 + ^74, "CountNormalization" -> 0.4999681754|>, {5, 74} -> <|"Polynomial" -> 2 + 2* + 4*^13 + ^74, "CountNormalization" -> 0.3310598132|>, {7, 74} -> <|"Polynomial" -> 3 + 2*^31 + ^74, "CountNormalization" -> 0.3294972896|>, {2, 75} -> <|"Polynomial" -> 1 + + ^3 + ^6 + ^75, "PolynomialCount" -> 414139557888000000000, "CountNormalization" -> 0.8221637116|>, {3, 75} -> <|"Polynomial" -> 1 + + ^17 + ^75, "CountNormalization" -> 0.4186989704|>, {5, 75} -> <|"Polynomial" -> 2 + + 2*^15 + ^75, "CountNormalization" -> 0.4210793681|>, {7, 75} -> <|"Polynomial" -> 2 + 3*^11 + ^75, "CountNormalization" -> 0.3053615073|>, {2, 76} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^5 + ^76, "PolynomialCount" -> 526755007970989572096, "CountNormalization" -> 0.5298373807|>, {3, 76} -> <|"Polynomial" -> 2 + + ^5 + ^76, "CountNormalization" -> 0.3996042221|>, {5, 76} -> <|"Polynomial" -> 3 + + ^4 + ^76, "CountNormalization" -> 0.3056133012|>, {7, 76} -> <|"Polynomial" -> 3 + + 6*^2 + ^76, "CountNormalization" -> 0.266029473|>, {2, 77} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^77, "PolynomialCount" -> 1841506581813189850944, "CountNormalization" -> 0.9383272621|>, {3, 77} -> <|"Polynomial" -> 1 + 2*^25 + ^77, "CountNormalization" -> 0.4776992154|>, {5, 77} -> <|"Polynomial" -> 2 + ^6 + ^77, "CountNormalization" -> 0.4999743578|>, {7, 77} -> <|"Polynomial" -> 2 + 2* + ^77, "CountNormalization" -> 0.3214834574|>, {2, 78} -> <|"Polynomial" -> 1 + + ^2 + ^7 + ^78, "PolynomialCount" -> 2185037258519160864000, "CountNormalization" -> 0.5639151829|>, {3, 78} -> <|"Polynomial" -> 2 + ^17 + ^78, "CountNormalization" -> 0.3865835725|>, {5, 78} -> <|"Polynomial" -> 2 + ^29 + ^78, "CountNormalization" -> 0.272851031|>, {7, 78} -> <|"Polynomial" -> 5 + + ^2 + ^78, "CountNormalization" -> 0.2987944248|>, {2, 79} -> <|"Polynomial" -> 1 + ^9 + ^79, "PolynomialCount" -> 7648581626983221210888, "CountNormalization" -> 0.9996278328|>, {3, 79} -> <|"Polynomial" -> 1 + 2*^26 + ^79, "CountNormalization" -> 0.4999999988|>, {5, 79} -> <|"Polynomial" -> 2 + 3*^9 + ^79, "CountNormalization" -> 0.5|>, {7, 79} -> <|"Polynomial" -> 2 + 2*^11 + ^79, "CountNormalization" -> 0.3333333333|>, {2, 80} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^9 + ^80, "PolynomialCount" -> 6485183461903564800000, "CountNormalization" -> 0.4291534423|>, {3, 80} -> <|"Polynomial" -> 2 + ^21 + ^80, "CountNormalization" -> 0.3264237715|>, {5, 80} -> <|"Polynomial" -> 3 + + 2*^27 + ^80, "CountNormalization" -> 0.2508295737|>, {7, 80} -> <|"Polynomial" -> 3 + 2*^11 + ^80, "CountNormalization" -> 0.2200765303|>, {2, 81} -> <|"Polynomial" -> 1 + ^4 + ^81, "PolynomialCount" -> 25225059102561477328896, "CountNormalization" -> 0.8450600335|>, {3, 81} -> <|"Polynomial" -> 1 + 2*^40 + ^81, "CountNormalization" -> 0.4554722921|>, {5, 81} -> <|"Polynomial" -> 2 + 4*^5 + ^81, "CountNormalization" -> 0.4517604762|>, {7, 81} -> <|"Polynomial" -> 4 + 3*^14 + ^81, "CountNormalization" -> 0.303377603|>, {2, 82} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^9 + ^82, "PolynomialCount" -> 38838084210665112870144, "CountNormalization" -> 0.6585852609|>, {3, 82} -> <|"Polynomial" -> 2 + ^3 + ^13 + ^82, "CountNormalization" -> 0.4939610514|>, {5, 82} -> <|"Polynomial" -> 2 + ^25 + ^82, "CountNormalization" -> 0.3293082185|>, {7, 82} -> <|"Polynomial" -> 3 + 3* + 6*^7 + ^82, "CountNormalization" -> 0.3293171483|>, {2, 83} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^7 + ^83, "PolynomialCount" -> 115825228226551298175440, "CountNormalization" -> 0.994011976|>, {3, 83} -> <|"Polynomial" -> 1 + 2*^27 + ^83, "CountNormalization" -> 0.4969649771|>, {5, 83} -> <|"Polynomial" -> 2 + 4*^17 + ^83, "CountNormalization" -> 0.4999999756|>, {7, 83} -> <|"Polynomial" -> 2 + 5*^7 + ^83, "CountNormalization" -> 0.3313323558|>, {2, 84} -> <|"Polynomial" -> 1 + ^13 + ^84, "PolynomialCount" -> 89757882837568623476736, "CountNormalization" -> 0.3897913977|>, {3, 84} -> <|"Polynomial" -> 2 + ^13 + ^41 + ^84, "CountNormalization" -> 0.2933177826|>, {5, 84} -> <|"Polynomial" -> 3 + + ^4 + ^84, "CountNormalization" -> 0.2371076899|>, {7, 84} -> <|"Polynomial" -> 5 + + 4*^8 + ^84, "CountNormalization" -> 0.2164817246|>, {2, 85} -> <|"Polynomial" -> 1 + + ^2 + ^8 + ^85, "PolynomialCount" -> 440440202020999664971800, "CountNormalization" -> 0.9677345521|>, {3, 85} -> <|"Polynomial" -> 1 + 2*^16 + ^85, "CountNormalization" -> 0.454289348|>, {5, 85} -> <|"Polynomial" -> 2 + 3*^24 + ^85, "CountNormalization" -> 0.4467557026|>, {7, 85} -> <|"Polynomial" -> 2 + 2*^8 + ^85, "CountNormalization" -> 0.3329053866|>, {2, 86} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^86, "PolynomialCount" -> 598323702929870048962320, "CountNormalization" -> 0.6650511245|>, {3, 86} -> <|"Polynomial" -> 2 + ^13 + ^86, "CountNormalization" -> 0.4988399072|>, {5, 86} -> <|"Polynomial" -> 2 + + 2*^6 + ^86, "CountNormalization" -> 0.333083248|>, {7, 86} -> <|"Polynomial" -> 3 + + ^2 + ^86, "CountNormalization" -> 0.3329450433|>, {2, 87} -> <|"Polynomial" -> 1 + ^13 + ^87, "PolynomialCount" -> 1515548348148703326216192, "CountNormalization" -> 0.8520781434|>, {3, 87} -> <|"Polynomial" -> 1 + 2*^26 + ^87, "CountNormalization" -> 0.4536937764|>, {5, 87} -> <|"Polynomial" -> 2 + 4*^19 + ^87, "CountNormalization" -> 0.4755026992|>, {7, 87} -> <|"Polynomial" -> 2 + 3* + ^87, "CountNormalization" -> 0.3104371072|>, {2, 88} -> <|"Polynomial" -> 1 + ^8 + ^9 + ^11 + ^88, "PolynomialCount" -> 1657467306420307406880768, "CountNormalization" -> 0.4712897825|>, {3, 88} -> <|"Polynomial" -> 2 + ^39 + ^88, "CountNormalization" -> 0.3628628915|>, {5, 88} -> <|"Polynomial" -> 3 + + 4*^13 + ^88, "CountNormalization" -> 0.2856940911|>, {7, 88} -> <|"Polynomial" -> 3 + + ^11 + ^88, "CountNormalization" -> 0.251183063|>, {2, 89} -> <|"Polynomial" -> 1 + ^38 + ^89, "PolynomialCount" -> 6954719321827979072466990, "CountNormalization" -> 1.|>, {3, 89} -> <|"Polynomial" -> 1 + 2*^13 + ^89, "CountNormalization" -> 0.4972067039|>, {5, 89} -> <|"Polynomial" -> 2 + 4*^3 + ^89, "CountNormalization" -> 0.4972066186|>, {7, 89} -> <|"Polynomial" -> 2 + 2* + ^89, "CountNormalization" -> 0.3333331487|>, {2, 90} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^90, "PolynomialCount" -> 6388623019370592000000000, "CountNormalization" -> 0.4644619719|>, {3, 90} -> <|"Polynomial" -> 2 + ^19 + ^90, "CountNormalization" -> 0.3119737163|>, {5, 90} -> <|"Polynomial" -> 2 + + 3*^89 + ^90, "CountNormalization" -> 0.2285335859|>, {7, 90} -> <|"Polynomial" -> 5 + + 3*^23 + ^90, "CountNormalization" -> 0.2618111975|>, {2, 91} -> <|"Polynomial" -> 1 + + ^5 + ^8 + ^91, "PolynomialCount" -> 26960318876995587185356800, "CountNormalization" -> 0.9909159329|>, {3, 91} -> <|"Polynomial" -> 1 + 2*^17 + ^91, "CountNormalization" -> 0.4995419167|>, {5, 91} -> <|"Polynomial" -> 2 + ^6 + ^91, "CountNormalization" -> 0.499974398|>, {7, 91} -> <|"Polynomial" -> 2 + 2*^3 + ^91, "CountNormalization" -> 0.3217710814|>, {2, 92} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^92, "PolynomialCount" -> 27948064889607776345456640, "CountNormalization" -> 0.5192541416|>, {3, 92} -> <|"Polynomial" -> 2 + + ^33 + ^92, "CountNormalization" -> 0.3914893301|>, {5, 92} -> <|"Polynomial" -> 2 + + 2*^20 + ^92, "CountNormalization" -> 0.3011120941|>, {7, 92} -> <|"Polynomial" -> 3 + ^21 + ^92, "CountNormalization" -> 0.2608980553|>, {2, 93} -> <|"Polynomial" -> 1 + ^2 + ^93, "PolynomialCount" -> 91276684881763651277287896, "CountNormalization" -> 0.8571428567|>, {3, 93} -> <|"Polynomial" -> 1 + 2*^23 + ^93, "CountNormalization" -> 0.4604455309|>, {5, 93} -> <|"Polynomial" -> 2 + ^26 + ^93, "CountNormalization" -> 0.4836071534|>, {7, 93} -> <|"Polynomial" -> 2 + 3*^29 + ^93, "CountNormalization" -> 0.314759128|>, {2, 94} -> <|"Polynomial" -> 1 + ^21 + ^94, "PolynomialCount" -> 139888531269039658954752000, "CountNormalization" -> 0.6638812019|>, {3, 94} -> <|"Polynomial" -> 2 + + ^81 + ^94, "CountNormalization" -> 0.4995368801|>, {5, 94} -> <|"Polynomial" -> 2 + ^45 + ^94, "CountNormalization" -> 0.3331722249|>, {7, 94} -> <|"Polynomial" -> 3 + 2* + ^94, "CountNormalization" -> 0.3333333333|>, {2, 95} -> <|"Polynomial" -> 1 + ^11 + ^95, "PolynomialCount" -> 401425491677151869644500000, "CountNormalization" -> 0.9626733853|>, {3, 95} -> <|"Polynomial" -> 1 + 2*^47 + ^95, "CountNormalization" -> 0.4518812592|>, {5, 95} -> <|"Polynomial" -> 2 + 3*^24 + ^95, "CountNormalization" -> 0.4455694562|>, {7, 95} -> <|"Polynomial" -> 2 + 3*^31 + ^95, "CountNormalization" -> 0.3324100022|>, {2, 96} -> <|"Polynomial" -> 1 + ^6 + ^9 + ^10 + ^96, "PolynomialCount" -> 319640106112747034042695680, "CountNormalization" -> 0.3873048322|>, {3, 96} -> <|"Polynomial" -> 2 + + ^2 + 2*^20 + ^96, "CountNormalization" -> 0.2812938298|>, {5, 96} -> <|"Polynomial" -> 3 + + 2*^43 + ^96, "CountNormalization" -> 0.2364724521|>, {7, 96} -> <|"Polynomial" -> 3 + + 4*^3 + ^96, "CountNormalization" -> 0.2057618697|>, {2, 97} -> <|"Polynomial" -> 1 + ^6 + ^97, "PolynomialCount" -> 1633427653827761306200434256, "CountNormalization" -> 0.9999126409|>, {3, 97} -> <|"Polynomial" -> 1 + 2*^12 + ^97, "CountNormalization" -> 0.4999934752|>, {5, 97} -> <|"Polynomial" -> 2 + 3*^24 + ^97, "CountNormalization" -> 0.4987127697|>, {7, 97} -> <|"Polynomial" -> 2 + 2*^3 + ^97, "CountNormalization" -> 0.3321340291|>, {2, 98} -> <|"Polynomial" -> 1 + ^11 + ^98, "PolynomialCount" -> 2089151327970861832393261056, "CountNormalization" -> 0.6460355246|>, {3, 98} -> <|"Polynomial" -> 2 + + ^39 + ^98, "CountNormalization" -> 0.4974160223|>, {5, 98} -> <|"Polynomial" -> 2 + 2* + 3*^31 + ^98, "CountNormalization" -> 0.3211058413|>, {7, 98} -> <|"Polynomial" -> 3 + 2*^29 + ^98, "CountNormalization" -> 0.3164223699|>, {2, 99} -> <|"Polynomial" -> 1 + ^4 + ^5 + ^7 + ^99, "PolynomialCount" -> 5093230087764971349769617408, "CountNormalization" -> 0.7955343193|>, {3, 99} -> <|"Polynomial" -> 1 + 2*^19 + ^99, "CountNormalization" -> 0.440773761|>, {5, 99} -> <|"Polynomial" -> 2 + 4*^7 + ^99, "CountNormalization" -> 0.4555468812|>, {7, 99} -> <|"Polynomial" -> 2 + 3* + 5*^2 + ^99, "CountNormalization" -> 0.3050640064|>, {2, 100} -> <|"Polynomial" -> 1 + ^37 + ^100, "PolynomialCount" -> 5707676340000000000000000000, "CountNormalization" -> 0.4502562724|>, {3, 100} -> <|"Polynomial" -> 2 + + ^17 + ^100, "CountNormalization" -> 0.3514495702|>, {5, 100} -> <|"Polynomial" -> 2 + + 3*^19 + ^100, "CountNormalization" -> 0.263990406|>, {7, 100} -> <|"Polynomial" -> 3 + 3* + 3*^2 + ^100, "CountNormalization" -> 0.2376526555|>, {2, 101} -> <|"Polynomial" -> 1 + + ^6 + ^7 + ^101, "PolynomialCount" -> 25101992083723937406238257504, "CountNormalization" -> 1.|>, {3, 101} -> <|"Polynomial" -> 1 + 2*^31 + ^101, "CountNormalization" -> 0.4999999849|>, {5, 101} -> <|"Polynomial" -> 2 + 3*^4 + ^101, "CountNormalization" -> 0.5|>, {7, 101} -> <|"Polynomial" -> 2 + 2*^13 + ^101, "CountNormalization" -> 0.3323197627|>, {2, 102} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^6 + ^102, "PolynomialCount" -> 28008751887666795186398822400, "CountNormalization" -> 0.5634227389|>, {3, 102} -> <|"Polynomial" -> 2 + ^25 + ^102, "CountNormalization" -> 0.3892059684|>, {5, 102} -> <|"Polynomial" -> 2 + + ^102, "CountNormalization" -> 0.273017892|>, {7, 102} -> <|"Polynomial" -> 3 + + 6*^7 + ^102, "CountNormalization" -> 0.3054279823|>, {2, 103} -> <|"Polynomial" -> 1 + ^9 + ^103, "PolynomialCount" -> 98458299008244454194462493872, "CountNormalization" -> 0.9999999996|>, {3, 103} -> <|"Polynomial" -> 1 + 2*^47 + ^103, "CountNormalization" -> 0.5|>, {5, 103} -> <|"Polynomial" -> 2 + 3*^29 + ^103, "CountNormalization" -> 0.4998476098|>, {7, 103} -> <|"Polynomial" -> 2 + 6*^9 + ^103, "CountNormalization" -> 0.3333147353|>, {2, 104} -> <|"Polynomial" -> 1 + + ^10 + ^11 + ^104, "PolynomialCount" -> 95329321984839747796992000000, "CountNormalization" -> 0.488810239|>, {3, 104} -> <|"Polynomial" -> 2 + ^5 + ^104, "CountNormalization" -> 0.3828793688|>, {5, 104} -> <|"Polynomial" -> 3 + + ^7 + ^104, "CountNormalization" -> 0.3008511168|>, {7, 104} -> <|"Polynomial" -> 3 + ^43 + ^104, "CountNormalization" -> 0.2589224098|>, {2, 105} -> <|"Polynomial" -> 1 + ^16 + ^105, "PolynomialCount" -> 310440148239743177564160000000, "CountNormalization" -> 0.8035587537|>, {3, 105} -> <|"Polynomial" -> 1 + 2* + ^32 + ^105, "CountNormalization" -> 0.4121534758|>, {5, 105} -> <|"Polynomial" -> 2 + 2* + 4*^6 + ^105, "CountNormalization" -> 0.4270658839|>, {7, 105} -> <|"Polynomial" -> 2 + 3*^31 + ^105, "CountNormalization" -> 0.2948951846|>, {2, 106} -> <|"Polynomial" -> 1 + ^15 + ^106, "PolynomialCount" -> 505393843619072184786247680000, "CountNormalization" -> 0.6603227682|>, {3, 106} -> <|"Polynomial" -> 2 + + ^27 + ^106, "CountNormalization" -> 0.4953066022|>, {5, 106} -> <|"Polynomial" -> 2 + 2* + 2*^16 + ^106, "CountNormalization" -> 0.3302180684|>, {7, 106} -> <|"Polynomial" -> 3 + 2*^11 + ^106, "CountNormalization" -> 0.3301771|>, {2, 107} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^9 + ^107, "CountNormalization" -> 1.|>, {3, 107} -> <|"Polynomial" -> 1 + 2*^3 + ^107, "CountNormalization" -> 0.49998784|>, {5, 107} -> <|"Polynomial" -> 2 + 4*^9 + ^107, "CountNormalization" -> 0.4999221305|>, {7, 107} -> <|"Polynomial" -> 2 + 2*^15 + ^107, "CountNormalization" -> 0.3333333333|>, {2, 108} -> <|"Polynomial" -> 1 + ^31 + ^108, "CountNormalization" -> 0.3801075128|>, {3, 108} -> <|"Polynomial" -> 2 + ^49 + ^53 + ^108, "CountNormalization" -> 0.2839890376|>, {5, 108} -> <|"Polynomial" -> 3 + + ^7 + ^108, "CountNormalization" -> 0.2295755059|>, {7, 108} -> <|"Polynomial" -> 3 + + 5*^9 + ^108, "CountNormalization" -> 0.2177965426|>, {2, 109} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^5 + ^109, "CountNormalization" -> 0.9999999987|>, {3, 109} -> <|"Polynomial" -> 1 + 2*^9 + ^109, "CountNormalization" -> 0.4995417038|>, {5, 109} -> <|"Polynomial" -> 2 + 3*^20 + ^109, "CountNormalization" -> 0.499540882|>, {7, 109} -> <|"Polynomial" -> 2 + 3*^23 + ^109, "CountNormalization" -> 0.3333333333|>, {2, 110} -> <|"Polynomial" -> 1 + + ^4 + ^6 + ^110, "CountNormalization" -> 0.5529031686|>, {3, 110} -> <|"Polynomial" -> 2 + + ^105 + ^110, "CountNormalization" -> 0.4202065855|>, {5, 110} -> <|"Polynomial" -> 2 + 2* + ^16 + ^110, "CountNormalization" -> 0.2809105278|>, {7, 110} -> <|"Polynomial" -> 3 + 3* + 2*^12 + ^110, "CountNormalization" -> 0.286975083|>, {2, 111} -> <|"Polynomial" -> 1 + ^10 + ^111, "CountNormalization" -> 0.853296478|>, {3, 111} -> <|"Polynomial" -> 1 + 2*^2 + ^111, "CountNormalization" -> 0.4615383977|>, {5, 111} -> <|"Polynomial" -> 2 + 3*^5 + ^111, "CountNormalization" -> 0.4804689205|>, {7, 111} -> <|"Polynomial" -> 4 + 3*^8 + ^111, "CountNormalization" -> 0.314212164|>, {2, 112} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^11 + ^112, "CountNormalization" -> 0.4635959008|>, {3, 112} -> <|"Polynomial" -> 2 + ^43 + ^112, "CountNormalization" -> 0.3486648894|>, {5, 112} -> <|"Polynomial" -> 3 + + ^43 + ^112, "CountNormalization" -> 0.2747758611|>, {7, 112} -> <|"Polynomial" -> 3 + + 6*^12 + ^112, "CountNormalization" -> 0.2379560219|>, {2, 113} -> <|"Polynomial" -> 1 + ^9 + ^113, "CountNormalization" -> 0.9996464743|>, {3, 113} -> <|"Polynomial" -> 1 + 2*^19 + ^113, "CountNormalization" -> 0.4974826633|>, {5, 113} -> <|"Polynomial" -> 2 + 3*^24 + ^113, "CountNormalization" -> 0.4997454205|>, {7, 113} -> <|"Polynomial" -> 2 + 3*^43 + ^113, "CountNormalization" -> 0.3318649046|>, {2, 114} -> <|"Polynomial" -> 1 + + ^2 + ^11 + ^114, "CountNormalization" -> 0.5704053768|>, {3, 114} -> <|"Polynomial" -> 2 + ^7 + ^114, "CountNormalization" -> 0.3933505465|>, {5, 114} -> <|"Polynomial" -> 2 + + 2*^18 + ^114, "CountNormalization" -> 0.273430209|>, {7, 114} -> <|"Polynomial" -> 3 + + 6*^20 + ^114, "CountNormalization" -> 0.3070195281|>, {2, 115} -> <|"Polynomial" -> 1 + ^5 + ^7 + ^8 + ^115, "CountNormalization" -> 0.9470827902|>, {3, 115} -> <|"Polynomial" -> 1 + 2*^32 + ^115, "CountNormalization" -> 0.4448740491|>, {5, 115} -> <|"Polynomial" -> 2 + 4* + ^115, "CountNormalization" -> 0.4464735635|>, {7, 115} -> <|"Polynomial" -> 2 + 5*^48 + ^115, "CountNormalization" -> 0.3257336815|>, {2, 116} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^116, "CountNormalization" -> 0.5213204508|>, {3, 116} -> <|"Polynomial" -> 2 + ^15 + ^116, "CountNormalization" -> 0.3923585954|>, {5, 116} -> <|"Polynomial" -> 3 + + 4*^25 + ^116, "CountNormalization" -> 0.3024686449|>, {7, 116} -> <|"Polynomial" -> 3 + 3* + 6*^13 + ^116, "CountNormalization" -> 0.2610217947|>, {2, 117} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^117, "CountNormalization" -> 0.8335635025|>, {3, 117} -> <|"Polynomial" -> 1 + + ^15 + ^117, "CountNormalization" -> 0.4593227045|>, {5, 117} -> <|"Polynomial" -> 2 + 3*^4 + ^117, "CountNormalization" -> 0.4520555272|>, {7, 117} -> <|"Polynomial" -> 4 + 3*^16 + ^117, "CountNormalization" -> 0.3067999257|>, {2, 118} -> <|"Polynomial" -> 1 + ^33 + ^118, "CountNormalization" -> 0.6664097124|>, {3, 118} -> <|"Polynomial" -> 2 + ^3 + ^25 + ^118, "CountNormalization" -> 0.4998431126|>, {5, 118} -> <|"Polynomial" -> 2 + ^13 + ^118, "CountNormalization" -> 0.33293027|>, {7, 118} -> <|"Polynomial" -> 3 + ^47 + ^118, "CountNormalization" -> 0.3333298751|>, {2, 119} -> <|"Polynomial" -> 1 + ^8 + ^119, "CountNormalization" -> 0.9879184574|>, {3, 119} -> <|"Polynomial" -> 1 + 2*^2 + ^119, "CountNormalization" -> 0.4971721255|>, {5, 119} -> <|"Polynomial" -> 2 + 4*^45 + ^119, "CountNormalization" -> 0.4962182943|>, {7, 119} -> <|"Polynomial" -> 2 + 2*^19 + ^119, "CountNormalization" -> 0.3217127298|>, {2, 120} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^9 + ^120, "CountNormalization" -> 0.3304333311|>, {3, 120} -> <|"Polynomial" -> 2 + + ^2 + 2*^20 + ^120, "CountNormalization" -> 0.2611452946|>, {5, 120} -> <|"Polynomial" -> 2 + + 4*^29 + ^120, "CountNormalization" -> 0.2156598355|>, {7, 120} -> <|"Polynomial" -> 3 + + 6*^17 + ^120, "CountNormalization" -> 0.1852675686|>, {2, 121} -> <|"Polynomial" -> 1 + ^18 + ^121, "CountNormalization" -> 0.9444733763|>, {3, 121} -> <|"Polynomial" -> 1 + 2* + ^121, "CountNormalization" -> 0.4780955199|>, {5, 121} -> <|"Polynomial" -> 2 + 3*^4 + ^121, "CountNormalization" -> 0.4999576118|>, {7, 121} -> <|"Polynomial" -> 2 + 6*^37 + ^121, "CountNormalization" -> 0.3328010568|>, {2, 122} -> <|"Polynomial" -> 1 + + ^2 + ^6 + ^122, "CountNormalization" -> 0.6666666667|>, {3, 122} -> <|"Polynomial" -> 2 + ^3 + ^11 + ^122, "CountNormalization" -> 0.4986367765|>, {5, 122} -> <|"Polynomial" -> 2 + 2* + ^6 + ^122, "CountNormalization" -> 0.3323487699|>, {7, 122} -> <|"Polynomial" -> 3 + 2*^29 + ^122, "CountNormalization" -> 0.3323552144|>, {2, 123} -> <|"Polynomial" -> 1 + ^2 + ^123, "CountNormalization" -> 0.8570785076|>, {3, 123} -> <|"Polynomial" -> 1 + 2* + ^50 + ^123, "CountNormalization" -> 0.4559686655|>, {5, 123} -> <|"Polynomial" -> 2 + 4* + ^11 + ^123, "CountNormalization" -> 0.4832154291|>, {7, 123} -> <|"Polynomial" -> 4 + + 3*^6 + ^123, "CountNormalization" -> 0.3119835993|>, {2, 124} -> <|"Polynomial" -> 1 + ^37 + ^124, "CountNormalization" -> 0.5331641823|>, {3, 124} -> <|"Polynomial" -> 2 + ^25 + ^124, "CountNormalization" -> 0.3993523386|>, {5, 124} -> <|"Polynomial" -> 3 + + 3*^26 + ^124, "CountNormalization" -> 0.3072909416|>, {7, 124} -> <|"Polynomial" -> 3 + 2* + 3*^7 + ^124, "CountNormalization" -> 0.2650840269|>, {2, 125} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^7 + ^125, "CountNormalization" -> 0.9655952741|>, {3, 125} -> <|"Polynomial" -> 1 + 2*^52 + ^125, "CountNormalization" -> 0.4526827787|>, {5, 125} -> <|"Polynomial" -> 2 + 4* + ^16 + ^125, "CountNormalization" -> 0.440836312|>, {7, 125} -> <|"Polynomial" -> 2 + 3*^22 + ^125, "CountNormalization" -> 0.3317566804|>, {2, 126} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^7 + ^126, "CountNormalization" -> 0.5157770636|>, {3, 126} -> <|"Polynomial" -> 2 + ^53 + ^126, "CountNormalization" -> 0.3512409211|>, {5, 126} -> <|"Polynomial" -> 2 + 2* + 3*^6 + ^126, "CountNormalization" -> 0.2432310262|>, {7, 126} -> <|"Polynomial" -> 3 + + 5*^5 + ^126, "CountNormalization" -> 0.2842564737|>, {2, 127} -> <|"Polynomial" -> 1 + + ^127, "CountNormalization" -> 1.|>, {3, 127} -> <|"Polynomial" -> 1 + 2*^8 + ^127, "CountNormalization" -> 0.4999136639|>, {5, 127} -> <|"Polynomial" -> 2 + ^26 + ^127, "CountNormalization" -> 0.5|>, {7, 127} -> <|"Polynomial" -> 2 + 3*^2 + ^127, "CountNormalization" -> 0.3333333321|>, {2, 128} -> <|"Polynomial" -> 1 + + ^2 + ^7 + ^128, "CountNormalization" -> 0.4992180736|>, {3, 128} -> <|"Polynomial" -> 2 + + 2*^2 + 2*^21 + ^128, "CountNormalization" -> 0.3653853132|>, {5, 128} -> <|"Polynomial" -> 3 + + ^3 + ^128, "CountNormalization" -> 0.2877063443|>, {7, 128} -> <|"Polynomial" -> 3 + + ^20 + ^128, "CountNormalization" -> 0.2500525541|>, {2, 129} -> <|"Polynomial" -> 1 + ^5 + ^129, "CountNormalization" -> 0.8550657315|>, {3, 129} -> <|"Polynomial" -> 1 + + 2*^8 + ^129, "CountNormalization" -> 0.4603560861|>, {5, 129} -> <|"Polynomial" -> 2 + 3*^20 + ^129, "CountNormalization" -> 0.4838709413|>, {7, 129} -> <|"Polynomial" -> 2 + + 5*^3 + ^129, "CountNormalization" -> 0.3157603337|>, {2, 130} -> <|"Polynomial" -> 1 + ^3 + ^130, "CountNormalization" -> 0.5817474383|>, {3, 130} -> <|"Polynomial" -> 2 + + ^15 + ^130, "CountNormalization" -> 0.4436791697|>, {5, 130} -> <|"Polynomial" -> 2 + 2* + 3*^63 + ^130, "CountNormalization" -> 0.29583234|>, {7, 130} -> <|"Polynomial" -> 3 + ^33 + ^130, "CountNormalization" -> 0.2933911937|>, {2, 131} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^8 + ^131, "CountNormalization" -> 0.9961977186|>, {3, 131} -> <|"Polynomial" -> 1 + 2*^27 + ^131, "CountNormalization" -> 0.4980988593|>, {5, 131} -> <|"Polynomial" -> 2 + 3*^25 + ^131, "CountNormalization" -> 0.4998091978|>, {7, 131} -> <|"Polynomial" -> 2 + 3* + ^131, "CountNormalization" -> 0.3333333333|>, {2, 132} -> <|"Polynomial" -> 1 + ^29 + ^132, "CountNormalization" -> 0.3913688044|>, {3, 132} -> <|"Polynomial" -> 2 + + 2*^2 + ^12 + ^132, "CountNormalization" -> 0.2935317789|>, {5, 132} -> <|"Polynomial" -> 2 + + 3*^19 + ^132, "CountNormalization" -> 0.2359896386|>, {7, 132} -> <|"Polynomial" -> 5 + + 6*^17 + ^132, "CountNormalization" -> 0.2127037782|>, {2, 133} -> <|"Polynomial" -> 1 + ^2 + ^8 + ^9 + ^133, "CountNormalization" -> 0.9921240919|>, {3, 133} -> <|"Polynomial" -> 1 + 2*^15 + ^133, "CountNormalization" -> 0.4992283709|>, {5, 133} -> <|"Polynomial" -> 2 + 4*^9 + ^133, "CountNormalization" -> 0.4972144932|>, {7, 133} -> <|"Polynomial" -> 2 + 3*^16 + ^133, "CountNormalization" -> 0.3210031305|>, {2, 134} -> <|"Polynomial" -> 1 + ^57 + ^134, "CountNormalization" -> 0.6666665722|>, {3, 134} -> <|"Polynomial" -> 2 + ^61 + ^134, "CountNormalization" -> 0.4999976458|>, {5, 134} -> <|"Polynomial" -> 2 + 2* + 2*^32 + ^134, "CountNormalization" -> 0.3318752061|>, {7, 134} -> <|"Polynomial" -> 3 + 2* + 4*^4 + ^134, "CountNormalization" -> 0.3333158217|>, {2, 135} -> <|"Polynomial" -> 1 + ^11 + ^135, "CountNormalization" -> 0.8083898476|>, {3, 135} -> <|"Polynomial" -> 1 + 2*^44 + ^135, "CountNormalization" -> 0.4107788243|>, {5, 135} -> <|"Polynomial" -> 2 + 3*^26 + ^135, "CountNormalization" -> 0.4013956584|>, {7, 135} -> <|"Polynomial" -> 2 + 3* + 4*^8 + ^135, "CountNormalization" -> 0.2926591333|>, {2, 136} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^8 + ^136, "CountNormalization" -> 0.4977384572|>, {3, 136} -> <|"Polynomial" -> 2 + ^63 + ^136, "CountNormalization" -> 0.3817945064|>, {5, 136} -> <|"Polynomial" -> 2 + + 4*^15 + ^136, "CountNormalization" -> 0.3034506974|>, {7, 136} -> <|"Polynomial" -> 3 + 2* + 3*^7 + ^136, "CountNormalization" -> 0.2644649637|>, {2, 137} -> <|"Polynomial" -> 1 + ^21 + ^137, "CountNormalization" -> 1.|>, {3, 137} -> <|"Polynomial" -> 1 + 2* + ^137, "CountNormalization" -> 0.4998986395|>, {5, 137} -> <|"Polynomial" -> 2 + 4*^41 + ^137, "CountNormalization" -> 0.4999748312|>, {7, 137} -> <|"Polynomial" -> 2 + 3*^8 + ^137, "CountNormalization" -> 0.3332088394|>, {2, 138} -> <|"Polynomial" -> 1 + + ^7 + ^8 + ^138, "CountNormalization" -> 0.5552436783|>, {3, 138} -> <|"Polynomial" -> 2 + + ^51 + ^138, "CountNormalization" -> 0.3828938444|>, {5, 138} -> <|"Polynomial" -> 2 + ^65 + ^138, "CountNormalization" -> 0.2685946918|>, {7, 138} -> <|"Polynomial" -> 3 + + ^14 + ^138, "CountNormalization" -> 0.2985321899|>, {2, 139} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^8 + ^139, "CountNormalization" -> 1.|>, {3, 139} -> <|"Polynomial" -> 1 + 2*^59 + ^139, "CountNormalization" -> 0.4997003274|>, {5, 139} -> <|"Polynomial" -> 2 + 4*^27 + ^139, "CountNormalization" -> 0.5|>, {7, 139} -> <|"Polynomial" -> 2 + 6*^27 + ^139, "CountNormalization" -> 0.333315951|>, {2, 140} -> <|"Polynomial" -> 1 + ^29 + ^140, "CountNormalization" -> 0.4170342959|>, {3, 140} -> <|"Polynomial" -> 2 + ^59 + ^140, "CountNormalization" -> 0.3392360383|>, {5, 140} -> <|"Polynomial" -> 2 + + 2*^26 + ^140, "CountNormalization" -> 0.2560494072|>, {7, 140} -> <|"Polynomial" -> 3 + 3* + 2*^10 + ^140, "CountNormalization" -> 0.22574732|>, {2, 141} -> <|"Polynomial" -> 1 + + ^6 + ^13 + ^141, "CountNormalization" -> 0.8565883591|>, {3, 141} -> <|"Polynomial" -> 1 + 2*^64 + ^141, "CountNormalization" -> 0.4611400196|>, {5, 141} -> <|"Polynomial" -> 2 + 4*^37 + ^141, "CountNormalization" -> 0.4838709677|>, {7, 141} -> <|"Polynomial" -> 2 + 3*^11 + ^141, "CountNormalization" -> 0.314673557|>, {2, 142} -> <|"Polynomial" -> 1 + ^21 + ^142, "CountNormalization" -> 0.6666637201|>, {3, 142} -> <|"Polynomial" -> 2 + ^65 + ^142, "CountNormalization" -> 0.4991734055|>, {5, 142} -> <|"Polynomial" -> 2 + ^65 + ^142, "CountNormalization" -> 0.3326694188|>, {7, 142} -> <|"Polynomial" -> 3 + 2* + 4*^4 + ^142, "CountNormalization" -> 0.3333333333|>, {2, 143} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^143, "CountNormalization" -> 0.9456575329|>, {3, 143} -> <|"Polynomial" -> 1 + 2*^35 + ^143, "CountNormalization" -> 0.4781360784|>, {5, 143} -> <|"Polynomial" -> 2 + 3*^21 + ^143, "CountNormalization" -> 0.4999999574|>, {7, 143} -> <|"Polynomial" -> 2 + 5*^19 + ^143, "CountNormalization" -> 0.3330353745|>, {2, 144} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^7 + ^144, "CountNormalization" -> 0.3492798453|>, {3, 144} -> <|"Polynomial" -> 2 + + ^2 + 2*^140 + ^144, "CountNormalization" -> 0.258946866|>, {5, 144} -> <|"Polynomial" -> 3 + + 4*^77 + ^144, "CountNormalization" -> 0.2168372115|>, {7, 144} -> <|"Polynomial" -> 5 + + 4*^5 + ^144, "CountNormalization" -> 0.2026604369|>, {2, 145} -> <|"Polynomial" -> 1 + ^52 + ^145, "CountNormalization" -> 0.9622540799|>, {3, 145} -> <|"Polynomial" -> 1 + 2*^24 + ^145, "CountNormalization" -> 0.4468256141|>, {5, 145} -> <|"Polynomial" -> 2 + 3*^44 + ^145, "CountNormalization" -> 0.4405351032|>, {7, 145} -> <|"Polynomial" -> 2 + 2*^17 + ^145, "CountNormalization" -> 0.3275665583|>, {2, 146} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^146, "CountNormalization" -> 0.6647683404|>, {3, 146} -> <|"Polynomial" -> 2 + ^3 + ^53 + ^146, "CountNormalization" -> 0.4987919206|>, {5, 146} -> <|"Polynomial" -> 2 + ^35 + ^146, "CountNormalization" -> 0.3333332065|>, {7, 146} -> <|"Polynomial" -> 3 + 3* + 3*^24 + ^146, "CountNormalization" -> 0.3324643164|>, {2, 147} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^11 + ^147, "CountNormalization" -> 0.8478702773|>, {3, 147} -> <|"Polynomial" -> 1 + 2*^8 + ^147, "CountNormalization" -> 0.4599831637|>, {5, 147} -> <|"Polynomial" -> 2 + 3*^58 + ^147, "CountNormalization" -> 0.4825686055|>, {7, 147} -> <|"Polynomial" -> 2 + 3*^43 + ^147, "CountNormalization" -> 0.3047490749|>, {2, 148} -> <|"Polynomial" -> 1 + ^27 + ^148, "CountNormalization" -> 0.5261926913|>, {3, 148} -> <|"Polynomial" -> 2 + ^3 + ^148, "CountNormalization" -> 0.3972897309|>, {5, 148} -> <|"Polynomial" -> 2 + + 3*^55 + ^148, "CountNormalization" -> 0.3055549115|>, {7, 148} -> <|"Polynomial" -> 3 + ^39 + ^148, "CountNormalization" -> 0.2635978317|>, {2, 149} -> <|"Polynomial" -> 1 + ^7 + ^9 + ^10 + ^149, "CountNormalization" -> 1.|>, {3, 149} -> <|"Polynomial" -> 1 + + 2*^44 + ^149, "CountNormalization" -> 0.4999328921|>, {5, 149} -> <|"Polynomial" -> 2 + ^30 + ^149, "CountNormalization" -> 0.5|>, {7, 149} -> <|"Polynomial" -> 2 + 6*^27 + ^149, "CountNormalization" -> 0.3333333333|>, {2, 150} -> <|"Polynomial" -> 1 + ^53 + ^150, "CountNormalization" -> 0.4946743289|>, {3, 150} -> <|"Polynomial" -> 2 + ^73 + ^150, "CountNormalization" -> 0.337951278|>, {5, 150} -> <|"Polynomial" -> 2 + 2* + 3*^13 + ^150, "CountNormalization" -> 0.2360607302|>, {7, 150} -> <|"Polynomial" -> 5 + + 4*^5 + ^150, "CountNormalization" -> 0.2679396093|>, {2, 151} -> <|"Polynomial" -> 1 + ^3 + ^151, "CountNormalization" -> 0.9999204585|>, {3, 151} -> <|"Polynomial" -> 1 + 2*^2 + ^151, "CountNormalization" -> 0.4996690135|>, {5, 151} -> <|"Polynomial" -> 2 + ^2 + ^151, "CountNormalization" -> 0.4999993514|>, {7, 151} -> <|"Polynomial" -> 2 + 2*^2 + ^151, "CountNormalization" -> 0.3333333333|>, {2, 152} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^6 + ^152, "CountNormalization" -> 0.4982573771|>, {3, 152} -> <|"Polynomial" -> 2 + ^39 + ^152, "CountNormalization" -> 0.3893331076|>, {5, 152} -> <|"Polynomial" -> 3 + + ^19 + ^152, "CountNormalization" -> 0.3039702994|>, {7, 152} -> <|"Polynomial" -> 3 + ^49 + ^152, "CountNormalization" -> 0.2658079599|>, {2, 153} -> <|"Polynomial" -> 1 + + ^153, "CountNormalization" -> 0.8358106199|>, {3, 153} -> <|"Polynomial" -> 1 + 2*^59 + ^153, "CountNormalization" -> 0.4606332229|>, {5, 153} -> <|"Polynomial" -> 2 + ^14 + ^153, "CountNormalization" -> 0.4566256761|>, {7, 153} -> <|"Polynomial" -> 2 + + 5*^9 + ^153, "CountNormalization" -> 0.302405746|>, {2, 154} -> <|"Polynomial" -> 1 + + ^5 + ^9 + ^154, "CountNormalization" -> 0.6091125925|>, {3, 154} -> <|"Polynomial" -> 2 + + ^119 + ^154, "CountNormalization" -> 0.4689984995|>, {5, 154} -> <|"Polynomial" -> 2 + 2* + 2*^20 + ^154, "CountNormalization" -> 0.3025031569|>, {7, 154} -> <|"Polynomial" -> 3 + 2*^25 + ^154, "CountNormalization" -> 0.303791563|>, {2, 155} -> <|"Polynomial" -> 1 + ^4 + ^5 + ^7 + ^155, "CountNormalization" -> 0.9645330032|>, {3, 155} -> <|"Polynomial" -> 1 + 2*^12 + ^155, "CountNormalization" -> 0.4524160111|>, {5, 155} -> <|"Polynomial" -> 2 + 3*^54 + ^155, "CountNormalization" -> 0.4464205824|>, {7, 155} -> <|"Polynomial" -> 2 + 6*^11 + ^155, "CountNormalization" -> 0.3320963594|>, {2, 156} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^9 + ^156, "CountNormalization" -> 0.4039504558|>, {3, 156} -> <|"Polynomial" -> 2 + ^11 + ^55 + ^156, "CountNormalization" -> 0.2992741177|>, {5, 156} -> <|"Polynomial" -> 3 + + 4*^6 + ^156, "CountNormalization" -> 0.2451278416|>, {7, 156} -> <|"Polynomial" -> 3 + + ^26 + ^156, "CountNormalization" -> 0.218031502|>, {2, 157} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^157, "CountNormalization" -> 0.9999999988|>, {3, 157} -> <|"Polynomial" -> 1 + 2*^22 + ^157, "CountNormalization" -> 0.4999469271|>, {5, 157} -> <|"Polynomial" -> 2 + 3*^76 + ^157, "CountNormalization" -> 0.4999842914|>, {7, 157} -> <|"Polynomial" -> 2 + 2*^41 + ^157, "CountNormalization" -> 0.3331985717|>, {2, 158} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^8 + ^158, "CountNormalization" -> 0.6664185552|>, {3, 158} -> <|"Polynomial" -> 2 + ^61 + ^158, "CountNormalization" -> 0.4999924643|>, {5, 158} -> <|"Polynomial" -> 2 + ^9 + ^158, "CountNormalization" -> 0.333333315|>, {7, 158} -> <|"Polynomial" -> 3 + 2*^37 + ^158, "CountNormalization" -> 0.332281693|>, {2, 159} -> <|"Polynomial" -> 1 + ^31 + ^159, "CountNormalization" -> 0.8568673472|>, {3, 159} -> <|"Polynomial" -> 1 + 2*^32 + ^159, "CountNormalization" -> 0.4572061001|>, {5, 159} -> <|"Polynomial" -> 2 + 4*^5 + ^159, "CountNormalization" -> 0.4838709676|>, {7, 159} -> <|"Polynomial" -> 4 + 3*^34 + ^159, "CountNormalization" -> 0.3157402793|>, {2, 160} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^160, "CountNormalization" -> 0.4291458592|>, {3, 160} -> <|"Polynomial" -> 2 + ^27 + ^160, "CountNormalization" -> 0.326423716|>, {5, 160} -> <|"Polynomial" -> 2 + + 2*^4 + ^160, "CountNormalization" -> 0.2507328299|>, {7, 160} -> <|"Polynomial" -> 3 + ^27 + ^160, "CountNormalization" -> 0.2194530784|>, {2, 161} -> <|"Polynomial" -> 1 + ^18 + ^161, "CountNormalization" -> 0.97025787|>, {3, 161} -> <|"Polynomial" -> 1 + + 2*^16 + ^161, "CountNormalization" -> 0.4889139782|>, {5, 161} -> <|"Polynomial" -> 2 + 4*^11 + ^161, "CountNormalization" -> 0.4999186674|>, {7, 161} -> <|"Polynomial" -> 2 + 5*^13 + ^161, "CountNormalization" -> 0.3148227394|>, {2, 162} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^8 + ^162, "CountNormalization" -> 0.5304377566|>, {3, 162} -> <|"Polynomial" -> 2 + ^19 + ^162, "CountNormalization" -> 0.3573379457|>, {5, 162} -> <|"Polynomial" -> 2 + + 4*^4 + ^162, "CountNormalization" -> 0.2557942054|>, {7, 162} -> <|"Polynomial" -> 5 + + 6*^35 + ^162, "CountNormalization" -> 0.2938786336|>, {2, 163} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^7 + ^163, "CountNormalization" -> 0.9999919168|>, {3, 163} -> <|"Polynomial" -> 1 + 2*^59 + ^163, "CountNormalization" -> 0.5|>, {5, 163} -> <|"Polynomial" -> 2 + 4*^9 + ^163, "CountNormalization" -> 0.4999998781|>, {7, 163} -> <|"Polynomial" -> 2 + 2* + 3*^2 + ^163, "CountNormalization" -> 0.3327885773|>, {2, 164} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^12 + ^164, "CountNormalization" -> 0.52681344|>, {3, 164} -> <|"Polynomial" -> 2 + ^15 + ^164, "CountNormalization" -> 0.3951686484|>, {5, 164} -> <|"Polynomial" -> 2 + + 4*^23 + ^164, "CountNormalization" -> 0.3039751971|>, {7, 164} -> <|"Polynomial" -> 3 + ^13 + ^164, "CountNormalization" -> 0.2634537109|>, {2, 165} -> <|"Polynomial" -> 1 + ^3 + ^8 + ^9 + ^165, "CountNormalization" -> 0.7781841145|>, {3, 165} -> <|"Polynomial" -> 1 + 2*^52 + ^165, "CountNormalization" -> 0.40083405|>, {5, 165} -> <|"Polynomial" -> 2 + ^2 + ^165, "CountNormalization" -> 0.4273916022|>, {7, 165} -> <|"Polynomial" -> 2 + + 4*^6 + ^165, "CountNormalization" -> 0.3050941491|>, {2, 166} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^10 + ^166, "CountNormalization" -> 0.6605250452|>, {3, 166} -> <|"Polynomial" -> 2 + + ^17 + ^166, "CountNormalization" -> 0.4954713929|>, {5, 166} -> <|"Polynomial" -> 2 + 2* + ^44 + ^166, "CountNormalization" -> 0.3313373092|>, {7, 166} -> <|"Polynomial" -> 3 + ^45 + ^166, "CountNormalization" -> 0.3313323558|>, {2, 167} -> <|"Polynomial" -> 1 + ^6 + ^167, "CountNormalization" -> 0.9999995743|>, {3, 167} -> <|"Polynomial" -> 1 + 2*^71 + ^167, "CountNormalization" -> 0.4999854927|>, {5, 167} -> <|"Polynomial" -> 2 + 4*^59 + ^167, "CountNormalization" -> 0.4999634276|>, {7, 167} -> <|"Polynomial" -> 2 + 6*^39 + ^167, "CountNormalization" -> 0.3333333332|>, {2, 168} -> <|"Polynomial" -> 1 + ^6 + ^9 + ^16 + ^168, "CountNormalization" -> 0.3652315179|>, {3, 168} -> <|"Polynomial" -> 2 + ^7 + ^47 + ^168, "CountNormalization" -> 0.2845615311|>, {5, 168} -> <|"Polynomial" -> 2 + + 4*^61 + ^168, "CountNormalization" -> 0.2363108645|>, {7, 168} -> <|"Polynomial" -> 5 + + 3*^8 + ^168, "CountNormalization" -> 0.2109235889|>, {2, 169} -> <|"Polynomial" -> 1 + ^34 + ^169, "CountNormalization" -> 0.9996314573|>, {3, 169} -> <|"Polynomial" -> 1 + 2*^24 + ^169, "CountNormalization" -> 0.4997529463|>, {5, 169} -> <|"Polynomial" -> 2 + 4*^67 + ^169, "CountNormalization" -> 0.4999639207|>, {7, 169} -> <|"Polynomial" -> 2 + 2*^8 + ^169, "CountNormalization" -> 0.3333333333|>, {2, 170} -> <|"Polynomial" -> 1 + ^23 + ^170, "CountNormalization" -> 0.5864923652|>, {3, 170} -> <|"Polynomial" -> 2 + ^43 + ^170, "CountNormalization" -> 0.4403405714|>, {5, 170} -> <|"Polynomial" -> 2 + + 3*^9 + ^170, "CountNormalization" -> 0.297168344|>, {7, 170} -> <|"Polynomial" -> 3 + 2* + 5*^5 + ^170, "CountNormalization" -> 0.3010567513|>, {2, 171} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^171, "CountNormalization" -> 0.8453727445|>, {3, 171} -> <|"Polynomial" -> 1 + 2*^20 + ^171, "CountNormalization" -> 0.458621681|>, {5, 171} -> <|"Polynomial" -> 2 + 3* + ^171, "CountNormalization" -> 0.4553812452|>, {7, 171} -> <|"Polynomial" -> 4 + 3* + 3*^4 + ^171, "CountNormalization" -> 0.3062173298|>, {2, 172} -> <|"Polynomial" -> 1 + ^7 + ^172, "CountNormalization" -> 0.5289592575|>, {3, 172} -> <|"Polynomial" -> 2 + ^75 + ^172, "CountNormalization" -> 0.3967643083|>, {5, 172} -> <|"Polynomial" -> 3 + + 2*^3 + ^172, "CountNormalization" -> 0.3056842259|>, {7, 172} -> <|"Polynomial" -> 3 + ^35 + ^172, "CountNormalization" -> 0.2645600477|>, {2, 173} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^8 + ^173, "CountNormalization" -> 0.9999979673|>, {3, 173} -> <|"Polynomial" -> 1 + 2*^7 + ^173, "CountNormalization" -> 0.4985584237|>, {5, 173} -> <|"Polynomial" -> 2 + 3*^47 + ^173, "CountNormalization" -> 0.4993744402|>, {7, 173} -> <|"Polynomial" -> 2 + 3*^8 + ^173, "CountNormalization" -> 0.3333333333|>, {2, 174} -> <|"Polynomial" -> 1 + ^13 + ^174, "CountNormalization" -> 0.5584239099|>, {3, 174} -> <|"Polynomial" -> 2 + ^73 + ^174, "CountNormalization" -> 0.3869565797|>, {5, 174} -> <|"Polynomial" -> 2 + 2* + 4*^13 + ^174, "CountNormalization" -> 0.2709372196|>, {7, 174} -> <|"Polynomial" -> 5 + + ^39 + ^174, "CountNormalization" -> 0.3032176395|>, {2, 175} -> <|"Polynomial" -> 1 + ^6 + ^175, "CountNormalization" -> 0.9444677347|>, {3, 175} -> <|"Polynomial" -> 1 + 2* + ^14 + ^175, "CountNormalization" -> 0.4476781288|>, {5, 175} -> <|"Polynomial" -> 2 + ^58 + ^175, "CountNormalization" -> 0.4378637595|>, {7, 175} -> <|"Polynomial" -> 2 + 6*^39 + ^175, "CountNormalization" -> 0.3210714404|>, {2, 176} -> <|"Polynomial" -> 1 + ^9 + ^11 + ^12 + ^176, "CountNormalization" -> 0.4694539175|>, {3, 176} -> <|"Polynomial" -> 2 + ^15 + ^176, "CountNormalization" -> 0.3397484431|>, {5, 176} -> <|"Polynomial" -> 2 + + 2*^38 + ^176, "CountNormalization" -> 0.2688452793|>, {7, 176} -> <|"Polynomial" -> 3 + 2* + 4*^4 + ^176, "CountNormalization" -> 0.2364061944|>, {2, 177} -> <|"Polynomial" -> 1 + ^8 + ^177, "CountNormalization" -> 0.8571334376|>, {3, 177} -> <|"Polynomial" -> 1 + 2*^52 + ^177, "CountNormalization" -> 0.4608874905|>, {5, 177} -> <|"Polynomial" -> 2 + 3*^76 + ^177, "CountNormalization" -> 0.4838685269|>, {7, 177} -> <|"Polynomial" -> 2 + 3*^65 + ^177, "CountNormalization" -> 0.315339848|>, {2, 178} -> <|"Polynomial" -> 1 + ^87 + ^178, "CountNormalization" -> 0.6629422612|>, {3, 178} -> <|"Polynomial" -> 2 + ^11 + ^178, "CountNormalization" -> 0.4972048225|>, {5, 178} -> <|"Polynomial" -> 2 + ^13 + ^178, "CountNormalization" -> 0.331471079|>, {7, 178} -> <|"Polynomial" -> 3 + ^5 + ^178, "CountNormalization" -> 0.331368599|>, {2, 179} -> <|"Polynomial" -> 1 + + ^2 + ^4 + ^179, "CountNormalization" -> 0.9965185918|>, {3, 179} -> <|"Polynomial" -> 1 + 2*^59 + ^179, "CountNormalization" -> 0.4985934072|>, {5, 179} -> <|"Polynomial" -> 2 + 3*^12 + ^179, "CountNormalization" -> 0.4984613779|>, {7, 179} -> <|"Polynomial" -> 2 + 3*^16 + ^179, "CountNormalization" -> 0.3333253754|>, {2, 180} -> <|"Polynomial" -> 1 + ^7 + ^10 + ^12 + ^180, "CountNormalization" -> 0.3153048225|>, {3, 180} -> <|"Polynomial" -> 2 + ^25 + ^29 + ^180, "CountNormalization" -> 0.2459497865|>, {5, 180} -> <|"Polynomial" -> 3 + + ^24 + ^180, "CountNormalization" -> 0.1998037691|>, {7, 180} -> <|"Polynomial" -> 3 + + 6*^20 + ^180, "CountNormalization" -> 0.1883784716|>, {2, 181} -> <|"Polynomial" -> 1 + + ^6 + ^7 + ^181, "CountNormalization" -> 0.9999759906|>, {3, 181} -> <|"Polynomial" -> 1 + 2*^37 + ^181, "CountNormalization" -> 0.4999939355|>, {5, 181} -> <|"Polynomial" -> 2 + 2* + 2*^9 + ^181, "CountNormalization" -> 0.5|>, {7, 181} -> <|"Polynomial" -> 2 + 2*^5 + ^181, "CountNormalization" -> 0.3331492729|>, {2, 182} -> <|"Polynomial" -> 1 + + ^6 + ^8 + ^182, "CountNormalization" -> 0.6450079138|>, {3, 182} -> <|"Polynomial" -> 2 + ^25 + ^182, "CountNormalization" -> 0.4985695178|>, {5, 182} -> <|"Polynomial" -> 2 + + 4*^124 + ^182, "CountNormalization" -> 0.3210361666|>, {7, 182} -> <|"Polynomial" -> 3 + 3* + 4*^8 + ^182, "CountNormalization" -> 0.3125626468|>, {2, 183} -> <|"Polynomial" -> 1 + ^56 + ^183, "CountNormalization" -> 0.8547919529|>, {3, 183} -> <|"Polynomial" -> 1 + 2* + ^54 + ^183, "CountNormalization" -> 0.4609080368|>, {5, 183} -> <|"Polynomial" -> 2 + ^22 + ^183, "CountNormalization" -> 0.4838009049|>, {7, 183} -> <|"Polynomial" -> 2 + 3* + 4*^4 + ^183, "CountNormalization" -> 0.3148628346|>, {2, 184} -> <|"Polynomial" -> 1 + ^7 + ^8 + ^9 + ^184, "CountNormalization" -> 0.4887097803|>, {3, 184} -> <|"Polynomial" -> 2 + ^79 + ^184, "CountNormalization" -> 0.381644502|>, {5, 184} -> <|"Polynomial" -> 3 + + 4*^81 + ^184, "CountNormalization" -> 0.3001500746|>, {7, 184} -> <|"Polynomial" -> 3 + ^63 + ^184, "CountNormalization" -> 0.2605235003|>, {2, 185} -> <|"Polynomial" -> 1 + ^24 + ^185, "CountNormalization" -> 0.963402284|>, {3, 185} -> <|"Polynomial" -> 1 + 2* + ^64 + ^185, "CountNormalization" -> 0.4542992962|>, {5, 185} -> <|"Polynomial" -> 2 + 3*^6 + ^185, "CountNormalization" -> 0.4449639168|>, {7, 185} -> <|"Polynomial" -> 2 + 6*^47 + ^185, "CountNormalization" -> 0.3313300238|>, {2, 186} -> <|"Polynomial" -> 1 + ^6 + ^8 + ^9 + ^186, "CountNormalization" -> 0.5714285691|>, {3, 186} -> <|"Polynomial" -> 2 + + ^3 + ^186, "CountNormalization" -> 0.3935514665|>, {5, 186} -> <|"Polynomial" -> 2 + 2* + 4*^13 + ^186, "CountNormalization" -> 0.2761348455|>, {7, 186} -> <|"Polynomial" -> 5 + + 3*^20 + ^186, "CountNormalization" -> 0.3066128354|>, {2, 187} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^7 + ^187, "CountNormalization" -> 0.9457657523|>, {3, 187} -> <|"Polynomial" -> 1 + 2*^8 + ^187, "CountNormalization" -> 0.4777921314|>, {5, 187} -> <|"Polynomial" -> 2 + 3*^4 + ^187, "CountNormalization" -> 0.4987773454|>, {7, 187} -> <|"Polynomial" -> 2 + ^16 + ^187, "CountNormalization" -> 0.3329786267|>, {2, 188} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^188, "CountNormalization" -> 0.5309637477|>, {3, 188} -> <|"Polynomial" -> 2 + ^11 + ^188, "CountNormalization" -> 0.3996295041|>, {5, 188} -> <|"Polynomial" -> 3 + + 2*^55 + ^188, "CountNormalization" -> 0.3074582373|>, {7, 188} -> <|"Polynomial" -> 3 + + ^188, "CountNormalization" -> 0.2666638854|>, {2, 189} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^189, "CountNormalization" -> 0.8362415915|>, {3, 189} -> <|"Polynomial" -> 1 + + 2*^30 + ^189, "CountNormalization" -> 0.4551717613|>, {5, 189} -> <|"Polynomial" -> 2 + 3*^4 + ^189, "CountNormalization" -> 0.4506354503|>, {7, 189} -> <|"Polynomial" -> 2 + 3*^13 + ^189, "CountNormalization" -> 0.292726721|>, {2, 190} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^13 + ^190, "CountNormalization" -> 0.5831792965|>, {3, 190} -> <|"Polynomial" -> 2 + ^5 + ^29 + ^190, "CountNormalization" -> 0.4443019738|>, {5, 190} -> <|"Polynomial" -> 2 + 2* + 3*^46 + ^190, "CountNormalization" -> 0.2960051673|>, {7, 190} -> <|"Polynomial" -> 3 + ^11 + ^190, "CountNormalization" -> 0.3000814449|>, {2, 191} -> <|"Polynomial" -> 1 + ^9 + ^191, "CountNormalization" -> 0.9973890338|>, {3, 191} -> <|"Polynomial" -> 1 + 2*^71 + ^191, "CountNormalization" -> 0.4986929171|>, {5, 191} -> <|"Polynomial" -> 2 + 2* + 3*^10 + ^191, "CountNormalization" -> 0.4999955548|>, {7, 191} -> <|"Polynomial" -> 2 + 5*^31 + ^191, "CountNormalization" -> 0.3324630113|>, {2, 192} -> <|"Polynomial" -> 1 + ^5 + ^11 + ^15 + ^192, "CountNormalization" -> 0.3867005548|>, {3, 192} -> <|"Polynomial" -> 2 + + 2*^2 + 2*^15 + ^192, "CountNormalization" -> 0.2812511859|>, {5, 192} -> <|"Polynomial" -> 2 + + 2*^40 + ^192, "CountNormalization" -> 0.2348802027|>, {7, 192} -> <|"Polynomial" -> 3 + + 5*^15 + ^192, "CountNormalization" -> 0.2056644413|>, {2, 193} -> <|"Polynomial" -> 1 + ^15 + ^193, "CountNormalization" -> 0.9999999276|>, {3, 193} -> <|"Polynomial" -> 1 + 2*^12 + ^193, "CountNormalization" -> 0.4999069959|>, {5, 193} -> <|"Polynomial" -> 2 + ^14 + ^193, "CountNormalization" -> 0.5|>, {7, 193} -> <|"Polynomial" -> 2 + 5*^42 + ^193, "CountNormalization" -> 0.3333106097|>, {2, 194} -> <|"Polynomial" -> 1 + ^87 + ^194, "CountNormalization" -> 0.6654721964|>, {3, 194} -> <|"Polynomial" -> 2 + ^55 + ^194, "CountNormalization" -> 0.4999934741|>, {5, 194} -> <|"Polynomial" -> 2 + 2* + 3*^79 + ^194, "CountNormalization" -> 0.3324621015|>, {7, 194} -> <|"Polynomial" -> 3 + 2* + 4*^13 + ^194, "CountNormalization" -> 0.3321340285|>, {2, 195} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^8 + ^195, "CountNormalization" -> 0.8134633519|>, {3, 195} -> <|"Polynomial" -> 1 + 2*^49 + ^195, "CountNormalization" -> 0.4146584875|>, {5, 195} -> <|"Polynomial" -> 2 + 4*^71 + ^195, "CountNormalization" -> 0.4223098794|>, {7, 195} -> <|"Polynomial" -> 2 + + 6*^20 + ^195, "CountNormalization" -> 0.3031567279|>, {2, 196} -> <|"Polynomial" -> 1 + ^2 + ^9 + ^11 + ^196, "CountNormalization" -> 0.4920801481|>, {3, 196} -> <|"Polynomial" -> 2 + ^79 + ^196, "CountNormalization" -> 0.3822145662|>, {5, 196} -> <|"Polynomial" -> 3 + + 3*^26 + ^196, "CountNormalization" -> 0.2949007948|>, {7, 196} -> <|"Polynomial" -> 3 + 3* + 6*^13 + ^196, "CountNormalization" -> 0.2531221466|>, {2, 197} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^9 + ^197, "CountNormalization" -> 0.9998664352|>, {3, 197} -> <|"Polynomial" -> 1 + + ^19 + ^197, "CountNormalization" -> 0.4999492437|>, {5, 197} -> <|"Polynomial" -> 2 + 3*^24 + ^197, "CountNormalization" -> 0.5|>, {7, 197} -> <|"Polynomial" -> 2 + 6*^3 + ^197, "CountNormalization" -> 0.3332393571|>, {2, 198} -> <|"Polynomial" -> 1 + ^65 + ^198, "CountNormalization" -> 0.4941028013|>, {3, 198} -> <|"Polynomial" -> 2 + ^29 + ^198, "CountNormalization" -> 0.3398582239|>, {5, 198} -> <|"Polynomial" -> 2 + 2* + 2*^12 + ^198, "CountNormalization" -> 0.2451839119|>, {7, 198} -> <|"Polynomial" -> 5 + + ^36 + ^198, "CountNormalization" -> 0.2807579349|>, {2, 199} -> <|"Polynomial" -> 1 + ^34 + ^199, "CountNormalization" -> 1.|>, {3, 199} -> <|"Polynomial" -> 1 + 2*^35 + ^199, "CountNormalization" -> 0.4999999996|>, {5, 199} -> <|"Polynomial" -> 2 + 3* + ^199, "CountNormalization" -> 0.4999906944|>, {7, 199} -> <|"Polynomial" -> 2 + 2*^8 + ^199, "CountNormalization" -> 0.3332403014|>, {2, 200} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^200, "CountNormalization" -> 0.4227055795|>, {3, 200} -> <|"Polynomial" -> 2 + ^3 + ^200, "CountNormalization" -> 0.3428750472|>, {5, 200} -> <|"Polynomial" -> 3 + + 4*^174 + ^200, "CountNormalization" -> 0.2619872699|>, {7, 200} -> <|"Polynomial" -> 3 + + ^2 + ^200, "CountNormalization" -> 0.2310854829|>, {2, 201} -> <|"Polynomial" -> 1 + ^14 + ^201, "CountNormalization" -> 0.8565713936|>, {3, 201} -> <|"Polynomial" -> 1 + 2*^88 + ^201, "CountNormalization" -> 0.4615359504|>, {5, 201} -> <|"Polynomial" -> 2 + 3*^44 + ^201, "CountNormalization" -> 0.4817543314|>, {7, 201} -> <|"Polynomial" -> 2 + 3*^43 + ^201, "CountNormalization" -> 0.3157843991|>, {2, 202} -> <|"Polynomial" -> 1 + ^55 + ^202, "CountNormalization" -> 0.6666666667|>, {3, 202} -> <|"Polynomial" -> 2 + + ^159 + ^202, "CountNormalization" -> 0.4999986689|>, {5, 202} -> <|"Polynomial" -> 2 + 2* + 4*^37 + ^202, "CountNormalization" -> 0.3333333333|>, {7, 202} -> <|"Polynomial" -> 3 + ^75 + ^202, "CountNormalization" -> 0.3323182332|>, {2, 203} -> <|"Polynomial" -> 1 + + ^7 + ^8 + ^203, "CountNormalization" -> 0.9864926124|>, {3, 203} -> <|"Polynomial" -> 1 + 2*^3 + ^203, "CountNormalization" -> 0.4908850955|>, {5, 203} -> <|"Polynomial" -> 2 + 4*^17 + ^203, "CountNormalization" -> 0.4914854823|>, {7, 203} -> <|"Polynomial" -> 2 + 2*^4 + ^203, "CountNormalization" -> 0.3163120677|>, {2, 204} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^10 + ^204, "CountNormalization" -> 0.4114066579|>, {3, 204} -> <|"Polynomial" -> 2 + ^5 + ^97 + ^204, "CountNormalization" -> 0.3063483226|>, {5, 204} -> <|"Polynomial" -> 2 + + 3*^15 + ^204, "CountNormalization" -> 0.251414201|>, {7, 204} -> <|"Polynomial" -> 5 + + 4*^23 + ^204, "CountNormalization" -> 0.2225855288|>, {2, 205} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^9 + ^205, "CountNormalization" -> 0.9676692027|>, {3, 205} -> <|"Polynomial" -> 1 + 2*^9 + ^205, "CountNormalization" -> 0.4489903663|>, {5, 205} -> <|"Polynomial" -> 2 + 3*^23 + ^205, "CountNormalization" -> 0.448115381|>, {7, 205} -> <|"Polynomial" -> 2 + 6*^39 + ^205, "CountNormalization" -> 0.3291996817|>, {2, 206} -> <|"Polynomial" -> 1 + ^5 + ^9 + ^10 + ^206, "CountNormalization" -> 0.6666666664|>, {3, 206} -> <|"Polynomial" -> 2 + ^61 + ^206, "CountNormalization" -> 0.4991922454|>, {5, 206} -> <|"Polynomial" -> 2 + ^53 + ^206, "CountNormalization" -> 0.3332317399|>, {7, 206} -> <|"Polynomial" -> 3 + 3* + 4*^14 + ^206, "CountNormalization" -> 0.3329914419|>, {2, 207} -> <|"Polynomial" -> 1 + ^43 + ^207, "CountNormalization" -> 0.8273989228|>, {3, 207} -> <|"Polynomial" -> 1 + + 2*^26 + ^207, "CountNormalization" -> 0.4485897243|>, {5, 207} -> <|"Polynomial" -> 2 + ^26 + ^207, "CountNormalization" -> 0.4544333742|>, {7, 207} -> <|"Polynomial" -> 4 + + 2*^12 + ^207, "CountNormalization" -> 0.2981762495|>, {2, 208} -> <|"Polynomial" -> 1 + + ^3 + ^9 + ^208, "CountNormalization" -> 0.4869082537|>, {3, 208} -> <|"Polynomial" -> 2 + ^51 + ^208, "CountNormalization" -> 0.3581768047|>, {5, 208} -> <|"Polynomial" -> 3 + + 4*^42 + ^208, "CountNormalization" -> 0.283129345|>, {7, 208} -> <|"Polynomial" -> 3 + 2*^11 + ^208, "CountNormalization" -> 0.2436902425|>, {2, 209} -> <|"Polynomial" -> 1 + ^6 + ^209, "CountNormalization" -> 0.9457724999|>, {3, 209} -> <|"Polynomial" -> 1 + 2*^40 + ^209, "CountNormalization" -> 0.4765326868|>, {5, 209} -> <|"Polynomial" -> 2 + + 3*^8 + ^209, "CountNormalization" -> 0.4961070471|>, {7, 209} -> <|"Polynomial" -> 2 + 3*^40 + ^209, "CountNormalization" -> 0.3322405407|>, {2, 210} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^12 + ^210, "CountNormalization" -> 0.4702219549|>, {3, 210} -> <|"Polynomial" -> 2 + ^43 + ^210, "CountNormalization" -> 0.3246291519|>, {5, 210} -> <|"Polynomial" -> 2 + + 4*^53 + ^210, "CountNormalization" -> 0.2230674482|>, {7, 210} -> <|"Polynomial" -> 5 + + 3*^15 + ^210, "CountNormalization" -> 0.2524482508|>, {2, 211} -> <|"Polynomial" -> 1 + ^8 + ^10 + ^11 + ^211, "CountNormalization" -> 0.9999341802|>, {3, 211} -> <|"Polynomial" -> 1 + 2*^89 + ^211, "CountNormalization" -> 0.4997631454|>, {5, 211} -> <|"Polynomial" -> 2 + ^42 + ^211, "CountNormalization" -> 0.5|>, {7, 211} -> <|"Polynomial" -> 2 + 3*^10 + ^211, "CountNormalization" -> 0.3333309825|>, {2, 212} -> <|"Polynomial" -> 1 + ^105 + ^212, "CountNormalization" -> 0.5282581793|>, {3, 212} -> <|"Polynomial" -> 2 + + ^149 + ^212, "CountNormalization" -> 0.3962408934|>, {5, 212} -> <|"Polynomial" -> 3 + + ^60 + ^212, "CountNormalization" -> 0.3048166786|>, {7, 212} -> <|"Polynomial" -> 3 + 3* + 5*^16 + ^212, "CountNormalization" -> 0.2641240979|>, {2, 213} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^213, "CountNormalization" -> 0.8571261863|>, {3, 213} -> <|"Polynomial" -> 1 + + 2*^12 + ^213, "CountNormalization" -> 0.4614481939|>, {5, 213} -> <|"Polynomial" -> 2 + 4* + 2*^8 + ^213, "CountNormalization" -> 0.4830205794|>, {7, 213} -> <|"Polynomial" -> 2 + + 5*^10 + ^213, "CountNormalization" -> 0.3157891476|>, {2, 214} -> <|"Polynomial" -> 1 + + ^3 + ^5 + ^214, "CountNormalization" -> 0.66562986|>, {3, 214} -> <|"Polynomial" -> 2 + ^65 + ^214, "CountNormalization" -> 0.4992052694|>, {5, 214} -> <|"Polynomial" -> 2 + ^105 + ^214, "CountNormalization" -> 0.3327630978|>, {7, 214} -> <|"Polynomial" -> 3 + 2*^97 + ^214, "CountNormalization" -> 0.3331109629|>, {2, 215} -> <|"Polynomial" -> 1 + ^23 + ^215, "CountNormalization" -> 0.9648358413|>, {3, 215} -> <|"Polynomial" -> 1 + 2*^36 + ^215, "CountNormalization" -> 0.4534907712|>, {5, 215} -> <|"Polynomial" -> 2 + 3*^104 + ^215, "CountNormalization" -> 0.4467573032|>, {7, 215} -> <|"Polynomial" -> 2 + 3*^22 + ^215, "CountNormalization" -> 0.333203308|>, {2, 216} -> <|"Polynomial" -> 1 + + ^3 + ^7 + ^216, "CountNormalization" -> 0.3554318484|>, {3, 216} -> <|"Polynomial" -> 2 + + ^41 + ^216, "CountNormalization" -> 0.2768731804|>, {5, 216} -> <|"Polynomial" -> 3 + + ^28 + ^216, "CountNormalization" -> 0.2257029396|>, {7, 216} -> <|"Polynomial" -> 5 + + 4*^2 + ^216, "CountNormalization" -> 0.2129881359|>, {2, 217} -> <|"Polynomial" -> 1 + ^45 + ^217, "CountNormalization" -> 0.9919196483|>, {3, 217} -> <|"Polynomial" -> 1 + 2*^85 + ^217, "CountNormalization" -> 0.4987817248|>, {5, 217} -> <|"Polynomial" -> 2 + 3*^44 + ^217, "CountNormalization" -> 0.4996481775|>, {7, 217} -> <|"Polynomial" -> 2 + 2*^29 + ^217, "CountNormalization" -> 0.3207207478|>, {2, 218} -> <|"Polynomial" -> 1 + ^11 + ^218, "CountNormalization" -> 0.6666666594|>, {3, 218} -> <|"Polynomial" -> 2 + + ^13 + ^218, "CountNormalization" -> 0.4995417035|>, {5, 218} -> <|"Polynomial" -> 2 + ^3 + ^218, "CountNormalization" -> 0.333010091|>, {7, 218} -> <|"Polynomial" -> 3 + 2*^107 + ^218, "CountNormalization" -> 0.333269635|>, {2, 219} -> <|"Polynomial" -> 1 + + ^4 + ^8 + ^219, "CountNormalization" -> 0.8549731074|>, {3, 219} -> <|"Polynomial" -> 1 + 2*^26 + ^219, "CountNormalization" -> 0.4614711074|>, {5, 219} -> <|"Polynomial" -> 2 + 3* + 2*^3 + ^219, "CountNormalization" -> 0.4827672264|>, {7, 219} -> <|"Polynomial" -> 2 + 3*^53 + ^219, "CountNormalization" -> 0.31471079|>, {2, 220} -> <|"Polynomial" -> 1 + ^9 + ^10 + ^12 + ^220, "CountNormalization" -> 0.4302434787|>, {3, 220} -> <|"Polynomial" -> 2 + ^5 + ^73 + ^220, "CountNormalization" -> 0.3358170808|>, {5, 220} -> <|"Polynomial" -> 2 + + 4*^6 + ^220, "CountNormalization" -> 0.2501066468|>, {7, 220} -> <|"Polynomial" -> 3 + + 4*^21 + ^220, "CountNormalization" -> 0.2281109037|>, {2, 221} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^8 + ^221, "CountNormalization" -> 0.9991168045|>, {3, 221} -> <|"Polynomial" -> 1 + 2* + ^48 + ^221, "CountNormalization" -> 0.4985896251|>, {5, 221} -> <|"Polynomial" -> 2 + 4*^47 + ^221, "CountNormalization" -> 0.498776084|>, {7, 221} -> <|"Polynomial" -> 2 + 3*^20 + ^221, "CountNormalization" -> 0.3332947535|>, {2, 222} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^8 + ^222, "CountNormalization" -> 0.5683410814|>, {3, 222} -> <|"Polynomial" -> 2 + ^89 + ^222, "CountNormalization" -> 0.3938052732|>, {5, 222} -> <|"Polynomial" -> 2 + ^107 + ^222, "CountNormalization" -> 0.2732385071|>, {7, 222} -> <|"Polynomial" -> 3 + + 6*^17 + ^222, "CountNormalization" -> 0.3048451399|>, {2, 223} -> <|"Polynomial" -> 1 + ^33 + ^223, "CountNormalization" -> 0.9999392077|>, {3, 223} -> <|"Polynomial" -> 1 + + ^131 + ^223, "CountNormalization" -> 0.5|>, {5, 223} -> <|"Polynomial" -> 2 + 3*^36 + ^223, "CountNormalization" -> 0.4999985951|>, {7, 223} -> <|"Polynomial" -> 2 + 3*^16 + ^223, "CountNormalization" -> 0.3333333333|>, {2, 224} -> <|"Polynomial" -> 1 + ^2 + ^7 + ^12 + ^224, "CountNormalization" -> 0.4623843147|>, {3, 224} -> <|"Polynomial" -> 2 + ^23 + ^224, "CountNormalization" -> 0.3486293302|>, {5, 224} -> <|"Polynomial" -> 3 + + ^20 + ^224, "CountNormalization" -> 0.2746686077|>, {7, 224} -> <|"Polynomial" -> 3 + 2* + 4*^40 + ^224, "CountNormalization" -> 0.2372819255|>, {2, 225} -> <|"Polynomial" -> 1 + ^32 + ^225, "CountNormalization" -> 0.8095730196|>, {3, 225} -> <|"Polynomial" -> 1 + + ^3 + ^225, "CountNormalization" -> 0.4155746366|>, {5, 225} -> <|"Polynomial" -> 2 + 3*^23 + ^225, "CountNormalization" -> 0.3980931822|>, {7, 225} -> <|"Polynomial" -> 2 + 3*^103 + ^225, "CountNormalization" -> 0.2967923522|>, {2, 226} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^10 + ^226, "CountNormalization" -> 0.663481571|>, {3, 226} -> <|"Polynomial" -> 2 + + ^23 + ^226, "CountNormalization" -> 0.4974812861|>, {5, 226} -> <|"Polynomial" -> 2 + 2* + 2*^31 + ^226, "CountNormalization" -> 0.3316956934|>, {7, 226} -> <|"Polynomial" -> 3 + 3* + 2*^71 + ^226, "CountNormalization" -> 0.3316552615|>, {2, 227} -> <|"Polynomial" -> 1 + ^4 + ^9 + ^10 + ^227, "CountNormalization" -> 1.|>, {3, 227} -> <|"Polynomial" -> 1 + 2*^11 + ^227, "CountNormalization" -> 0.5|>, {5, 227} -> <|"Polynomial" -> 2 + 4*^53 + ^227, "CountNormalization" -> 0.4999999994|>, {7, 227} -> <|"Polynomial" -> 2 + 5*^48 + ^227, "CountNormalization" -> 0.3333333333|>, {2, 228} -> <|"Polynomial" -> 1 + ^2 + ^11 + ^12 + ^228, "CountNormalization" -> 0.4184587575|>, {3, 228} -> <|"Polynomial" -> 2 + ^17 + ^157 + ^228, "CountNormalization" -> 0.3095148451|>, {5, 228} -> <|"Polynomial" -> 2 + + 3*^103 + ^228, "CountNormalization" -> 0.2519659866|>, {7, 228} -> <|"Polynomial" -> 5 + + 4*^38 + ^228, "CountNormalization" -> 0.2244849217|>, {2, 229} -> <|"Polynomial" -> 1 + + ^4 + ^10 + ^229, "CountNormalization" -> 0.9999992863|>, {3, 229} -> <|"Polynomial" -> 1 + 2*^72 + ^229, "CountNormalization" -> 0.5|>, {5, 229} -> <|"Polynomial" -> 2 + 3*^6 + ^229, "CountNormalization" -> 0.499808708|>, {7, 229} -> <|"Polynomial" -> 2 + 5*^18 + ^229, "CountNormalization" -> 0.3333267767|>, {2, 230} -> <|"Polynomial" -> 1 + ^6 + ^7 + ^8 + ^230, "CountNormalization" -> 0.5731586994|>, {3, 230} -> <|"Polynomial" -> 2 + ^73 + ^230, "CountNormalization" -> 0.4375016488|>, {5, 230} -> <|"Polynomial" -> 2 + 2* + 3*^119 + ^230, "CountNormalization" -> 0.2907529608|>, {7, 230} -> <|"Polynomial" -> 3 + 2*^47 + ^230, "CountNormalization" -> 0.2945709073|>, {2, 231} -> <|"Polynomial" -> 1 + ^26 + ^231, "CountNormalization" -> 0.8001606342|>, {3, 231} -> <|"Polynomial" -> 1 + 2* + ^74 + ^231, "CountNormalization" -> 0.4408326508|>, {5, 231} -> <|"Polynomial" -> 2 + 4*^23 + ^231, "CountNormalization" -> 0.480143617|>, {7, 231} -> <|"Polynomial" -> 4 + 3*^38 + ^231, "CountNormalization" -> 0.3044791733|>, {2, 232} -> <|"Polynomial" -> 1 + ^4 + ^9 + ^11 + ^232, "CountNormalization" -> 0.4906462808|>, {3, 232} -> <|"Polynomial" -> 2 + + ^113 + ^232, "CountNormalization" -> 0.3810547542|>, {5, 232} -> <|"Polynomial" -> 2 + + 4*^5 + ^232, "CountNormalization" -> 0.2998761618|>, {7, 232} -> <|"Polynomial" -> 3 + 2*^5 + ^232, "CountNormalization" -> 0.2607860299|>, {2, 233} -> <|"Polynomial" -> 1 + ^74 + ^233, "CountNormalization" -> 0.9992762297|>, {3, 233} -> <|"Polynomial" -> 1 + + 2*^68 + ^233, "CountNormalization" -> 0.4989293362|>, {5, 233} -> <|"Polynomial" -> 2 + 3*^4 + ^233, "CountNormalization" -> 0.4999996196|>, {7, 233} -> <|"Polynomial" -> 2 + 2*^112 + ^233, "CountNormalization" -> 0.3326195575|>, {2, 234} -> <|"Polynomial" -> 1 + ^31 + ^234, "CountNormalization" -> 0.5262683637|>, {3, 234} -> <|"Polynomial" -> 2 + + ^67 + ^234, "CountNormalization" -> 0.3551749282|>, {5, 234} -> <|"Polynomial" -> 2 + 2* + ^54 + ^234, "CountNormalization" -> 0.2581222963|>, {7, 234} -> <|"Polynomial" -> 5 + + 6*^52 + ^234, "CountNormalization" -> 0.2900386967|>, {2, 235} -> <|"Polynomial" -> 1 + + ^6 + ^9 + ^235, "CountNormalization" -> 0.9671158892|>, {3, 235} -> <|"Polynomial" -> 1 + 2*^26 + ^235, "CountNormalization" -> 0.4540651822|>, {5, 235} -> <|"Polynomial" -> 2 + 4*^91 + ^235, "CountNormalization" -> 0.4475613298|>, {7, 235} -> <|"Polynomial" -> 2 + 2*^8 + ^235, "CountNormalization" -> 0.3332143282|>, {2, 236} -> <|"Polynomial" -> 1 + ^5 + ^236, "CountNormalization" -> 0.5325193987|>, {3, 236} -> <|"Polynomial" -> 2 + ^47 + ^236, "CountNormalization" -> 0.3998744901|>, {5, 236} -> <|"Polynomial" -> 3 + + ^20 + ^236, "CountNormalization" -> 0.3073202492|>, {7, 236} -> <|"Polynomial" -> 3 + 3* + 5*^19 + ^236, "CountNormalization" -> 0.26666024|>, {2, 237} -> <|"Polynomial" -> 1 + + ^4 + ^7 + ^237, "CountNormalization" -> 0.8562043631|>, {3, 237} -> <|"Polynomial" -> 1 + 2*^70 + ^237, "CountNormalization" -> 0.4615384482|>, {5, 237} -> <|"Polynomial" -> 2 + 2* + ^19 + ^237, "CountNormalization" -> 0.4838324264|>, {7, 237} -> <|"Polynomial" -> 2 + 3*^47 + ^237, "CountNormalization" -> 0.3156562854|>, {2, 238} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^238, "CountNormalization" -> 0.6432810152|>, {3, 238} -> <|"Polynomial" -> 2 + ^5 + ^238, "CountNormalization" -> 0.489364498|>, {5, 238} -> <|"Polynomial" -> 2 + 2* + 3*^5 + ^238, "CountNormalization" -> 0.318442884|>, {7, 238} -> <|"Polynomial" -> 3 + 3* + 3*^5 + ^238, "CountNormalization" -> 0.3167159148|>, {2, 239} -> <|"Polynomial" -> 1 + ^36 + ^239, "CountNormalization" -> 0.997211156|>, {3, 239} -> <|"Polynomial" -> 1 + 2*^5 + ^239, "CountNormalization" -> 0.4989271648|>, {5, 239} -> <|"Polynomial" -> 2 + 4*^115 + ^239, "CountNormalization" -> 0.4989561587|>, {7, 239} -> <|"Polynomial" -> 2 + 5*^73 + ^239, "CountNormalization" -> 0.3326374387|>, {2, 240} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^8 + ^240, "CountNormalization" -> 0.32527029|>, {3, 240} -> <|"Polynomial" -> 2 + ^19 + ^35 + ^240, "CountNormalization" -> 0.2411717363|>, {5, 240} -> <|"Polynomial" -> 3 + + ^4 + ^240, "CountNormalization" -> 0.2029483682|>, {7, 240} -> <|"Polynomial" -> 5 + + 3*^8 + ^240, "CountNormalization" -> 0.1734475076|>, {2, 241} -> <|"Polynomial" -> 1 + ^70 + ^241, "CountNormalization" -> 0.9999999545|>, {3, 241} -> <|"Polynomial" -> 1 + 2*^88 + ^241, "CountNormalization" -> 0.5|>, {5, 241} -> <|"Polynomial" -> 2 + 4*^37 + ^241, "CountNormalization" -> 0.4999922808|>, {7, 241} -> <|"Polynomial" -> 2 + 5*^44 + ^241, "CountNormalization" -> 0.3330912588|>, {2, 242} -> <|"Polynomial" -> 1 + + ^6 + ^11 + ^242, "CountNormalization" -> 0.6287216737|>, {3, 242} -> <|"Polynomial" -> 2 + ^115 + ^242, "CountNormalization" -> 0.4693786485|>, {5, 242} -> <|"Polynomial" -> 2 + 2* + 3*^69 + ^242, "CountNormalization" -> 0.3139956687|>, {7, 242} -> <|"Polynomial" -> 3 + 2*^113 + ^242, "CountNormalization" -> 0.3183195659|>, {2, 243} -> <|"Polynomial" -> 1 + + ^5 + ^8 + ^243, "CountNormalization" -> 0.8433247973|>, {3, 243} -> <|"Polynomial" -> 1 + 2*^121 + ^243, "CountNormalization" -> 0.4554658044|>, {5, 243} -> <|"Polynomial" -> 2 + 3*^26 + ^243, "CountNormalization" -> 0.4514508069|>, {7, 243} -> <|"Polynomial" -> 4 + 3*^2 + ^243, "CountNormalization" -> 0.3031676559|>, {2, 244} -> <|"Polynomial" -> 1 + + ^4 + ^9 + ^244, "CountNormalization" -> 0.5322939283|>, {3, 244} -> <|"Polynomial" -> 2 + ^31 + ^244, "CountNormalization" -> 0.3989072074|>, {5, 244} -> <|"Polynomial" -> 3 + + 3*^30 + ^244, "CountNormalization" -> 0.3063599263|>, {7, 244} -> <|"Polynomial" -> 3 + ^27 + ^244, "CountNormalization" -> 0.2658841104|>, {2, 245} -> <|"Polynomial" -> 1 + + ^4 + ^6 + ^245, "CountNormalization" -> 0.9459478735|>, {3, 245} -> <|"Polynomial" -> 1 + 2*^97 + ^245, "CountNormalization" -> 0.4466301444|>, {5, 245} -> <|"Polynomial" -> 2 + 4*^89 + ^245, "CountNormalization" -> 0.4441855978|>, {7, 245} -> <|"Polynomial" -> 2 + 6*^111 + ^245, "CountNormalization" -> 0.3215647343|>, {2, 246} -> <|"Polynomial" -> 1 + + ^2 + ^11 + ^246, "CountNormalization" -> 0.5637342247|>, {3, 246} -> <|"Polynomial" -> 2 + ^13 + ^246, "CountNormalization" -> 0.3908185114|>, {5, 246} -> <|"Polynomial" -> 2 + 2* + 3*^3 + ^246, "CountNormalization" -> 0.2727888209|>, {7, 246} -> <|"Polynomial" -> 3 + + 6*^11 + ^246, "CountNormalization" -> 0.3047280691|>, {2, 247} -> <|"Polynomial" -> 1 + ^82 + ^247, "CountNormalization" -> 0.9998127604|>, {3, 247} -> <|"Polynomial" -> 1 + 2*^122 + ^247, "CountNormalization" -> 0.4996500358|>, {5, 247} -> <|"Polynomial" -> 2 + ^6 + ^247, "CountNormalization" -> 0.4972859802|>, {7, 247} -> <|"Polynomial" -> 2 + 2*^27 + ^247, "CountNormalization" -> 0.3324897129|>, {2, 248} -> <|"Polynomial" -> 1 + ^10 + ^14 + ^15 + ^248, "CountNormalization" -> 0.5017998567|>, {3, 248} -> <|"Polynomial" -> 2 + ^119 + ^248, "CountNormalization" -> 0.3896120377|>, {5, 248} -> <|"Polynomial" -> 2 + + 2*^170 + ^248, "CountNormalization" -> 0.3063091814|>, {7, 248} -> <|"Polynomial" -> 3 + 2*^37 + ^248, "CountNormalization" -> 0.264800499|>, {2, 249} -> <|"Polynomial" -> 1 + ^86 + ^249, "CountNormalization" -> 0.8520102647|>, {3, 249} -> <|"Polynomial" -> 1 + 2*^59 + ^249, "CountNormalization" -> 0.4587369019|>, {5, 249} -> <|"Polynomial" -> 2 + 3* + 3*^4 + ^249, "CountNormalization" -> 0.482859627|>, {7, 249} -> <|"Polynomial" -> 4 + + 3*^27 + ^249, "CountNormalization" -> 0.3138937837|>, {2, 250} -> <|"Polynomial" -> 1 + ^103 + ^250, "CountNormalization" -> 0.5827338586|>, {3, 250} -> <|"Polynomial" -> 2 + ^3 + ^149 + ^250, "CountNormalization" -> 0.4421120816|>, {5, 250} -> <|"Polynomial" -> 2 + + 4*^4 + ^250, "CountNormalization" -> 0.2930747918|>, {7, 250} -> <|"Polynomial" -> 3 + + 6*^9 + ^250, "CountNormalization" -> 0.2996181937|>, {2, 251} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^7 + ^251, "CountNormalization" -> 0.9979935207|>, {3, 251} -> <|"Polynomial" -> 1 + 2*^9 + ^251, "CountNormalization" -> 0.4990059642|>, {5, 251} -> <|"Polynomial" -> 2 + 4*^15 + ^251, "CountNormalization" -> 0.4999999238|>, {7, 251} -> <|"Polynomial" -> 2 + 3*^14 + ^251, "CountNormalization" -> 0.3326585943|>, {2, 252} -> <|"Polynomial" -> 1 + ^67 + ^252, "CountNormalization" -> 0.3511183068|>, {3, 252} -> <|"Polynomial" -> 2 + ^13 + ^77 + ^252, "CountNormalization" -> 0.2674762365|>, {5, 252} -> <|"Polynomial" -> 3 + + 4*^10 + ^252, "CountNormalization" -> 0.2180027883|>, {7, 252} -> <|"Polynomial" -> 5 + + ^33 + ^252, "CountNormalization" -> 0.2085449233|>, {2, 253} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^7 + ^253, "CountNormalization" -> 0.9256462598|>, {3, 253} -> <|"Polynomial" -> 1 + 2*^7 + ^253, "CountNormalization" -> 0.4679635569|>, {5, 253} -> <|"Polynomial" -> 2 + 4* + 4*^32 + ^253, "CountNormalization" -> 0.4999442239|>, {7, 253} -> <|"Polynomial" -> 2 + 3*^16 + ^253, "CountNormalization" -> 0.3258437904|>, {2, 254} -> <|"Polynomial" -> 1 + + ^2 + ^7 + ^254, "CountNormalization" -> 0.6666666667|>, {3, 254} -> <|"Polynomial" -> 2 + ^73 + ^254, "CountNormalization" -> 0.499883883|>, {5, 254} -> <|"Polynomial" -> 2 + 2* + 2*^9 + ^254, "CountNormalization" -> 0.3325328679|>, {7, 254} -> <|"Polynomial" -> 3 + ^27 + ^254, "CountNormalization" -> 0.3333333228|>, {2, 255} -> <|"Polynomial" -> 1 + ^52 + ^255, "CountNormalization" -> 0.8155308976|>, {3, 255} -> <|"Polynomial" -> 1 + 2* + ^12 + ^255, "CountNormalization" -> 0.4192194533|>, {5, 255} -> <|"Polynomial" -> 2 + 3*^4 + ^255, "CountNormalization" -> 0.4292798361|>, {7, 255} -> <|"Polynomial" -> 4 + 3*^32 + ^255, "CountNormalization" -> 0.3022439261|>, {2, 256} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^10 + ^256, "CountNormalization" -> 0.4992180736|>, {3, 256} -> <|"Polynomial" -> 2 + ^49 + ^256, "CountNormalization" -> 0.3639622579|>, {5, 256} -> <|"Polynomial" -> 2 + + 4*^10 + ^256, "CountNormalization" -> 0.2865868644|>, {7, 256} -> <|"Polynomial" -> 3 + 2*^11 + ^256, "CountNormalization" -> 0.2487556851|>, {2, 257} -> <|"Polynomial" -> 1 + ^12 + ^257, "CountNormalization" -> 1.|>, {3, 257} -> <|"Polynomial" -> 1 + 2*^22 + ^257, "CountNormalization" -> 0.4999958429|>, {5, 257} -> <|"Polynomial" -> 2 + 3*^116 + ^257, "CountNormalization" -> 0.5|>, {7, 257} -> <|"Polynomial" -> 2 + 5*^25 + ^257, "CountNormalization" -> 0.333117304|>, {2, 258} -> <|"Polynomial" -> 1 + ^83 + ^258, "CountNormalization" -> 0.5694919873|>, {3, 258} -> <|"Polynomial" -> 2 + ^83 + ^258, "CountNormalization" -> 0.3943216355|>, {5, 258} -> <|"Polynomial" -> 2 + + 2*^34 + ^258, "CountNormalization" -> 0.2762902353|>, {7, 258} -> <|"Polynomial" -> 3 + + 3*^34 + ^258, "CountNormalization" -> 0.3080578043|>, {2, 259} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^10 + ^259, "CountNormalization" -> 0.9876769868|>, {3, 259} -> <|"Polynomial" -> 1 + 2*^65 + ^259, "CountNormalization" -> 0.499322165|>, {5, 259} -> <|"Polynomial" -> 2 + 4*^109 + ^259, "CountNormalization" -> 0.4966188668|>, {7, 259} -> <|"Polynomial" -> 2 + 6*^9 + ^259, "CountNormalization" -> 0.3201093051|>, {2, 260} -> <|"Polynomial" -> 1 + ^7 + ^8 + ^10 + ^260, "CountNormalization" -> 0.4415103234|>, {3, 260} -> <|"Polynomial" -> 2 + ^59 + ^260, "CountNormalization" -> 0.3479514175|>, {5, 260} -> <|"Polynomial" -> 2 + + 4*^13 + ^260, "CountNormalization" -> 0.2613573811|>, {7, 260} -> <|"Polynomial" -> 3 + 2*^113 + ^260, "CountNormalization" -> 0.2323302155|>, {2, 261} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^7 + ^261, "CountNormalization" -> 0.8404058401|>, {3, 261} -> <|"Polynomial" -> 1 + + 2*^90 + ^261, "CountNormalization" -> 0.4530944451|>, {5, 261} -> <|"Polynomial" -> 2 + 4*^41 + ^261, "CountNormalization" -> 0.4499327716|>, {7, 261} -> <|"Polynomial" -> 2 + 3*^5 + ^261, "CountNormalization" -> 0.3011333411|>, {2, 262} -> <|"Polynomial" -> 1 + ^4 + ^8 + ^9 + ^262, "CountNormalization" -> 0.6634985631|>, {3, 262} -> <|"Polynomial" -> 2 + + ^171 + ^262, "CountNormalization" -> 0.497465951|>, {5, 262} -> <|"Polynomial" -> 2 + 2* + ^78 + ^262, "CountNormalization" -> 0.3319391884|>, {7, 262} -> <|"Polynomial" -> 3 + ^23 + ^262, "CountNormalization" -> 0.3320620654|>, {2, 263} -> <|"Polynomial" -> 1 + ^93 + ^263, "CountNormalization" -> 0.9999577542|>, {3, 263} -> <|"Polynomial" -> 1 + 2*^69 + ^263, "CountNormalization" -> 0.4999843439|>, {5, 263} -> <|"Polynomial" -> 2 + 4*^67 + ^263, "CountNormalization" -> 0.5|>, {7, 263} -> <|"Polynomial" -> 2 + 5*^55 + ^263, "CountNormalization" -> 0.3333333303|>, {2, 264} -> <|"Polynomial" -> 1 + + ^9 + ^10 + ^264, "CountNormalization" -> 0.3657300755|>, {3, 264} -> <|"Polynomial" -> 2 + ^19 + ^203 + ^264, "CountNormalization" -> 0.2831105613|>, {5, 264} -> <|"Polynomial" -> 2 + + 4*^18 + ^264, "CountNormalization" -> 0.2352350742|>, {7, 264} -> <|"Polynomial" -> 3 + + ^88 + ^264, "CountNormalization" -> 0.205502434|>, {2, 265} -> <|"Polynomial" -> 1 + ^42 + ^265, "CountNormalization" -> 0.9675758153|>, {3, 265} -> <|"Polynomial" -> 1 + 2*^61 + ^265, "CountNormalization" -> 0.4501371824|>, {5, 265} -> <|"Polynomial" -> 2 + + 4*^10 + ^265, "CountNormalization" -> 0.4477210275|>, {7, 265} -> <|"Polynomial" -> 2 + 2*^17 + ^265, "CountNormalization" -> 0.3328588441|>, {2, 266} -> <|"Polynomial" -> 1 + ^47 + ^266, "CountNormalization" -> 0.6458877635|>, {3, 266} -> <|"Polynomial" -> 2 + ^3 + ^131 + ^266, "CountNormalization" -> 0.4980909872|>, {5, 266} -> <|"Polynomial" -> 2 + + 2*^46 + ^266, "CountNormalization" -> 0.3187452421|>, {7, 266} -> <|"Polynomial" -> 3 + 2*^43 + ^266, "CountNormalization" -> 0.3177749118|>, {2, 267} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^8 + ^267, "CountNormalization" -> 0.8571428463|>, {3, 267} -> <|"Polynomial" -> 1 + 2* + ^98 + ^267, "CountNormalization" -> 0.4589600338|>, {5, 267} -> <|"Polynomial" -> 2 + ^98 + ^267, "CountNormalization" -> 0.4807168702|>, {7, 267} -> <|"Polynomial" -> 4 + 3*^34 + ^267, "CountNormalization" -> 0.3157892988|>, {2, 268} -> <|"Polynomial" -> 1 + ^25 + ^268, "CountNormalization" -> 0.5313505586|>, {3, 268} -> <|"Polynomial" -> 2 + ^15 + ^268, "CountNormalization" -> 0.3980159174|>, {5, 268} -> <|"Polynomial" -> 3 + + 4*^2 + ^268, "CountNormalization" -> 0.3063313043|>, {7, 268} -> <|"Polynomial" -> 3 + 2* + 4*^27 + ^268, "CountNormalization" -> 0.2655787452|>, {2, 269} -> <|"Polynomial" -> 1 + + ^6 + ^7 + ^269, "CountNormalization" -> 0.9999999277|>, {3, 269} -> <|"Polynomial" -> 1 + 2*^7 + ^269, "CountNormalization" -> 0.4999491782|>, {5, 269} -> <|"Polynomial" -> 2 + ^30 + ^269, "CountNormalization" -> 0.4998450288|>, {7, 269} -> <|"Polynomial" -> 2 + 2*^22 + ^269, "CountNormalization" -> 0.3331785106|>, {2, 270} -> <|"Polynomial" -> 1 + ^53 + ^270, "CountNormalization" -> 0.4621385488|>, {3, 270} -> <|"Polynomial" -> 2 + + ^177 + ^270, "CountNormalization" -> 0.3076028644|>, {5, 270} -> <|"Polynomial" -> 2 + + 4*^84 + ^270, "CountNormalization" -> 0.2232608953|>, {7, 270} -> <|"Polynomial" -> 5 + + 4*^40 + ^270, "CountNormalization" -> 0.2580232514|>, {2, 271} -> <|"Polynomial" -> 1 + ^58 + ^271, "CountNormalization" -> 0.9999999999|>, {3, 271} -> <|"Polynomial" -> 1 + 2*^50 + ^271, "CountNormalization" -> 0.4998462397|>, {5, 271} -> <|"Polynomial" -> 2 + 4*^103 + ^271, "CountNormalization" -> 0.4999999923|>, {7, 271} -> <|"Polynomial" -> 2 + 2*^11 + ^271, "CountNormalization" -> 0.3333332821|>, {2, 272} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^9 + ^272, "CountNormalization" -> 0.4958004389|>, {3, 272} -> <|"Polynomial" -> 2 + ^7 + ^199 + ^272, "CountNormalization" -> 0.3574740827|>, {5, 272} -> <|"Polynomial" -> 2 + + 2*^4 + ^272, "CountNormalization" -> 0.285575512|>, {7, 272} -> <|"Polynomial" -> 3 + ^129 + ^272, "CountNormalization" -> 0.2489067331|>, {2, 273} -> <|"Polynomial" -> 1 + ^23 + ^273, "CountNormalization" -> 0.8361098263|>, {3, 273} -> <|"Polynomial" -> 1 + 2*^46 + ^273, "CountNormalization" -> 0.4594933122|>, {5, 273} -> <|"Polynomial" -> 2 + + 3*^8 + ^273, "CountNormalization" -> 0.4764601601|>, {7, 273} -> <|"Polynomial" -> 4 + 3*^46 + ^273, "CountNormalization" -> 0.30455619|>, {2, 274} -> <|"Polynomial" -> 1 + ^67 + ^274, "CountNormalization" -> 0.6660163045|>, {3, 274} -> <|"Polynomial" -> 2 + + ^5 + ^274, "CountNormalization" -> 0.4998986395|>, {5, 274} -> <|"Polynomial" -> 2 + ^57 + ^274, "CountNormalization" -> 0.3327752849|>, {7, 274} -> <|"Polynomial" -> 3 + ^125 + ^274, "CountNormalization" -> 0.3331972576|>, {2, 275} -> <|"Polynomial" -> 1 + ^9 + ^10 + ^11 + ^275, "CountNormalization" -> 0.9119082275|>, {3, 275} -> <|"Polynomial" -> 1 + 2*^26 + ^275, "CountNormalization" -> 0.434291027|>, {5, 275} -> <|"Polynomial" -> 2 + 3*^113 + ^275, "CountNormalization" -> 0.4408293943|>, {7, 275} -> <|"Polynomial" -> 2 + ^92 + ^275, "CountNormalization" -> 0.3327859714|>, {2, 276} -> <|"Polynomial" -> 1 + + ^3 + ^6 + ^276, "CountNormalization" -> 0.4078827695|>, {3, 276} -> <|"Polynomial" -> 2 + ^23 + ^67 + ^276, "CountNormalization" -> 0.3021189545|>, {5, 276} -> <|"Polynomial" -> 2 + + 4*^149 + ^276, "CountNormalization" -> 0.2466274454|>, {7, 276} -> <|"Polynomial" -> 5 + + ^147 + ^276, "CountNormalization" -> 0.2189451083|>, {2, 277} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^12 + ^277, "CountNormalization" -> 0.9999991082|>, {3, 277} -> <|"Polynomial" -> 1 + 2*^24 + ^277, "CountNormalization" -> 0.4999999684|>, {5, 277} -> <|"Polynomial" -> 2 + 4*^33 + ^277, "CountNormalization" -> 0.4999999865|>, {7, 277} -> <|"Polynomial" -> 2 + 2*^14 + ^277, "CountNormalization" -> 0.3333308797|>, {2, 278} -> <|"Polynomial" -> 1 + ^5 + ^278, "CountNormalization" -> 0.6666665187|>, {3, 278} -> <|"Polynomial" -> 2 + + ^153 + ^278, "CountNormalization" -> 0.4997003274|>, {5, 278} -> <|"Polynomial" -> 2 + ^63 + ^278, "CountNormalization" -> 0.3333333333|>, {7, 278} -> <|"Polynomial" -> 3 + 2*^97 + ^278, "CountNormalization" -> 0.3327175382|>, {2, 279} -> <|"Polynomial" -> 1 + ^5 + ^279, "CountNormalization" -> 0.8453235111|>, {3, 279} -> <|"Polynomial" -> 1 + 2*^7 + ^279, "CountNormalization" -> 0.4598372805|>, {5, 279} -> <|"Polynomial" -> 2 + 4*^19 + ^279, "CountNormalization" -> 0.4576014865|>, {7, 279} -> <|"Polynomial" -> 4 + 3*^50 + ^279, "CountNormalization" -> 0.3059640228|>, {2, 280} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^9 + ^280, "CountNormalization" -> 0.3924964785|>, {3, 280} -> <|"Polynomial" -> 2 + ^79 + ^280, "CountNormalization" -> 0.3297650609|>, {5, 280} -> <|"Polynomial" -> 3 + + 3*^62 + ^280, "CountNormalization" -> 0.2541723063|>, {7, 280} -> <|"Polynomial" -> 3 + 3* + 2*^46 + ^280, "CountNormalization" -> 0.2193014359|>, {2, 281} -> <|"Polynomial" -> 1 + ^93 + ^281, "CountNormalization" -> 0.9999876435|>, {3, 281} -> <|"Polynomial" -> 1 + + 2*^86 + ^281, "CountNormalization" -> 0.4989615981|>, {5, 281} -> <|"Polynomial" -> 2 + 4*^3 + ^281, "CountNormalization" -> 0.5|>, {7, 281} -> <|"Polynomial" -> 2 + 6*^41 + ^281, "CountNormalization" -> 0.3327018006|>, {2, 282} -> <|"Polynomial" -> 1 + ^35 + ^282, "CountNormalization" -> 0.5690406916|>, {3, 282} -> <|"Polynomial" -> 2 + + ^151 + ^282, "CountNormalization" -> 0.3938413705|>, {5, 282} -> <|"Polynomial" -> 2 + ^95 + ^282, "CountNormalization" -> 0.2751435844|>, {7, 282} -> <|"Polynomial" -> 5 + + 3*^8 + ^282, "CountNormalization" -> 0.3073136533|>, {2, 283} -> <|"Polynomial" -> 1 + ^5 + ^7 + ^12 + ^283, "CountNormalization" -> 0.9998960823|>, {3, 283} -> <|"Polynomial" -> 1 + 2*^23 + ^283, "CountNormalization" -> 0.499999996|>, {5, 283} -> <|"Polynomial" -> 2 + 4*^9 + ^283, "CountNormalization" -> 0.4997045985|>, {7, 283} -> <|"Polynomial" -> 2 + 3*^14 + ^283, "CountNormalization" -> 0.3333333328|>, {2, 284} -> <|"Polynomial" -> 1 + ^119 + ^284, "CountNormalization" -> 0.5323936595|>, {3, 284} -> <|"Polynomial" -> 2 + ^5 + ^284, "CountNormalization" -> 0.3993387244|>, {5, 284} -> <|"Polynomial" -> 2 + + 2*^16 + ^284, "CountNormalization" -> 0.3067194599|>, {7, 284} -> <|"Polynomial" -> 3 + 3* + 3*^5 + ^284, "CountNormalization" -> 0.2658766056|>, {2, 285} -> <|"Polynomial" -> 1 + ^5 + ^7 + ^10 + ^285, "CountNormalization" -> 0.8196580629|>, {3, 285} -> <|"Polynomial" -> 1 + 2*^89 + ^285, "CountNormalization" -> 0.4152069485|>, {5, 285} -> <|"Polynomial" -> 2 + + 2*^11 + ^285, "CountNormalization" -> 0.4278029277|>, {7, 285} -> <|"Polynomial" -> 4 + + 4*^21 + ^285, "CountNormalization" -> 0.3047381684|>, {2, 286} -> <|"Polynomial" -> 1 + ^69 + ^286, "CountNormalization" -> 0.6289706337|>, {3, 286} -> <|"Polynomial" -> 2 + + ^15 + ^286, "CountNormalization" -> 0.4702771424|>, {5, 286} -> <|"Polynomial" -> 2 + ^45 + ^286, "CountNormalization" -> 0.3139539651|>, {7, 286} -> <|"Polynomial" -> 3 + 3* + ^4 + ^286, "CountNormalization" -> 0.3125400288|>, {2, 287} -> <|"Polynomial" -> 1 + ^71 + ^287, "CountNormalization" -> 0.9920517561|>, {3, 287} -> <|"Polynomial" -> 1 + 2*^101 + ^287, "CountNormalization" -> 0.4935237633|>, {5, 287} -> <|"Polynomial" -> 2 + ^78 + ^287, "CountNormalization" -> 0.4999743502|>, {7, 287} -> <|"Polynomial" -> 2 + ^2 + ^287, "CountNormalization" -> 0.3178942804|>, {2, 288} -> <|"Polynomial" -> 1 + + ^10 + ^11 + ^288, "CountNormalization" -> 0.3471086469|>, {3, 288} -> <|"Polynomial" -> 2 + ^17 + ^145 + ^288, "CountNormalization" -> 0.2589434823|>, {5, 288} -> <|"Polynomial" -> 3 + + 3*^38 + ^288, "CountNormalization" -> 0.2145190071|>, {7, 288} -> <|"Polynomial" -> 3 + + 3*^46 + ^288, "CountNormalization" -> 0.2000029619|>, {2, 289} -> <|"Polynomial" -> 1 + ^21 + ^289, "CountNormalization" -> 0.9999922922|>, {3, 289} -> <|"Polynomial" -> 1 + 2*^73 + ^289, "CountNormalization" -> 0.4997065961|>, {5, 289} -> <|"Polynomial" -> 2 + ^54 + ^289, "CountNormalization" -> 0.498748736|>, {7, 289} -> <|"Polynomial" -> 2 + 3*^23 + ^289, "CountNormalization" -> 0.3333093567|>, {2, 290} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^290, "CountNormalization" -> 0.5732995465|>, {3, 290} -> <|"Polynomial" -> 2 + ^43 + ^290, "CountNormalization" -> 0.438588152|>, {5, 290} -> <|"Polynomial" -> 2 + 2* + 3*^173 + ^290, "CountNormalization" -> 0.2931263067|>, {7, 290} -> <|"Polynomial" -> 3 + ^51 + ^290, "CountNormalization" -> 0.2962286807|>, {2, 291} -> <|"Polynomial" -> 1 + ^5 + ^11 + ^12 + ^291, "CountNormalization" -> 0.8570648374|>, {3, 291} -> <|"Polynomial" -> 1 + 2*^25 + ^291, "CountNormalization" -> 0.4615297279|>, {5, 291} -> <|"Polynomial" -> 2 + 3*^49 + ^291, "CountNormalization" -> 0.4825699521|>, {7, 291} -> <|"Polynomial" -> 2 + 3*^79 + ^291, "CountNormalization" -> 0.3145857224|>, {2, 292} -> <|"Polynomial" -> 1 + ^97 + ^292, "CountNormalization" -> 0.5299462262|>, {3, 292} -> <|"Polynomial" -> 2 + ^3 + ^159 + ^292, "CountNormalization" -> 0.3976716473|>, {5, 292} -> <|"Polynomial" -> 3 + + 2*^107 + ^292, "CountNormalization" -> 0.3066420316|>, {7, 292} -> <|"Polynomial" -> 3 + + 5*^21 + ^292, "CountNormalization" -> 0.2650433417|>, {2, 293} -> <|"Polynomial" -> 1 + + ^6 + ^11 + ^293, "CountNormalization" -> 1.|>, {3, 293} -> <|"Polynomial" -> 1 + 2*^7 + ^293, "CountNormalization" -> 0.4991482112|>, {5, 293} -> <|"Polynomial" -> 2 + ^126 + ^293, "CountNormalization" -> 0.4997147873|>, {7, 293} -> <|"Polynomial" -> 2 + 2*^4 + ^293, "CountNormalization" -> 0.3327444437|>, {2, 294} -> <|"Polynomial" -> 1 + ^61 + ^294, "CountNormalization" -> 0.5519989562|>, {3, 294} -> <|"Polynomial" -> 2 + + ^51 + ^294, "CountNormalization" -> 0.3838340999|>, {5, 294} -> <|"Polynomial" -> 2 + ^115 + ^294, "CountNormalization" -> 0.2573968614|>, {7, 294} -> <|"Polynomial" -> 5 + + ^15 + ^294, "CountNormalization" -> 0.292790458|>, {2, 295} -> <|"Polynomial" -> 1 + ^48 + ^295, "CountNormalization" -> 0.9675241091|>, {3, 295} -> <|"Polynomial" -> 1 + 2*^83 + ^295, "CountNormalization" -> 0.4545448401|>, {5, 295} -> <|"Polynomial" -> 2 + 3*^64 + ^295, "CountNormalization" -> 0.448142874|>, {7, 295} -> <|"Polynomial" -> 2 + 5*^17 + ^295, "CountNormalization" -> 0.3332108974|>, {2, 296} -> <|"Polynomial" -> 1 + ^4 + ^9 + ^11 + ^296, "CountNormalization" -> 0.49524018|>, {3, 296} -> <|"Polynomial" -> 2 + ^123 + ^296, "CountNormalization" -> 0.3875987927|>, {5, 296} -> <|"Polynomial" -> 2 + + 4*^10 + ^296, "CountNormalization" -> 0.3044850966|>, {7, 296} -> <|"Polynomial" -> 3 + ^51 + ^296, "CountNormalization" -> 0.2633783497|>, {2, 297} -> <|"Polynomial" -> 1 + ^5 + ^297, "CountNormalization" -> 0.7955312016|>, {3, 297} -> <|"Polynomial" -> 1 + + 2*^44 + ^297, "CountNormalization" -> 0.4356682718|>, {5, 297} -> <|"Polynomial" -> 2 + 3*^76 + ^297, "CountNormalization" -> 0.4495789541|>, {7, 297} -> <|"Polynomial" -> 4 + 3*^8 + ^297, "CountNormalization" -> 0.3017089771|>, {2, 298} -> <|"Polynomial" -> 1 + ^4 + ^8 + ^11 + ^298, "CountNormalization" -> 0.6661068105|>, {3, 298} -> <|"Polynomial" -> 2 + + ^75 + ^298, "CountNormalization" -> 0.4999328921|>, {5, 298} -> <|"Polynomial" -> 2 + + 3*^65 + ^298, "CountNormalization" -> 0.3333293464|>, {7, 298} -> <|"Polynomial" -> 3 + ^75 + ^298, "CountNormalization" -> 0.3333004375|>, {2, 299} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^11 + ^299, "CountNormalization" -> 0.9769646087|>, {3, 299} -> <|"Polynomial" -> 1 + 2*^51 + ^299, "CountNormalization" -> 0.4885440799|>, {5, 299} -> <|"Polynomial" -> 2 + 4*^7 + ^299, "CountNormalization" -> 0.4991022129|>, {7, 299} -> <|"Polynomial" -> 2 + 2*^40 + ^299, "CountNormalization" -> 0.3261350035|>, {2, 300} -> <|"Polynomial" -> 1 + ^7 + ^300, "CountNormalization" -> 0.3464740577|>, {3, 300} -> <|"Polynomial" -> 2 + ^5 + ^133 + ^300, "CountNormalization" -> 0.263568626|>, {5, 300} -> <|"Polynomial" -> 2 + + 3*^19 + ^300, "CountNormalization" -> 0.2121019806|>, {7, 300} -> <|"Polynomial" -> 3 + + ^58 + ^300, "CountNormalization" -> 0.1908762144|>, {2, 301} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^9 + ^301, "CountNormalization" -> 0.989719735|>, {3, 301} -> <|"Polynomial" -> 1 + 2*^30 + ^301, "CountNormalization" -> 0.4983834507|>, {5, 301} -> <|"Polynomial" -> 2 + 3*^31 + ^301, "CountNormalization" -> 0.4999668493|>, {7, 301} -> <|"Polynomial" -> 2 + 4* + 6*^2 + ^301, "CountNormalization" -> 0.3217042824|>, {2, 302} -> <|"Polynomial" -> 1 + ^41 + ^302, "CountNormalization" -> 0.666613639|>, {3, 302} -> <|"Polynomial" -> 2 + ^61 + ^302, "CountNormalization" -> 0.4996671778|>, {5, 302} -> <|"Polynomial" -> 2 + 2* + 3*^29 + ^302, "CountNormalization" -> 0.3333328932|>, {7, 302} -> <|"Polynomial" -> 3 + 2*^37 + ^302, "CountNormalization" -> 0.333333333|>, {2, 303} -> <|"Polynomial" -> 1 + ^6 + ^12 + ^13 + ^303, "CountNormalization" -> 0.8557307602|>, {3, 303} -> <|"Polynomial" -> 1 + + 2*^62 + ^303, "CountNormalization" -> 0.4611579542|>, {5, 303} -> <|"Polynomial" -> 2 + 3*^16 + ^303, "CountNormalization" -> 0.4838709639|>, {7, 303} -> <|"Polynomial" -> 4 + 3*^82 + ^303, "CountNormalization" -> 0.3144832114|>, {2, 304} -> <|"Polynomial" -> 1 + + ^2 + ^11 + ^304, "CountNormalization" -> 0.4963004928|>, {3, 304} -> <|"Polynomial" -> 2 + ^5 + ^277 + ^304, "CountNormalization" -> 0.364532553|>, {5, 304} -> <|"Polynomial" -> 3 + + 4*^70 + ^304, "CountNormalization" -> 0.2860455212|>, {7, 304} -> <|"Polynomial" -> 3 + 2*^125 + ^304, "CountNormalization" -> 0.2501395382|>, {2, 305} -> <|"Polynomial" -> 1 + ^102 + ^305, "CountNormalization" -> 0.9665872303|>, {3, 305} -> <|"Polynomial" -> 1 + 2*^46 + ^305, "CountNormalization" -> 0.4545378024|>, {5, 305} -> <|"Polynomial" -> 2 + 4*^71 + ^305, "CountNormalization" -> 0.4476617461|>, {7, 305} -> <|"Polynomial" -> 2 + 3*^2 + ^305, "CountNormalization" -> 0.3322365584|>, {2, 306} -> <|"Polynomial" -> 1 + + ^3 + ^7 + ^306, "CountNormalization" -> 0.5258799057|>, {3, 306} -> <|"Polynomial" -> 2 + + ^37 + ^306, "CountNormalization" -> 0.3578914002|>, {5, 306} -> <|"Polynomial" -> 2 + 2* + 4*^9 + ^306, "CountNormalization" -> 0.2573490323|>, {7, 306} -> <|"Polynomial" -> 3 + + 3*^10 + ^306, "CountNormalization" -> 0.2953646324|>, {2, 307} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^8 + ^307, "CountNormalization" -> 0.9999999198|>, {3, 307} -> <|"Polynomial" -> 1 + 2*^17 + ^307, "CountNormalization" -> 0.5|>, {5, 307} -> <|"Polynomial" -> 2 + 2* + 2*^9 + ^307, "CountNormalization" -> 0.5|>, {7, 307} -> <|"Polynomial" -> 2 + 5*^62 + ^307, "CountNormalization" -> 0.3332858798|>, {2, 308} -> <|"Polynomial" -> 1 + ^2 + ^9 + ^15 + ^308, "CountNormalization" -> 0.4648727101|>, {3, 308} -> <|"Polynomial" -> 2 + ^75 + ^308, "CountNormalization" -> 0.3621724609|>, {5, 308} -> <|"Polynomial" -> 3 + + 3*^10 + ^308, "CountNormalization" -> 0.276061745|>, {7, 308} -> <|"Polynomial" -> 3 + 3* + 3*^9 + ^308, "CountNormalization" -> 0.2421002842|>, {2, 309} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^10 + ^309, "CountNormalization" -> 0.8571428568|>, {3, 309} -> <|"Polynomial" -> 1 + + ^3 + ^309, "CountNormalization" -> 0.4611366513|>, {5, 309} -> <|"Polynomial" -> 2 + 3*^4 + ^309, "CountNormalization" -> 0.4829420337|>, {7, 309} -> <|"Polynomial" -> 4 + 3*^106 + ^309, "CountNormalization" -> 0.3152617208|>, {2, 310} -> <|"Polynomial" -> 1 + + ^5 + ^8 + ^310, "CountNormalization" -> 0.58451308|>, {3, 310} -> <|"Polynomial" -> 2 + ^3 + ^161 + ^310, "CountNormalization" -> 0.4446956196|>, {5, 310} -> <|"Polynomial" -> 2 + + 4*^37 + ^310, "CountNormalization" -> 0.2968008265|>, {7, 310} -> <|"Polynomial" -> 3 + 2* + 3*^3 + ^310, "CountNormalization" -> 0.2994612897|>, {2, 311} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^7 + ^311, "CountNormalization" -> 0.9999998129|>, {3, 311} -> <|"Polynomial" -> 1 + + ^53 + ^311, "CountNormalization" -> 0.4998660594|>, {5, 311} -> <|"Polynomial" -> 2 + 3*^80 + ^311, "CountNormalization" -> 0.4999981041|>, {7, 311} -> <|"Polynomial" -> 2 + 6*^33 + ^311, "CountNormalization" -> 0.3332398329|>, {2, 312} -> <|"Polynomial" -> 1 + ^5 + ^10 + ^11 + ^312, "CountNormalization" -> 0.3786106754|>, {3, 312} -> <|"Polynomial" -> 2 + ^19 + ^155 + ^312, "CountNormalization" -> 0.291929697|>, {5, 312} -> <|"Polynomial" -> 2 + + 2*^36 + ^312, "CountNormalization" -> 0.2443392838|>, {7, 312} -> <|"Polynomial" -> 5 + + 3*^68 + ^312, "CountNormalization" -> 0.2125195577|>, {2, 313} -> <|"Polynomial" -> 1 + ^79 + ^313, "CountNormalization" -> 0.9999999088|>, {3, 313} -> <|"Polynomial" -> 1 + 2*^93 + ^313, "CountNormalization" -> 0.499999789|>, {5, 313} -> <|"Polynomial" -> 2 + 3*^59 + ^313, "CountNormalization" -> 0.4999999978|>, {7, 313} -> <|"Polynomial" -> 2 + 2*^101 + ^313, "CountNormalization" -> 0.3333333333|>, {2, 314} -> <|"Polynomial" -> 1 + ^15 + ^314, "CountNormalization" -> 0.666622153|>, {3, 314} -> <|"Polynomial" -> 2 + ^3 + ^155 + ^314, "CountNormalization" -> 0.4999449468|>, {5, 314} -> <|"Polynomial" -> 2 + ^105 + ^314, "CountNormalization" -> 0.3333226507|>, {7, 314} -> <|"Polynomial" -> 3 + 3* + 4*^14 + ^314, "CountNormalization" -> 0.3331921227|>, {2, 315} -> <|"Polynomial" -> 1 + + ^9 + ^10 + ^315, "CountNormalization" -> 0.7912496661|>, {3, 315} -> <|"Polynomial" -> 1 + 2*^127 + ^315, "CountNormalization" -> 0.4090817148|>, {5, 315} -> <|"Polynomial" -> 2 + 3*^74 + ^315, "CountNormalization" -> 0.403688664|>, {7, 315} -> <|"Polynomial" -> 4 + + 3*^50 + ^315, "CountNormalization" -> 0.2866551242|>, {2, 316} -> <|"Polynomial" -> 1 + ^135 + ^316, "CountNormalization" -> 0.5314530308|>, {3, 316} -> <|"Polynomial" -> 2 + ^87 + ^316, "CountNormalization" -> 0.3987321608|>, {5, 316} -> <|"Polynomial" -> 3 + + 3*^26 + ^316, "CountNormalization" -> 0.3067099847|>, {7, 316} -> <|"Polynomial" -> 3 + 2* + 2*^6 + ^316, "CountNormalization" -> 0.2658253544|>, {2, 317} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^7 + ^317, "CountNormalization" -> 0.9998948586|>, {3, 317} -> <|"Polynomial" -> 1 + 2*^7 + ^317, 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"CountNormalization" -> 0.428476182|>, {3, 320} -> <|"Polynomial" -> 2 + ^23 + ^320, "CountNormalization" -> 0.326423716|>, {5, 320} -> <|"Polynomial" -> 2 + + 2*^12 + ^320, "CountNormalization" -> 0.2503416677|>, {7, 320} -> <|"Polynomial" -> 3 + ^19 + ^320, "CountNormalization" -> 0.2191106878|>, {2, 321} -> <|"Polynomial" -> 1 + ^31 + ^321, "CountNormalization" -> 0.8571428571|>, {3, 321} -> <|"Polynomial" -> 1 + 2*^83 + ^321, "CountNormalization" -> 0.4613355939|>, {5, 321} -> <|"Polynomial" -> 2 + 3*^104 + ^321, "CountNormalization" -> 0.4837757419|>, {7, 321} -> <|"Polynomial" -> 2 + 3*^151 + ^321, "CountNormalization" -> 0.3152983548|>, {2, 322} -> <|"Polynomial" -> 1 + ^67 + ^322, "CountNormalization" -> 0.6317955964|>, {3, 322} -> <|"Polynomial" -> 2 + ^71 + ^322, "CountNormalization" -> 0.4872632873|>, {5, 322} -> <|"Polynomial" -> 2 + 2* + 2*^104 + ^322, "CountNormalization" -> 0.3142360732|>, {7, 322} -> <|"Polynomial" -> 3 + ^33 + ^322, "CountNormalization" -> 0.3114523592|>, {2, 323} -> <|"Polynomial" -> 1 + + ^3 + ^10 + ^323, "CountNormalization" -> 0.9983161011|>, {3, 323} -> <|"Polynomial" -> 1 + 2*^9 + ^323, "CountNormalization" -> 0.4986317992|>, {5, 323} -> <|"Polynomial" -> 2 + 4*^31 + ^323, "CountNormalization" -> 0.4960868592|>, {7, 323} -> <|"Polynomial" -> 2 + ^74 + ^323, "CountNormalization" -> 0.3320001188|>, {2, 324} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^6 + ^324, "CountNormalization" -> 0.3776216608|>, {3, 324} -> <|"Polynomial" -> 2 + ^13 + ^245 + ^324, "CountNormalization" -> 0.281953793|>, {5, 324} -> <|"Polynomial" -> 3 + + 2*^47 + ^324, "CountNormalization" -> 0.2293538765|>, {7, 324} -> <|"Polynomial" -> 5 + + 3*^3 + ^324, "CountNormalization" -> 0.2158004317|>, {2, 325} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^10 + ^325, "CountNormalization" -> 0.9653423763|>, {3, 325} -> <|"Polynomial" -> 1 + 2*^157 + ^325, "CountNormalization" -> 0.4510234073|>, {5, 325} -> <|"Polynomial" -> 2 + 3*^3 + ^325, "CountNormalization" -> 0.4374710211|>, {7, 325} -> <|"Polynomial" -> 2 + 2*^41 + ^325, "CountNormalization" -> 0.3305385707|>, {2, 326} -> <|"Polynomial" -> 1 + + ^3 + ^10 + ^326, "CountNormalization" -> 0.6666612778|>, {3, 326} -> <|"Polynomial" -> 2 + ^3 + ^199 + ^326, "CountNormalization" -> 0.4999999999|>, {5, 326} -> <|"Polynomial" -> 2 + 2* + ^36 + ^326, "CountNormalization" -> 0.3333332521|>, {7, 326} -> <|"Polynomial" -> 3 + ^129 + ^326, "CountNormalization" -> 0.3327885773|>, {2, 327} -> <|"Polynomial" -> 1 + ^34 + ^327, "CountNormalization" -> 0.857142856|>, {3, 327} -> <|"Polynomial" -> 1 + 2*^7 + ^327, "CountNormalization" -> 0.4611113246|>, {5, 327} -> <|"Polynomial" -> 2 + 4*^119 + ^327, "CountNormalization" -> 0.4834266599|>, {7, 327} -> <|"Polynomial" -> 4 + 3*^22 + ^327, "CountNormalization" -> 0.3157894737|>, {2, 328} -> <|"Polynomial" -> 1 + ^5 + ^7 + ^9 + ^328, "CountNormalization" -> 0.4957866255|>, {3, 328} -> <|"Polynomial" -> 2 + ^19 + ^328, "CountNormalization" -> 0.3853625359|>, {5, 328} -> <|"Polynomial" -> 2 + + 3*^11 + ^328, "CountNormalization" -> 0.3029014215|>, {7, 328} -> <|"Polynomial" -> 3 + 2*^53 + ^328, "CountNormalization" -> 0.2632343489|>, {2, 329} -> <|"Polynomial" -> 1 + ^50 + ^329, "CountNormalization" -> 0.9913997955|>, {3, 329} -> <|"Polynomial" -> 1 + 2*^52 + ^329, "CountNormalization" -> 0.498323623|>, {5, 329} -> <|"Polynomial" -> 2 + 3*^6 + ^329, "CountNormalization" -> 0.4991398561|>, {7, 329} -> <|"Polynomial" -> 2 + 5*^58 + ^329, "CountNormalization" -> 0.3216488745|>, {2, 330} -> <|"Polynomial" -> 1 + ^2 + ^7 + ^8 + ^330, "CountNormalization" -> 0.4623279308|>, {3, 330} -> <|"Polynomial" -> 2 + + ^123 + ^330, "CountNormalization" -> 0.3191126977|>, {5, 330} -> <|"Polynomial" -> 2 + 2* + 2*^56 + ^330, "CountNormalization" -> 0.2254973346|>, {7, 330} -> <|"Polynomial" -> 5 + + ^116 + ^330, "CountNormalization" -> 0.2530420412|>, {2, 331} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^10 + ^331, "CountNormalization" -> 1.|>, {3, 331} -> <|"Polynomial" -> 1 + 2*^2 + ^331, "CountNormalization" -> 0.4999999997|>, {5, 331} -> <|"Polynomial" -> 2 + 3*^45 + ^331, "CountNormalization" -> 0.5|>, {7, 331} -> <|"Polynomial" -> 2 + 3*^89 + ^331, "CountNormalization" -> 0.3332875646|>, {2, 332} -> <|"Polynomial" -> 1 + ^123 + ^332, "CountNormalization" -> 0.5278899857|>, {3, 332} -> <|"Polynomial" -> 2 + ^3 + ^15 + ^332, "CountNormalization" -> 0.3963769614|>, {5, 332} -> <|"Polynomial" -> 2 + + 4*^13 + ^332, "CountNormalization" -> 0.3054773314|>, {7, 332} -> <|"Polynomial" -> 3 + 2* + 3*^2 + ^332, "CountNormalization" -> 0.2650658846|>, {2, 333} -> <|"Polynomial" -> 1 + ^2 + ^333, "CountNormalization" -> 0.8411018791|>, {3, 333} -> <|"Polynomial" -> 1 + 2*^94 + ^333, "CountNormalization" -> 0.4609287033|>, {5, 333} -> <|"Polynomial" -> 2 + 3*^71 + ^333, "CountNormalization" -> 0.4546023311|>, {7, 333} -> <|"Polynomial" -> 2 + 3*^161 + ^333, "CountNormalization" -> 0.3054231704|>, {2, 334} -> <|"Polynomial" -> 1 + + ^4 + ^7 + ^334, "CountNormalization" -> 0.6666663829|>, {3, 334} -> <|"Polynomial" -> 2 + ^3 + ^41 + ^334, "CountNormalization" -> 0.4999854927|>, {5, 334} -> <|"Polynomial" -> 2 + 2* + 3*^31 + ^334, "CountNormalization" -> 0.3333089517|>, {7, 334} -> <|"Polynomial" -> 3 + ^83 + ^334, "CountNormalization" -> 0.3333333292|>, {2, 335} -> <|"Polynomial" -> 1 + ^2 + ^7 + ^10 + ^335, "CountNormalization" -> 0.9677398456|>, {3, 335} -> <|"Polynomial" -> 1 + 2*^8 + ^335, "CountNormalization" -> 0.4545433987|>, {5, 335} -> <|"Polynomial" -> 2 + 4*^131 + ^335, "CountNormalization" -> 0.4461795321|>, {7, 335} -> <|"Polynomial" -> 2 + 5*^7 + ^335, "CountNormalization" -> 0.3332070142|>, {2, 336} -> <|"Polynomial" -> 1 + + ^4 + ^7 + ^336, "CountNormalization" -> 0.3592767713|>, {3, 336} -> <|"Polynomial" -> 2 + ^19 + ^179 + ^336, "CountNormalization" -> 0.2605296772|>, {5, 336} -> <|"Polynomial" -> 3 + + 2*^19 + ^336, "CountNormalization" -> 0.2197510562|>, {7, 336} -> <|"Polynomial" -> 5 + + 6*^17 + ^336, "CountNormalization" -> 0.1977770763|>, {2, 337} -> <|"Polynomial" -> 1 + ^55 + ^337, "CountNormalization" -> 0.9999446956|>, {3, 337} -> <|"Polynomial" -> 1 + 2*^3 + ^337, "CountNormalization" -> 0.4999381877|>, {5, 337} -> <|"Polynomial" -> 2 + ^118 + ^337, "CountNormalization" -> 0.5|>, {7, 337} -> <|"Polynomial" -> 2 + ^160 + ^337, "CountNormalization" -> 0.3333333333|>, {2, 338} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^6 + ^338, "CountNormalization" -> 0.6661769507|>, {3, 338} -> <|"Polynomial" -> 2 + + ^3 + ^338, "CountNormalization" -> 0.4996270899|>, {5, 338} -> <|"Polynomial" -> 2 + ^155 + ^338, "CountNormalization" -> 0.3332362767|>, {7, 338} -> <|"Polynomial" -> 3 + 2*^137 + ^338, "CountNormalization" -> 0.3270369612|>, {2, 339} -> <|"Polynomial" -> 1 + ^7 + ^10 + ^16 + ^339, "CountNormalization" -> 0.8568397503|>, {3, 339} -> <|"Polynomial" -> 1 + 2*^49 + ^339, "CountNormalization" -> 0.4592147661|>, {5, 339} -> <|"Polynomial" -> 2 + 3*^61 + ^339, "CountNormalization" -> 0.4835597607|>, {7, 339} -> <|"Polynomial" -> 4 + 3* + 4*^8 + ^339, "CountNormalization" -> 0.3143981611|>, {2, 340} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^11 + ^340, "CountNormalization" -> 0.453366836|>, {3, 340} -> <|"Polynomial" -> 2 + + ^109 + ^340, "CountNormalization" -> 0.3519737598|>, {5, 340} -> <|"Polynomial" -> 3 + + 4*^158 + ^340, "CountNormalization" -> 0.2672195072|>, {7, 340} -> <|"Polynomial" -> 3 + 3* + 3*^2 + ^340, "CountNormalization" -> 0.23794403|>, {2, 341} -> <|"Polynomial" -> 1 + ^5 + ^11 + ^14 + ^341, "CountNormalization" -> 0.9457743034|>, {3, 341} -> <|"Polynomial" -> 1 + 2*^25 + ^341, "CountNormalization" -> 0.4773152201|>, {5, 341} -> <|"Polynomial" -> 2 + 4* + ^341, "CountNormalization" -> 0.4997266575|>, {7, 341} -> <|"Polynomial" -> 2 + 3*^16 + ^341, "CountNormalization" -> 0.3319484876|>, {2, 342} -> <|"Polynomial" -> 1 + ^125 + ^342, "CountNormalization" -> 0.5329815144|>, {3, 342} -> <|"Polynomial" -> 2 + ^77 + ^342, "CountNormalization" -> 0.362080025|>, {5, 342} -> <|"Polynomial" -> 2 + + 2*^74 + ^342, "CountNormalization" -> 0.2586766006|>, {7, 342} -> <|"Polynomial" -> 3 + + 5*^11 + ^342, "CountNormalization" -> 0.2982486008|>, {2, 343} -> <|"Polynomial" -> 1 + ^75 + ^343, "CountNormalization" -> 0.9921258202|>, {3, 343} -> <|"Polynomial" -> 1 + + 2*^26 + ^343, "CountNormalization" -> 0.4983068622|>, {5, 343} -> <|"Polynomial" -> 2 + 3*^109 + ^343, "CountNormalization" -> 0.4999743997|>, {7, 343} -> <|"Polynomial" -> 2 + ^4 + ^343, "CountNormalization" -> 0.3213993011|>, {2, 344} -> <|"Polynomial" -> 1 + ^6 + ^10 + ^11 + ^344, "CountNormalization" -> 0.4978440069|>, {3, 344} -> <|"Polynomial" -> 2 + ^3 + ^339 + ^344, "CountNormalization" -> 0.3870871284|>, {5, 344} -> <|"Polynomial" -> 2 + + 2*^16 + ^344, "CountNormalization" -> 0.3046908871|>, {7, 344} -> <|"Polynomial" -> 3 + 2*^41 + ^344, "CountNormalization" -> 0.2643397645|>, {2, 345} -> <|"Polynomial" -> 1 + ^22 + ^345, "CountNormalization" -> 0.8064091875|>, 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<|"Polynomial" -> 1 + ^4 + ^7 + ^8 + ^348, "CountNormalization" -> 0.4111790854|>, {3, 348} -> <|"Polynomial" -> 2 + ^7 + ^191 + ^348, "CountNormalization" -> 0.3053000309|>, {5, 348} -> <|"Polynomial" -> 2 + + 4*^10 + ^348, "CountNormalization" -> 0.2496791093|>, {7, 348} -> <|"Polynomial" -> 5 + + 4*^95 + ^348, "CountNormalization" -> 0.2210864627|>, {2, 349} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^349, "CountNormalization" -> 1.|>, {3, 349} -> <|"Polynomial" -> 1 + 2*^54 + ^349, "CountNormalization" -> 0.5|>, {5, 349} -> <|"Polynomial" -> 2 + 4*^13 + ^349, "CountNormalization" -> 0.5|>, {7, 349} -> <|"Polynomial" -> 2 + 6*^37 + ^349, "CountNormalization" -> 0.3333265821|>, {2, 350} -> <|"Polynomial" -> 1 + ^53 + ^350, "CountNormalization" -> 0.5542075006|>, {3, 350} -> <|"Polynomial" -> 2 + ^157 + ^350, "CountNormalization" -> 0.4366232944|>, {5, 350} -> <|"Polynomial" -> 2 + + 3*^33 + ^350, "CountNormalization" -> 0.2800280069|>, {7, 350} -> <|"Polynomial" -> 3 + 2*^17 + ^350, "CountNormalization" -> 0.2826740099|>, {2, 351} -> <|"Polynomial" -> 1 + ^34 + ^351, "CountNormalization" -> 0.8335584333|>, {3, 351} -> <|"Polynomial" -> 1 + 2*^122 + ^351, "CountNormalization" -> 0.4540005047|>, {5, 351} -> <|"Polynomial" -> 2 + 2* + 3*^30 + ^351, "CountNormalization" -> 0.4461337056|>, {7, 351} -> <|"Polynomial" -> 4 + 3*^34 + ^351, "CountNormalization" -> 0.3034676669|>, {2, 352} -> <|"Polynomial" -> 1 + ^6 + ^11 + ^13 + ^352, "CountNormalization" -> 0.4694466658|>, {3, 352} -> <|"Polynomial" -> 2 + ^15 + ^143 + ^352, "CountNormalization" -> 0.3387681448|>, {5, 352} -> <|"Polynomial" -> 3 + + 4*^174 + ^352, "CountNormalization" -> 0.2679800357|>, {7, 352} -> <|"Polynomial" -> 3 + 2*^89 + ^352, "CountNormalization" -> 0.2357364885|>, {2, 353} -> <|"Polynomial" -> 1 + ^69 + ^353, "CountNormalization" -> 0.9999989269|>, {3, 353} -> <|"Polynomial" -> 1 + 2*^142 + ^353, "CountNormalization" -> 0.4999990177|>, {5, 353} -> <|"Polynomial" -> 2 + ^42 + ^353, "CountNormalization" -> 0.4999978731|>, {7, 353} -> <|"Polynomial" -> 2 + ^68 + ^353, "CountNormalization" -> 0.3333333333|>, {2, 354} -> <|"Polynomial" -> 1 + ^5 + ^13 + ^14 + ^354, "CountNormalization" -> 0.5711616151|>, {3, 354} -> <|"Polynomial" -> 2 + + ^99 + ^354, "CountNormalization" -> 0.3949173238|>, {5, 354} -> <|"Polynomial" -> 2 + ^77 + ^354, "CountNormalization" -> 0.2755122344|>, {7, 354} -> <|"Polynomial" -> 5 + + ^14 + ^354, "CountNormalization" -> 0.3080000969|>, {2, 355} -> <|"Polynomial" -> 1 + + ^5 + ^6 + ^355, "CountNormalization" -> 0.9677376754|>, {3, 355} -> <|"Polynomial" -> 1 + 2*^41 + ^355, "CountNormalization" -> 0.4545454539|>, {5, 355} -> <|"Polynomial" -> 2 + 4*^79 + ^355, "CountNormalization" -> 0.4473294961|>, {7, 355} -> <|"Polynomial" -> 2 + 3*^56 + ^355, "CountNormalization" -> 0.333044933|>, {2, 356} -> <|"Polynomial" -> 1 + ^7 + ^9 + ^10 + ^356, "CountNormalization" -> 0.5298576875|>, {3, 356} -> <|"Polynomial" -> 2 + ^15 + ^356, "CountNormalization" -> 0.397763858|>, {5, 356} -> <|"Polynomial" -> 3 + + 4*^61 + ^356, "CountNormalization" -> 0.3059733037|>, {7, 356} -> <|"Polynomial" -> 3 + 2*^161 + ^356, "CountNormalization" -> 0.2649708292|>, {2, 357} -> <|"Polynomial" -> 1 + ^2 + ^10 + ^11 + ^357, "CountNormalization" -> 0.8354452294|>, {3, 357} -> <|"Polynomial" -> 1 + 2*^71 + ^357, "CountNormalization" -> 0.4588911633|>, {5, 357} -> <|"Polynomial" -> 2 + 3*^176 + ^357, "CountNormalization" -> 0.4789364695|>, {7, 357} -> <|"Polynomial" -> 4 + 3* + 4*^25 + ^357, "CountNormalization" -> 0.3016094104|>, {2, 358} -> <|"Polynomial" -> 1 + ^7 + ^8 + ^14 + ^358, "CountNormalization" -> 0.6643457279|>, {3, 358} -> <|"Polynomial" -> 2 + ^77 + ^358, "CountNormalization" -> 0.4985932744|>, {5, 358} -> <|"Polynomial" -> 2 + 2* + 4*^53 + ^358, "CountNormalization" -> 0.3323075852|>, {7, 358} -> <|"Polynomial" -> 3 + ^3 + ^358, "CountNormalization" -> 0.3323968925|>, {2, 359} -> <|"Polynomial" -> 1 + ^68 + ^359, 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"CountNormalization" -> 0.2681123823|>, {5, 396} -> <|"Polynomial" -> 2 + + 4*^50 + ^396, "CountNormalization" -> 0.2166734506|>, {2, 397} -> <|"Polynomial" -> 1 + ^6 + ^7 + ^12 + ^397, "CountNormalization" -> 0.9993794259|>, {3, 397} -> <|"Polynomial" -> 1 + + ^53 + ^397, "CountNormalization" -> 0.4999984131|>, {5, 397} -> <|"Polynomial" -> 2 + 3*^64 + ^397, "CountNormalization" -> 0.4999999995|>, {2, 398} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^14 + ^398, "CountNormalization" -> 0.6666666667|>, {3, 398} -> <|"Polynomial" -> 2 + ^169 + ^398, "CountNormalization" -> 0.4997906159|>, {5, 398} -> <|"Polynomial" -> 2 + ^3 + ^398, "CountNormalization" -> 0.3331831745|>, {2, 399} -> <|"Polynomial" -> 1 + ^86 + ^399, "CountNormalization" -> 0.847820107|>, {3, 399} -> <|"Polynomial" -> 1 + 2*^181 + ^399, "CountNormalization" -> 0.4588107462|>, {5, 399} -> <|"Polynomial" -> 2 + 3*^52 + ^399, "CountNormalization" -> 0.4799047952|>, {2, 400} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^400, "CountNormalization" -> 0.4207813701|>, {3, 400} -> <|"Polynomial" -> 2 + ^43 + ^400, "CountNormalization" -> 0.3202110552|>, {5, 400} -> <|"Polynomial" -> 2 + + 4*^39 + ^400, "CountNormalization" -> 0.246391167|>, {2, 401} -> <|"Polynomial" -> 1 + ^152 + ^401, "CountNormalization" -> 1.|>, {3, 401} -> <|"Polynomial" -> 1 + + 2*^156 + ^401, "CountNormalization" -> 0.5|>, {5, 401} -> <|"Polynomial" -> 2 + 4*^47 + ^401, "CountNormalization" -> 0.4999999914|>, {2, 402} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^9 + ^402, "CountNormalization" -> 0.570704313|>, {3, 402} -> <|"Polynomial" -> 2 + + ^21 + ^402, "CountNormalization" -> 0.3955882917|>, {5, 402} -> <|"Polynomial" -> 2 + ^35 + ^402, "CountNormalization" -> 0.2752881894|>, {2, 403} -> <|"Polynomial" -> 1 + ^5 + ^8 + ^9 + ^403, "CountNormalization" -> 0.9998557621|>, {3, 403} -> <|"Polynomial" -> 1 + 2*^161 + ^403, "CountNormalization" -> 0.4992623332|>, {5, 403} -> <|"Polynomial" -> 2 + 3*^42 + ^403, "CountNormalization" -> 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0.9456467557|>, {3, 451} -> <|"Polynomial" -> 1 + 2*^17 + ^451, "CountNormalization" -> 0.4723658571|>, {2, 452} -> <|"Polynomial" -> 1 + ^4 + ^5 + ^6 + ^452, "CountNormalization" -> 0.5307759291|>, {3, 452} -> <|"Polynomial" -> 2 + ^17 + ^452, "CountNormalization" -> 0.3978383333|>, {2, 453} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^15 + ^453, "CountNormalization" -> 0.8570746787|>, {3, 453} -> <|"Polynomial" -> 1 + 2* + ^16 + ^453, "CountNormalization" -> 0.4612329354|>, {2, 454} -> <|"Polynomial" -> 1 + ^5 + ^9 + ^10 + ^454, "CountNormalization" -> 0.6666644248|>, {3, 454} -> <|"Polynomial" -> 2 + ^7 + ^177 + ^454, "CountNormalization" -> 0.4999665589|>, {2, 455} -> <|"Polynomial" -> 1 + ^38 + ^455, "CountNormalization" -> 0.9454321381|>, {3, 455} -> <|"Polynomial" -> 1 + 2*^32 + ^455, "CountNormalization" -> 0.4438271816|>, {2, 456} -> <|"Polynomial" -> 1 + ^2 + ^11 + ^23 + ^456, "CountNormalization" -> 0.3918800842|>, {3, 456} -> <|"Polynomial" -> 2 + + ^209 + ^456, "CountNormalization" -> 0.3015127876|>, {2, 457} -> <|"Polynomial" -> 1 + ^16 + ^457, "CountNormalization" -> 0.9999999933|>, {3, 457} -> <|"Polynomial" -> 1 + 2*^67 + ^457, "CountNormalization" -> 0.5|>, {2, 458} -> <|"Polynomial" -> 1 + ^203 + ^458, "CountNormalization" -> 0.6666661553|>, {3, 458} -> <|"Polynomial" -> 2 + ^163 + ^458, "CountNormalization" -> 0.4999970415|>, {2, 459} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^12 + ^459, "CountNormalization" -> 0.8358074378|>, {3, 459} -> <|"Polynomial" -> 1 + + 2*^86 + ^459, "CountNormalization" -> 0.4551737437|>, {2, 460} -> <|"Polynomial" -> 1 + ^61 + ^460, "CountNormalization" -> 0.4439653997|>, {3, 460} -> <|"Polynomial" -> 2 + ^57 + ^460, "CountNormalization" -> 0.3488831486|>, {2, 461} -> <|"Polynomial" -> 1 + + ^6 + ^7 + ^461, "CountNormalization" -> 0.9996385978|>, {3, 461} -> <|"Polynomial" -> 1 + 2*^13 + ^461, "CountNormalization" -> 0.4999582881|>, {2, 462} -> <|"Polynomial" -> 1 + ^73 + ^462, "CountNormalization" -> 0.5115148683|>, {3, 462} -> 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"CountNormalization" -> 0.9999999699|>, {3, 479} -> <|"Polynomial" -> 1 + 2*^221 + ^479, "CountNormalization" -> 0.4999997522|>, {2, 480} -> <|"Polynomial" -> 1 + ^7 + ^13 + ^16 + ^480, "CountNormalization" -> 0.3235651759|>, {3, 480} -> <|"Polynomial" -> 2 + ^35 + ^163 + ^480, "CountNormalization" -> 0.2411685551|>, {2, 481} -> <|"Polynomial" -> 1 + ^138 + ^481, "CountNormalization" -> 0.9953941557|>, {3, 481} -> <|"Polynomial" -> 1 + 2*^22 + ^481, "CountNormalization" -> 0.4999986303|>, {2, 482} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^9 + ^482, "CountNormalization" -> 0.6663901259|>, {3, 482} -> <|"Polynomial" -> 2 + ^127 + ^482, "CountNormalization" -> 0.4998827213|>, {2, 483} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^9 + ^483, "CountNormalization" -> 0.8283242715|>, {3, 483} -> <|"Polynomial" -> 1 + 2*^26 + ^483, "CountNormalization" -> 0.4496747283|>, {2, 484} -> <|"Polynomial" -> 1 + ^105 + ^484, "CountNormalization" -> 0.5013195314|>, {3, 484} -> <|"Polynomial" -> 2 + ^39 + ^484, "CountNormalization" -> 0.3754232267|>, {2, 485} -> <|"Polynomial" -> 1 + ^6 + ^16 + ^17 + ^485, "CountNormalization" -> 0.9676573944|>, {3, 485} -> <|"Polynomial" -> 1 + 2* + ^485, "CountNormalization" -> 0.4540682873|>, {2, 486} -> <|"Polynomial" -> 1 + ^5 + ^8 + ^14 + ^486, "CountNormalization" -> 0.5289819536|>, {3, 486} -> <|"Polynomial" -> 2 + ^125 + ^486, "CountNormalization" -> 0.3565922792|>, {2, 487} -> <|"Polynomial" -> 1 + ^94 + ^487, "CountNormalization" -> 0.9997947033|>, {3, 487} -> <|"Polynomial" -> 1 + 2*^29 + ^487, "CountNormalization" -> 0.5|>, {2, 488} -> <|"Polynomial" -> 1 + + ^3 + ^4 + ^488, "CountNormalization" -> 0.5004697444|>, {3, 488} -> <|"Polynomial" -> 2 + ^123 + ^488, "CountNormalization" -> 0.3890183264|>, {2, 489} -> <|"Polynomial" -> 1 + ^83 + ^489, "CountNormalization" -> 0.8571349013|>, {3, 489} -> <|"Polynomial" -> 1 + + ^443 + ^489, "CountNormalization" -> 0.4615341714|>, {2, 490} -> <|"Polynomial" -> 1 + ^219 + ^490, "CountNormalization" -> 0.5568335|>, {3, 490} -> <|"Polynomial" -> 2 + + ^339 + ^490, "CountNormalization" -> 0.4385027084|>, {2, 491} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^11 + ^491, "CountNormalization" -> 0.9989825764|>, {3, 491} -> <|"Polynomial" -> 1 + 2*^11 + ^491, "CountNormalization" -> 0.4994710079|>, {2, 492} -> <|"Polynomial" -> 1 + + ^7 + ^8 + ^492, "CountNormalization" -> 0.4161118085|>, {3, 492} -> <|"Polynomial" -> 2 + ^5 + ^241 + ^492, "CountNormalization" -> 0.3083692203|>, {2, 493} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^10 + ^493, "CountNormalization" -> 0.9943212588|>, {3, 493} -> <|"Polynomial" -> 1 + 2*^4 + ^493, "CountNormalization" -> 0.4912312429|>, {2, 494} -> <|"Polynomial" -> 1 + ^137 + ^494, "CountNormalization" -> 0.666290683|>, {3, 494} -> <|"Polynomial" -> 2 + + ^429 + ^494, "CountNormalization" -> 0.4994124633|>, {2, 495} -> <|"Polynomial" -> 1 + ^76 + ^495, "CountNormalization" -> 0.7616498908|>, {3, 495} -> <|"Polynomial" -> 1 + 2*^7 + ^495, "CountNormalization" -> 0.3978467693|>, {2, 496} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^16 + ^496, "CountNormalization" -> 0.4997913479|>, {3, 496} -> <|"Polynomial" -> 2 + ^85 + ^496, "CountNormalization" -> 0.3647936241|>, {2, 497} -> <|"Polynomial" -> 1 + ^78 + ^497, "CountNormalization" -> 0.9919790502|>, {3, 497} -> <|"Polynomial" -> 1 + 2* + ^64 + ^497, "CountNormalization" -> 0.4995425433|>, {2, 498} -> <|"Polynomial" -> 1 + ^3 + ^9 + ^11 + ^498, "CountNormalization" -> 0.5661643241|>, {3, 498} -> <|"Polynomial" -> 2 + + ^495 + ^498, "CountNormalization" -> 0.391824616|>, {2, 499} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^11 + ^499, "CountNormalization" -> 0.9999522878|>, {3, 499} -> <|"Polynomial" -> 1 + 2*^20 + ^499, "CountNormalization" -> 0.4999999997|>, {2, 500} -> <|"Polynomial" -> 1 + + ^6 + ^10 + ^500, "CountNormalization" -> 0.4501710711|>, {3, 500} -> <|"Polynomial" -> 2 + ^39 + ^500, "CountNormalization" -> 0.3497326455|>, {2, 501} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^5 + ^501, "CountNormalization" -> 0.8571424922|>, {3, 501} -> <|"Polynomial" -> 1 + 2*^88 + ^501, "CountNormalization" -> 0.4615228606|>, {2, 502} -> <|"Polynomial" -> 1 + ^4 + ^5 + ^8 + ^502, "CountNormalization" -> 0.6653262236|>, {3, 502} -> <|"Polynomial" -> 2 + ^197 + ^502, "CountNormalization" -> 0.4990059642|>, {2, 503} -> <|"Polynomial" -> 1 + ^3 + ^503, "CountNormalization" -> 1.|>, {3, 503} -> <|"Polynomial" -> 1 + 2*^35 + ^503, "CountNormalization" -> 0.4998875987|>, {2, 504} -> <|"Polynomial" -> 1 + ^2 + ^14 + ^21 + ^504, "CountNormalization" -> 0.3278859393|>, {3, 504} -> <|"Polynomial" -> 2 + ^23 + ^223 + ^504, "CountNormalization" -> 0.2594698468|>, {2, 505} -> <|"Polynomial" -> 1 + ^156 + ^505, "CountNormalization" -> 0.9677419355|>, {3, 505} -> <|"Polynomial" -> 1 + 2*^61 + ^505, "CountNormalization" -> 0.4545432238|>, {2, 506} -> <|"Polynomial" -> 1 + ^95 + ^506, "CountNormalization" -> 0.6160343256|>, {3, 506} -> <|"Polynomial" -> 2 + + ^277 + ^506, "CountNormalization" -> 0.4602209946|>, {2, 507} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^13 + ^507, "CountNormalization" -> 0.8459740822|>, {3, 507} -> <|"Polynomial" -> 1 + 2*^80 + ^507, "CountNormalization" -> 0.4597035314|>, {2, 508} -> <|"Polynomial" -> 1 + ^109 + ^508, "CountNormalization" -> 0.5322370501|>, {3, 508} -> <|"Polynomial" -> 2 + + ^389 + ^508, "CountNormalization" -> 0.3989904943|>, {2, 509} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^8 + ^509, "CountNormalization" -> 0.9999999208|>, {3, 509} -> <|"Polynomial" -> 1 + 2*^151 + ^509, "CountNormalization" -> 0.4994250044|>, {2, 510} -> <|"Polynomial" -> 1 + ^9 + ^10 + ^12 + ^510, "CountNormalization" -> 0.4908643502|>, {3, 510} -> <|"Polynomial" -> 2 + ^121 + ^510, "CountNormalization" -> 0.3352589266|>, {2, 511} -> <|"Polynomial" -> 1 + ^10 + ^511, "CountNormalization" -> 0.9898655204|>, {3, 511} -> <|"Polynomial" -> 1 + 2*^215 + ^511, "CountNormalization" -> 0.499473291|>, {2, 512} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^8 + ^512, "CountNormalization" -> 0.4992180736|>, {3, 512} -> <|"Polynomial" -> 2 + ^29 + ^512, "CountNormalization" -> 0.3639326004|>, {2, 513} -> <|"Polynomial" -> 1 + ^85 + ^513, "CountNormalization" -> 0.8453548129|>, {3, 513} -> <|"Polynomial" -> 1 + + ^99 + ^513, "CountNormalization" -> 0.4533094596|>, {2, 514} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^7 + ^514, "CountNormalization" -> 0.6666666667|>, {3, 514} -> <|"Polynomial" -> 2 + ^71 + ^514, "CountNormalization" -> 0.4996718016|>, {2, 515} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^14 + ^515, "CountNormalization" -> 0.9668023144|>, {3, 515} -> <|"Polynomial" -> 1 + 2*^8 + ^515, "CountNormalization" -> 0.4541045763|>, {2, 516} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^7 + ^516, "CountNormalization" -> 0.4180786106|>, {3, 516} -> <|"Polynomial" -> 2 + ^23 + ^355 + ^516, "CountNormalization" -> 0.3090373893|>, {2, 517} -> <|"Polynomial" -> 1 + ^2 + ^10 + ^12 + ^517, "CountNormalization" -> 0.9451510408|>, {3, 517} -> <|"Polynomial" -> 1 + 2*^46 + ^517, "CountNormalization" -> 0.4777239072|>, {2, 518} -> <|"Polynomial" -> 1 + ^33 + ^518, "CountNormalization" -> 0.6427765544|>, {3, 518} -> <|"Polynomial" -> 2 + ^193 + ^518, "CountNormalization" -> 0.4982173405|>, {2, 519} -> <|"Polynomial" -> 1 + ^79 + ^519, "CountNormalization" -> 0.8563161474|>, {3, 519} -> <|"Polynomial" -> 1 + 2*^56 + ^519, "CountNormalization" -> 0.4600969566|>, {2, 520} -> <|"Polynomial" -> 1 + ^11 + ^13 + ^17 + ^520, "CountNormalization" -> 0.415522088|>, {3, 520} -> <|"Polynomial" -> 2 + ^49 + ^520, "CountNormalization" -> 0.3388132255|>, {2, 521} -> <|"Polynomial" -> 1 + ^32 + ^521, "CountNormalization" -> 1.|>, {3, 521} -> <|"Polynomial" -> 1 + + ^43 + ^521, "CountNormalization" -> 0.5|>, {2, 522} -> <|"Polynomial" -> 1 + ^4 + ^13 + ^15 + ^522, "CountNormalization" -> 0.5207884688|>, {3, 522} -> <|"Polynomial" -> 2 + ^3 + ^169 + ^522, "CountNormalization" -> 0.3561420505|>, {2, 523} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^13 + ^523, "CountNormalization" -> 1.|>, {3, 523} -> <|"Polynomial" -> 1 + 2*^260 + ^523, "CountNormalization" -> 0.4999999398|>, {2, 524} -> <|"Polynomial" -> 1 + ^167 + ^524, "CountNormalization" -> 0.5307988475|>, {3, 524} -> <|"Polynomial" -> 2 + + ^185 + ^524, "CountNormalization" -> 0.3978209207|>, {2, 525} -> <|"Polynomial" -> 1 + + ^4 + ^6 + ^525, "CountNormalization" -> 0.8014480794|>, {3, 525} -> <|"Polynomial" -> 1 + 2*^113 + ^525, "CountNormalization" -> 0.4113690337|>, {2, 526} -> <|"Polynomial" -> 1 + + ^5 + ^9 + ^526, "CountNormalization" -> 0.666209075|>, {3, 526} -> <|"Polynomial" -> 2 + + ^405 + ^526, "CountNormalization" -> 0.4999823881|>, {2, 527} -> <|"Polynomial" -> 1 + ^47 + ^527, "CountNormalization" -> 0.9999923701|>, {3, 527} -> <|"Polynomial" -> 1 + 2*^26 + ^527, "CountNormalization" -> 0.4989816568|>, {2, 528} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^11 + ^528, "CountNormalization" -> 0.3600139475|>, {3, 528} -> <|"Polynomial" -> 2 + ^103 + ^119 + ^528, "CountNormalization" -> 0.2615483823|>, {2, 529} -> <|"Polynomial" -> 1 + ^42 + ^529, "CountNormalization" -> 0.9787179206|>, {3, 529} -> <|"Polynomial" -> 1 + 2*^54 + ^529, "CountNormalization" -> 0.4893598137|>, {2, 530} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^10 + ^530, "CountNormalization" -> 0.5809291216|>, {3, 530} -> <|"Polynomial" -> 2 + ^127 + ^530, "CountNormalization" -> 0.4427578787|>, {2, 531} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^12 + ^531, "CountNormalization" -> 0.844596592|>, {3, 531} -> <|"Polynomial" -> 1 + 2*^164 + ^531, "CountNormalization" -> 0.4602785044|>, {2, 532} -> <|"Polynomial" -> 1 + + ^532, "CountNormalization" -> 0.4907019344|>, {3, 532} -> <|"Polynomial" -> 2 + + ^113 + ^532, "CountNormalization" -> 0.3847062592|>, {2, 533} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^4 + ^533, "CountNormalization" -> 0.9997970946|>, {3, 533} -> <|"Polynomial" -> 1 + 2*^103 + ^533, "CountNormalization" -> 0.4939727923|>, {2, 534} -> <|"Polynomial" -> 1 + + ^5 + ^7 + ^534, "CountNormalization" -> 0.5679512938|>, {3, 534} -> <|"Polynomial" -> 2 + + ^65 + ^534, "CountNormalization" -> 0.3928343428|>, {2, 535} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^8 + ^535, "CountNormalization" -> 0.9676564097|>, {3, 535} -> <|"Polynomial" -> 1 + 2*^242 + ^535, "CountNormalization" -> 0.4544235022|>, {2, 536} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^7 + ^536, "CountNormalization" -> 0.5000879791|>, {3, 536} -> <|"Polynomial" -> 2 + ^87 + ^536, "CountNormalization" -> 0.388187507|>, {2, 537} -> <|"Polynomial" -> 1 + ^94 + ^537, "CountNormalization" -> 0.8539026633|>, {3, 537} -> <|"Polynomial" -> 1 + 2*^184 + ^537, "CountNormalization" -> 0.4601329608|>, {2, 538} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^538, "CountNormalization" -> 0.6666666184|>, {3, 538} -> <|"Polynomial" -> 2 + ^23 + ^538, "CountNormalization" -> 0.4999410268|>, {2, 539} -> <|"Polynomial" -> 1 + ^4 + ^5 + ^10 + ^539, "CountNormalization" -> 0.9383272621|>, {3, 539} -> <|"Polynomial" -> 1 + 2* + ^230 + ^539, "CountNormalization" -> 0.476513598|>, {2, 540} -> <|"Polynomial" -> 1 + ^179 + ^540, "CountNormalization" -> 0.3131285879|>, {3, 540} -> <|"Polynomial" -> 2 + ^7 + ^11 + ^540, "CountNormalization" -> 0.2425039495|>, {2, 541} -> <|"Polynomial" -> 1 + ^4 + ^10 + ^13 + ^541, "CountNormalization" -> 0.9999999998|>, {3, 541} -> <|"Polynomial" -> 1 + 2*^145 + ^541, "CountNormalization" -> 0.5|>, {2, 542} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^9 + ^542, "CountNormalization" -> 0.6662569145|>, {3, 542} -> <|"Polynomial" -> 2 + ^217 + ^542, "CountNormalization" -> 0.4998462397|>, {2, 543} -> <|"Polynomial" -> 1 + ^16 + ^543, "CountNormalization" -> 0.8563337567|>, {3, 543} -> <|"Polynomial" -> 1 + + ^67 + ^543, "CountNormalization" -> 0.4615328636|>, {2, 544} -> <|"Polynomial" -> 1 + ^6 + ^9 + ^13 + ^544, "CountNormalization" -> 0.4957017521|>, {3, 544} -> <|"Polynomial" -> 2 + ^15 + ^544, "CountNormalization" -> 0.3574740661|>, {2, 545} -> <|"Polynomial" -> 1 + ^122 + ^545, "CountNormalization" -> 0.9674415507|>, {3, 545} -> <|"Polynomial" -> 1 + + ^363 + ^545, "CountNormalization" -> 0.4541287131|>, {2, 546} -> <|"Polynomial" -> 1 + + ^2 + ^8 + ^546, "CountNormalization" -> 0.5431461504|>, {3, 546} -> <|"Polynomial" -> 2 + + ^7 + ^546, "CountNormalization" -> 0.3763218427|>, {2, 547} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^13 + ^547, "CountNormalization" -> 0.9998172181|>, {3, 547} -> <|"Polynomial" -> 1 + 2*^80 + ^547, "CountNormalization" -> 0.4999999837|>, {2, 548} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^10 + ^548, "CountNormalization" -> 0.5328102254|>, {3, 548} -> <|"Polynomial" -> 2 + ^3 + ^91 + ^548, "CountNormalization" -> 0.3999177514|>, {2, 549} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^16 + ^549, "CountNormalization" -> 0.8430605365|>, {3, 549} -> <|"Polynomial" -> 1 + 2*^77 + ^549, "CountNormalization" -> 0.4602991108|>, {2, 550} -> <|"Polynomial" -> 1 + ^193 + ^550, "CountNormalization" -> 0.5493431541|>, {3, 550} -> <|"Polynomial" -> 2 + ^3 + ^61 + ^550, "CountNormalization" -> 0.4173754178|>, {2, 551} -> <|"Polynomial" -> 1 + ^135 + ^551, "CountNormalization" -> 0.9939963309|>, {3, 551} -> <|"Polynomial" -> 1 + 2* + ^242 + ^551, "CountNormalization" -> 0.4907537259|>, {2, 552} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^20 + ^552, "CountNormalization" -> 0.3822967622|>, {3, 552} -> <|"Polynomial" -> 2 + ^85 + ^245 + ^552, "CountNormalization" -> 0.2944760899|>, {2, 553} -> <|"Polynomial" -> 1 + ^39 + ^553, "CountNormalization" -> 0.9917567475|>, {3, 553} -> <|"Polynomial" -> 1 + 2*^270 + ^553, "CountNormalization" -> 0.4995425407|>, {2, 554} -> <|"Polynomial" -> 1 + ^3 + ^8 + ^11 + ^554, "CountNormalization" -> 0.6666660721|>, {3, 554} -> <|"Polynomial" -> 2 + ^55 + ^554, "CountNormalization" -> 0.4999623659|>, {2, 555} -> <|"Polynomial" -> 1 + ^4 + ^9 + ^10 + ^555, "CountNormalization" -> 0.8202725451|>, {3, 555} -> <|"Polynomial" -> 1 + 2*^26 + ^555, "CountNormalization" -> 0.4192612273|>, {2, 556} -> <|"Polynomial" -> 1 + ^153 + ^556, "CountNormalization" -> 0.5323753267|>, {3, 556} -> <|"Polynomial" -> 2 + + ^185 + ^556, "CountNormalization" -> 0.3990421992|>, {2, 557} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^7 + ^557, "CountNormalization" -> 0.999700822|>, {3, 557} -> <|"Polynomial" -> 1 + 2*^175 + ^557, "CountNormalization" -> 0.4999994297|>, {2, 558} -> <|"Polynomial" -> 1 + ^5 + ^9 + ^14 + ^558, "CountNormalization" -> 0.5338681749|>, {3, 558} -> <|"Polynomial" -> 2 + ^41 + ^558, "CountNormalization" -> 0.3621392906|>, {2, 559} -> <|"Polynomial" -> 1 + ^34 + ^559, "CountNormalization" -> 0.9974548971|>, {3, 559} -> <|"Polynomial" -> 1 + + ^45 + ^559, "CountNormalization" -> 0.4987500582|>, {2, 560} -> <|"Polynomial" -> 1 + ^6 + ^9 + ^11 + ^560, "CountNormalization" -> 0.3908049181|>, {3, 560} -> <|"Polynomial" -> 2 + ^153 + ^560, "CountNormalization" -> 0.305985493|>, {2, 561} -> <|"Polynomial" -> 1 + ^71 + ^561, "CountNormalization" -> 0.8023323377|>, {3, 561} -> <|"Polynomial" -> 1 + + ^131 + ^561, "CountNormalization" -> 0.4410045763|>, {2, 562} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^11 + ^562, "CountNormalization" -> 0.6654743109|>, {3, 562} -> <|"Polynomial" -> 2 + ^47 + ^562, "CountNormalization" -> 0.4989615981|>, {2, 563} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^14 + ^563, "CountNormalization" -> 1.|>, {3, 563} -> <|"Polynomial" -> 1 + 2*^59 + ^563, "CountNormalization" -> 0.4999658439|>, {2, 564} -> <|"Polynomial" -> 1 + ^163 + ^564, "CountNormalization" -> 0.419656181|>, {3, 564} -> <|"Polynomial" -> 2 + ^17 + ^85 + ^564, "CountNormalization" -> 0.3104817713|>, {2, 565} -> <|"Polynomial" -> 1 + + ^6 + ^11 + ^565, "CountNormalization" -> 0.9673998138|>, {3, 565} -> <|"Polynomial" -> 1 + 2*^166 + ^565, "CountNormalization" -> 0.4522569666|>, {2, 566} -> <|"Polynomial" -> 1 + ^153 + ^566, "CountNormalization" -> 0.6661944372|>, {3, 566} -> <|"Polynomial" -> 2 + + ^441 + ^566, "CountNormalization" -> 0.499999996|>, {2, 567} -> <|"Polynomial" -> 1 + ^143 + ^567, "CountNormalization" -> 0.8359073294|>, {3, 567} -> <|"Polynomial" -> 1 + 2*^212 + ^567, "CountNormalization" -> 0.4550543383|>, {2, 568} -> <|"Polynomial" -> 1 + ^10 + ^11 + ^17 + ^568, "CountNormalization" -> 0.5008555889|>, {3, 568} -> <|"Polynomial" -> 2 + ^273 + ^568, "CountNormalization" -> 0.3889140475|>, {2, 569} -> <|"Polynomial" -> 1 + ^77 + ^569, "CountNormalization" -> 0.9999999189|>, {3, 569} -> <|"Polynomial" -> 1 + 2*^16 + ^569, "CountNormalization" -> 0.4999992616|>, {2, 570} -> <|"Polynomial" -> 1 + ^67 + ^570, "CountNormalization" -> 0.4941742872|>, {3, 570} -> <|"Polynomial" -> 2 + + ^5 + ^570, "CountNormalization" -> 0.3366461613|>, {2, 571} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^10 + ^571, "CountNormalization" -> 0.9997884213|>, {3, 571} -> <|"Polynomial" -> 1 + 2* + ^122 + ^571, "CountNormalization" -> 0.4999994387|>, {2, 572} -> <|"Polynomial" -> 1 + + ^8 + ^12 + ^572, "CountNormalization" -> 0.4887480575|>, {3, 572} -> <|"Polynomial" -> 2 + + ^57 + ^572, "CountNormalization" -> 0.3690554428|>, {2, 573} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^10 + ^573, "CountNormalization" -> 0.85490486|>, {3, 573} -> <|"Polynomial" -> 1 + 2*^5 + ^573, "CountNormalization" -> 0.4603315634|>, {2, 574} -> <|"Polynomial" -> 1 + ^13 + ^574, "CountNormalization" -> 0.6378338089|>, {3, 574} -> <|"Polynomial" -> 2 + + ^279 + ^574, "CountNormalization" -> 0.4926066893|>, {2, 575} -> <|"Polynomial" -> 1 + ^146 + ^575, "CountNormalization" -> 0.9441609458|>, {3, 575} -> <|"Polynomial" -> 1 + 2*^231 + ^575, "CountNormalization" -> 0.4444367441|>, {2, 576} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^13 + ^576, "CountNormalization" -> 0.346466409|>, {3, 576} -> <|"Polynomial" -> 2 + + ^2 + 2*^26 + ^576, "CountNormalization" -> 0.2586756682|>, {2, 577} -> <|"Polynomial" -> 1 + ^25 + ^577, "CountNormalization" -> 0.999711233|>, {3, 577} -> <|"Polynomial" -> 1 + 2*^37 + ^577, "CountNormalization" -> 0.5|>, {2, 578} -> <|"Polynomial" -> 1 + ^16 + ^22 + ^23 + ^578, "CountNormalization" -> 0.6666280058|>, {3, 578} -> <|"Polynomial" -> 2 + ^3 + ^143 + ^578, "CountNormalization" -> 0.492759941|>, {2, 579} -> <|"Polynomial" -> 1 + ^7 + ^9 + ^12 + ^579, "CountNormalization" -> 0.8571427951|>, {3, 579} -> <|"Polynomial" -> 1 + 2* + ^174 + ^579, "CountNormalization" -> 0.4614526116|>, {2, 580} -> <|"Polynomial" -> 1 + + ^4 + ^6 + ^580, "CountNormalization" -> 0.4474249344|>, {3, 580} -> <|"Polynomial" -> 2 + + ^161 + ^580, "CountNormalization" -> 0.3505450611|>, {2, 581} -> <|"Polynomial" -> 1 + ^6 + ^7 + ^13 + ^581, "CountNormalization" -> 0.9861851089|>, {3, 581} -> <|"Polynomial" -> 1 + 2*^193 + ^581, "CountNormalization" -> 0.4960833753|>, {2, 582} -> <|"Polynomial" -> 1 + ^85 + ^582, "CountNormalization" -> 0.5703803762|>, {3, 582} -> <|"Polynomial" -> 2 + + ^49 + ^582, "CountNormalization" -> 0.3955969088|>, {2, 583} -> <|"Polynomial" -> 1 + ^130 + ^583, "CountNormalization" -> 0.945610703|>, {3, 583} -> <|"Polynomial" -> 1 + 2*^80 + ^583, "CountNormalization" -> 0.4736436188|>, {2, 584} -> <|"Polynomial" -> 1 + ^3 + ^13 + ^14 + ^584, "CountNormalization" -> 0.4987729188|>, {3, 584} -> <|"Polynomial" -> 2 + ^23 + ^584, "CountNormalization" -> 0.3879723388|>, {2, 585} -> <|"Polynomial" -> 1 + ^121 + ^585, "CountNormalization" -> 0.8000278814|>, {3, 585} -> <|"Polynomial" -> 1 + 2*^46 + ^585, "CountNormalization" -> 0.4115676254|>, {2, 586} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^7 + ^586, "CountNormalization" -> 0.6654857876|>, {3, 586} -> <|"Polynomial" -> 2 + + ^21 + ^586, "CountNormalization" -> 0.4987225993|>, {2, 587} -> <|"Polynomial" -> 1 + + ^6 + ^11 + ^587, "CountNormalization" -> 0.9999978537|>, {3, 587} -> <|"Polynomial" -> 1 + 2*^186 + ^587, "CountNormalization" -> 0.4999988892|>, {2, 588} -> <|"Polynomial" -> 1 + ^151 + ^588, "CountNormalization" -> 0.3878115263|>, {3, 588} -> <|"Polynomial" -> 2 + ^5 + ^517 + ^588, "CountNormalization" -> 0.2907960448|>, {2, 589} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^10 + ^589, "CountNormalization" -> 0.9999980092|>, {3, 589} -> <|"Polynomial" -> 1 + 2*^166 + ^589, "CountNormalization" -> 0.4988783762|>, {2, 590} -> <|"Polynomial" -> 1 + ^93 + ^590, "CountNormalization" -> 0.5861554967|>, {3, 590} -> <|"Polynomial" -> 2 + ^3 + ^41 + ^590, "CountNormalization" -> 0.4469529988|>, {2, 591} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^9 + ^591, "CountNormalization" -> 0.8570262542|>, {3, 591} -> <|"Polynomial" -> 1 + + 2*^22 + ^591, "CountNormalization" -> 0.4614915949|>, {2, 592} -> <|"Polynomial" -> 1 + + ^19 + ^24 + ^592, "CountNormalization" -> 0.4933070483|>, {3, 592} -> <|"Polynomial" -> 2 + ^15 + ^592, "CountNormalization" -> 0.3622961552|>, {2, 593} -> <|"Polynomial" -> 1 + ^86 + ^593, "CountNormalization" -> 0.9999904186|>, {3, 593} -> <|"Polynomial" -> 1 + 2*^112 + ^593, "CountNormalization" -> 0.4995787689|>, {2, 594} -> <|"Polynomial" -> 1 + ^19 + ^594, "CountNormalization" -> 0.4940736934|>, {3, 594} -> <|"Polynomial" -> 2 + ^23 + ^594, "CountNormalization" -> 0.3356553787|>, {2, 595} -> <|"Polynomial" -> 1 + + ^2 + ^9 + ^595, "CountNormalization" -> 0.9425449303|>, {3, 595} -> <|"Polynomial" -> 1 + 2*^143 + ^595, "CountNormalization" -> 0.4456088135|>, {2, 596} -> <|"Polynomial" -> 1 + ^4 + ^5 + ^6 + ^596, "CountNormalization" -> 0.5325875806|>, {3, 596} -> <|"Polynomial" -> 2 + ^275 + ^596, "CountNormalization" -> 0.3999463137|>, {2, 597} -> <|"Polynomial" -> 1 + ^9 + ^12 + ^14 + ^597, "CountNormalization" -> 0.8571426879|>, {3, 597} -> <|"Polynomial" -> 1 + + ^105 + ^597, "CountNormalization" -> 0.4615384612|>, {2, 598} -> <|"Polynomial" -> 1 + + ^6 + ^7 + ^598, "CountNormalization" -> 0.6507989455|>, {3, 598} -> <|"Polynomial" -> 2 + ^53 + ^598, "CountNormalization" -> 0.4884747836|>, {2, 599} -> <|"Polynomial" -> 1 + ^30 + ^599, "CountNormalization" -> 1.|>, {3, 599} -> <|"Polynomial" -> 1 + 2*^117 + ^599, "CountNormalization" -> 0.5|>, {2, 600} -> <|"Polynomial" -> 1 + + ^10 + ^11 + ^600, "CountNormalization" -> 0.3239240025|>, {3, 600} -> <|"Polynomial" -> 2 + ^5 + ^589 + ^600, "CountNormalization" -> 0.2560308452|>, {2, 601} -> <|"Polynomial" -> 1 + ^201 + ^601, "CountNormalization" -> 0.9997227459|>, {3, 601} -> <|"Polynomial" -> 1 + 2*^6 + ^601, "CountNormalization" -> 0.4999168192|>, {2, 602} -> <|"Polynomial" -> 1 + ^6 + ^8 + ^11 + ^602, "CountNormalization" -> 0.6444686647|>, {3, 602} -> <|"Polynomial" -> 2 + + ^255 + ^602, "CountNormalization" -> 0.4974723292|>, {2, 603} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^6 + ^603, "CountNormalization" -> 0.8448375389|>, {3, 603} -> <|"Polynomial" -> 1 + 2*^91 + ^603, "CountNormalization" -> 0.4608979111|>, {2, 604} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^15 + ^604, "CountNormalization" -> 0.5332909112|>, {3, 604} -> <|"Polynomial" -> 2 + + ^53 + ^604, "CountNormalization" -> 0.3996828402|>, {2, 605} -> <|"Polynomial" -> 1 + ^5 + ^7 + ^10 + ^605, "CountNormalization" -> 0.9124270445|>, {3, 605} -> <|"Polynomial" -> 1 + + 2*^150 + ^605, "CountNormalization" -> 0.4342979158|>, {2, 606} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^15 + ^606, "CountNormalization" -> 0.5704871684|>, {3, 606} -> <|"Polynomial" -> 2 + ^185 + ^606, "CountNormalization" -> 0.3946260081|>, {2, 607} -> <|"Polynomial" -> 1 + ^105 + ^607, "CountNormalization" -> 1.|>, {3, 607} -> <|"Polynomial" -> 1 + 2*^26 + ^607, "CountNormalization" -> 0.5|>, {2, 608} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^23 + ^608, "CountNormalization" -> 0.4962929199|>, {3, 608} -> <|"Polynomial" -> 2 + ^113 + ^608, "CountNormalization" -> 0.3645325352|>, {2, 609} -> <|"Polynomial" -> 1 + ^31 + ^609, "CountNormalization" -> 0.8428541682|>, {3, 609} -> <|"Polynomial" -> 1 + 2*^11 + ^609, "CountNormalization" -> 0.4531172486|>, {2, 610} -> <|"Polynomial" -> 1 + ^127 + ^610, "CountNormalization" -> 0.5858086773|>, {3, 610} -> <|"Polynomial" -> 2 + ^131 + ^610, "CountNormalization" -> 0.445868144|>, {2, 611} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^10 + ^611, "CountNormalization" -> 0.9984140469|>, {3, 611} -> <|"Polynomial" -> 1 + 2*^60 + ^611, "CountNormalization" -> 0.4995362828|>, {2, 612} -> <|"Polynomial" -> 1 + ^5 + ^10 + ^14 + ^612, "CountNormalization" -> 0.369583209|>, {3, 612} -> <|"Polynomial" -> 2 + ^35 + ^259 + ^612, "CountNormalization" -> 0.2816997486|>, {2, 613} -> <|"Polynomial" -> 1 + ^4 + ^10 + ^19 + ^613, "CountNormalization" -> 1.|>, {3, 613} -> <|"Polynomial" -> 1 + 2* + ^20 + ^613, "CountNormalization" -> 0.4999999861|>, {2, 614} -> <|"Polynomial" -> 1 + + ^2 + ^7 + ^614, "CountNormalization" -> 0.6666666127|>, {3, 614} -> <|"Polynomial" -> 2 + + ^297 + ^614, "CountNormalization" -> 0.4999292913|>, {2, 615} -> <|"Polynomial" -> 1 + ^211 + ^615, "CountNormalization" -> 0.8232515578|>, {3, 615} -> <|"Polynomial" -> 1 + 2*^242 + ^615, "CountNormalization" -> 0.4143533325|>, {2, 616} -> <|"Polynomial" -> 1 + ^3 + ^10 + ^19 + ^616, "CountNormalization" -> 0.4362555836|>, {3, 616} -> <|"Polynomial" -> 2 + ^211 + ^616, "CountNormalization" -> 0.3487539171|>, {2, 617} -> <|"Polynomial" -> 1 + ^200 + ^617, "CountNormalization" -> 0.9999831175|>, {3, 617} -> <|"Polynomial" -> 1 + 2*^88 + ^617, "CountNormalization" -> 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0.9921259843|>, {3, 623} -> <|"Polynomial" -> 1 + 2*^26 + ^623, "CountNormalization" -> 0.4967442725|>, {2, 624} -> <|"Polynomial" -> 1 + ^7 + ^9 + ^12 + ^624, "CountNormalization" -> 0.3726162894|>, {3, 624} -> <|"Polynomial" -> 2 + + ^65 + ^624, "CountNormalization" -> 0.2694603102|>, {2, 625} -> <|"Polynomial" -> 1 + ^133 + ^625, "CountNormalization" -> 0.9655952741|>, {3, 625} -> <|"Polynomial" -> 1 + 2*^73 + ^625, "CountNormalization" -> 0.4526821005|>, {2, 626} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^13 + ^626, "CountNormalization" -> 0.6666666058|>, {3, 626} -> <|"Polynomial" -> 2 + + ^15 + ^626, "CountNormalization" -> 0.4997335428|>, {2, 627} -> <|"Polynomial" -> 1 + ^5 + ^10 + ^14 + ^627, "CountNormalization" -> 0.8105631987|>, {3, 627} -> <|"Polynomial" -> 1 + 2* + ^44 + ^627, "CountNormalization" -> 0.4379532373|>, {2, 628} -> <|"Polynomial" -> 1 + ^223 + ^628, "CountNormalization" -> 0.5332977222|>, {3, 628} -> <|"Polynomial" -> 2 + + ^157 + ^628, "CountNormalization" -> 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<|"Polynomial" -> 1 + ^2 + ^3 + ^14 + ^640, "CountNormalization" -> 0.4284731239|>, {3, 640} -> <|"Polynomial" -> 2 + ^159 + ^640, "CountNormalization" -> 0.3258508292|>, {2, 641} -> <|"Polynomial" -> 1 + ^11 + ^641, "CountNormalization" -> 0.9999521418|>, {3, 641} -> <|"Polynomial" -> 1 + + 2*^44 + ^641, "CountNormalization" -> 0.4995897781|>, {2, 642} -> <|"Polynomial" -> 1 + ^119 + ^642, "CountNormalization" -> 0.5705361925|>, {3, 642} -> <|"Polynomial" -> 2 + ^179 + ^642, "CountNormalization" -> 0.3948115892|>, {2, 643} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^11 + ^643, "CountNormalization" -> 0.9999996864|>, {3, 643} -> <|"Polynomial" -> 1 + 2*^128 + ^643, "CountNormalization" -> 0.499935208|>, {2, 644} -> <|"Polynomial" -> 1 + ^10 + ^11 + ^12 + ^644, "CountNormalization" -> 0.4807579178|>, {3, 644} -> <|"Polynomial" -> 2 + ^99 + ^644, "CountNormalization" -> 0.376202394|>, {2, 645} -> <|"Polynomial" -> 1 + ^4 + ^8 + ^11 + ^645, "CountNormalization" -> 0.8215076244|>, {3, 645} -> <|"Polynomial" -> 1 + 2*^281 + ^645, "CountNormalization" -> 0.418406675|>, {2, 646} -> <|"Polynomial" -> 1 + ^249 + ^646, "CountNormalization" -> 0.6655250263|>, {3, 646} -> <|"Polynomial" -> 2 + ^3 + ^535 + ^646, "CountNormalization" -> 0.4915229209|>, {2, 647} -> <|"Polynomial" -> 1 + ^5 + ^647, "CountNormalization" -> 1.|>, {3, 647} -> <|"Polynomial" -> 1 + 2*^216 + ^647, "CountNormalization" -> 0.4999448006|>, {2, 648} -> <|"Polynomial" -> 1 + + ^22 + ^23 + ^648, "CountNormalization" -> 0.3527443843|>, {3, 648} -> <|"Polynomial" -> 2 + ^11 + ^523 + ^648, "CountNormalization" -> 0.2747829207|>, {2, 649} -> <|"Polynomial" -> 1 + ^37 + ^649, "CountNormalization" -> 0.9457675908|>, {3, 649} -> <|"Polynomial" -> 1 + 2*^30 + ^649, "CountNormalization" -> 0.4781366777|>, {2, 650} -> <|"Polynomial" -> 1 + ^3 + ^650, "CountNormalization" -> 0.5777430081|>, {3, 650} -> <|"Polynomial" -> 2 + + ^151 + ^650, "CountNormalization" -> 0.4406905119|>, {2, 651} -> <|"Polynomial" -> 1 + ^5 + ^13 + 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^656, "CountNormalization" -> 0.3608146428|>, {2, 657} -> <|"Polynomial" -> 1 + ^38 + ^657, "CountNormalization" -> 0.8432611469|>, {3, 657} -> <|"Polynomial" -> 1 + 2* + ^112 + ^657, "CountNormalization" -> 0.4608615023|>, {2, 658} -> <|"Polynomial" -> 1 + ^55 + ^658, "CountNormalization" -> 0.6423053694|>, {3, 658} -> <|"Polynomial" -> 2 + + ^5 + ^658, "CountNormalization" -> 0.4973812559|>, {2, 659} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^15 + ^659, "CountNormalization" -> 0.9992418499|>, {3, 659} -> <|"Polynomial" -> 1 + 2*^155 + ^659, "CountNormalization" -> 0.4996209249|>, {2, 660} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^12 + ^660, "CountNormalization" -> 0.3257651034|>, {3, 660} -> <|"Polynomial" -> 2 + ^37 + ^329 + ^660, "CountNormalization" -> 0.2515322295|>, {2, 661} -> <|"Polynomial" -> 1 + ^4 + ^11 + ^12 + ^661, "CountNormalization" -> 0.9999999992|>, {2, 662} -> <|"Polynomial" -> 1 + ^297 + ^662, "CountNormalization" -> 0.666540809|>, {2, 663} -> <|"Polynomial" -> 1 + ^257 + ^663, "CountNormalization" -> 0.8368458973|>, {2, 664} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^15 + ^664, "CountNormalization" -> 0.4967960676|>, {2, 665} -> <|"Polynomial" -> 1 + ^33 + ^665, "CountNormalization" -> 0.9416336013|>, {2, 666} -> <|"Polynomial" -> 1 + ^2 + ^7 + ^10 + ^666, "CountNormalization" -> 0.5307318813|>, {2, 667} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^18 + ^667, "CountNormalization" -> 0.9730846411|>, {2, 668} -> <|"Polynomial" -> 1 + ^10 + ^12 + ^17 + ^668, "CountNormalization" -> 0.5333330992|>, {2, 669} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^5 + ^669, "CountNormalization" -> 0.8570907495|>, {2, 670} -> <|"Polynomial" -> 1 + ^153 + ^670, "CountNormalization" -> 0.5865026196|>, {2, 671} -> <|"Polynomial" -> 1 + ^15 + ^671, "CountNormalization" -> 0.9457742957|>, {2, 672} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^11 + ^672, "CountNormalization" -> 0.3564811223|>, {2, 673} -> <|"Polynomial" -> 1 + ^28 + ^673, "CountNormalization" -> 0.9999999983|>, {2, 674} -> <|"Polynomial" -> 1 + ^3 + 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<|"Polynomial" -> 1 + + ^3 + ^4 + ^685, "CountNormalization" -> 0.9677336796|>, {2, 686} -> <|"Polynomial" -> 1 + ^197 + ^686, "CountNormalization" -> 0.6460354175|>, {2, 687} -> <|"Polynomial" -> 1 + ^13 + ^687, "CountNormalization" -> 0.8570174972|>, {2, 688} -> <|"Polynomial" -> 1 + ^6 + ^14 + ^19 + ^688, "CountNormalization" -> 0.4957867673|>, {2, 689} -> <|"Polynomial" -> 1 + ^14 + ^689, "CountNormalization" -> 0.9997062782|>, {2, 690} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^10 + ^690, "CountNormalization" -> 0.4830506189|>, {2, 691} -> <|"Polynomial" -> 1 + ^2 + ^6 + ^13 + ^691, "CountNormalization" -> 1.|>, {2, 692} -> <|"Polynomial" -> 1 + ^299 + ^692, "CountNormalization" -> 0.5316672177|>, {2, 693} -> <|"Polynomial" -> 1 + ^2 + ^8 + ^15 + ^693, "CountNormalization" -> 0.7852189136|>, {2, 694} -> <|"Polynomial" -> 1 + ^3 + ^13 + ^17 + ^694, "CountNormalization" -> 0.6666666667|>, {2, 695} -> <|"Polynomial" -> 1 + ^212 + ^695, "CountNormalization" -> 0.9677419349|>, {2, 696} -> <|"Polynomial" -> 1 + ^2 + ^10 + ^23 + ^696, "CountNormalization" -> 0.3853751229|>, {2, 697} -> <|"Polynomial" -> 1 + ^267 + ^697, "CountNormalization" -> 0.9998577824|>, {2, 698} -> <|"Polynomial" -> 1 + ^215 + ^698, "CountNormalization" -> 0.6666666616|>, {2, 699} -> <|"Polynomial" -> 1 + + ^10 + ^15 + ^699, "CountNormalization" -> 0.8565224826|>, {2, 700} -> <|"Polynomial" -> 1 + ^2 + ^5 + ^6 + ^700, "CountNormalization" -> 0.4092055197|>, {2, 701} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^16 + ^701, "CountNormalization" -> 0.9999983744|>, {2, 702} -> <|"Polynomial" -> 1 + ^37 + ^702, "CountNormalization" -> 0.5262591289|>, {2, 703} -> <|"Polynomial" -> 1 + + ^7 + ^12 + ^703, "CountNormalization" -> 0.9955137947|>, {2, 704} -> <|"Polynomial" -> 1 + ^3 + ^5 + ^12 + ^704, "CountNormalization" -> 0.4683812003|>, {2, 705} -> <|"Polynomial" -> 1 + ^19 + ^705, "CountNormalization" -> 0.8234666982|>, {2, 706} -> <|"Polynomial" -> 1 + ^9 + ^11 + ^14 + ^706, "CountNormalization" -> 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<|"Polynomial" -> 1 + ^7 + ^13 + ^16 + ^936, "CountNormalization" -> 0.3395918114|>, {2, 937} -> <|"Polynomial" -> 1 + ^217 + ^937, "CountNormalization" -> 0.9999644263|>, {2, 938} -> <|"Polynomial" -> 1 + ^207 + ^938, "CountNormalization" -> 0.6460354331|>, {2, 939} -> <|"Polynomial" -> 1 + ^4 + ^5 + ^7 + ^939, "CountNormalization" -> 0.8566866084|>, {2, 940} -> <|"Polynomial" -> 1 + ^3 + ^16 + ^17 + ^940, "CountNormalization" -> 0.4552459699|>, {2, 941} -> <|"Polynomial" -> 1 + + ^6 + ^11 + ^941, "CountNormalization" -> 0.9998671802|>, {2, 942} -> <|"Polynomial" -> 1 + ^13 + ^14 + ^19 + ^942, "CountNormalization" -> 0.5713884475|>, {2, 943} -> <|"Polynomial" -> 1 + ^24 + ^943, "CountNormalization" -> 0.9785161597|>, {2, 944} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^14 + ^944, "CountNormalization" -> 0.4989303461|>, {2, 945} -> <|"Polynomial" -> 1 + ^79 + ^945, "CountNormalization" -> 0.7883241539|>, {2, 946} -> <|"Polynomial" -> 1 + ^10 + ^11 + ^23 + ^946, "CountNormalization" -> 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<|"Polynomial" -> 1 + ^17 + ^1001, "CountNormalization" -> 0.9370255175|>, {2, 1002} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^1002, "CountNormalization" -> 0.5714264497|>, {2, 1003} -> <|"Polynomial" -> 1 + ^3 + ^8 + ^13 + ^1003, "CountNormalization" -> 0.9999868135|>, {2, 1004} -> <|"Polynomial" -> 1 + ^12 + ^14 + ^17 + ^1004, "CountNormalization" -> 0.5321546937|>, {2, 1005} -> <|"Polynomial" -> 1 + ^7 + ^16 + ^18 + ^1005, "CountNormalization" -> 0.823448615|>, {2, 1006} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^5 + ^1006, "CountNormalization" -> 0.6666666667|>, {2, 1007} -> <|"Polynomial" -> 1 + ^75 + ^1007, "CountNormalization" -> 0.9998264087|>, {2, 1008} -> <|"Polynomial" -> 1 + ^10 + ^13 + ^27 + ^1008, "CountNormalization" -> 0.3219716867|>, {2, 1009} -> <|"Polynomial" -> 1 + ^55 + ^1009, "CountNormalization" -> 0.9999997105|>, {2, 1010} -> <|"Polynomial" -> 1 + ^2 + ^7 + ^10 + ^1010, "CountNormalization" -> 0.5864350577|>, {2, 1011} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^10 + ^1011, "CountNormalization" -> 0.8570954315|>, {2, 1012} -> <|"Polynomial" -> 1 + + ^2 + ^9 + ^1012, "CountNormalization" -> 0.4887611873|>, {2, 1013} -> <|"Polynomial" -> 1 + ^6 + ^8 + ^9 + ^1013, "CountNormalization" -> 0.9998354993|>, {2, 1014} -> <|"Polynomial" -> 1 + ^385 + ^1014, "CountNormalization" -> 0.5637761848|>, {2, 1015} -> <|"Polynomial" -> 1 + ^186 + ^1015, "CountNormalization" -> 0.9412165524|>, {2, 1016} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^15 + ^1016, "CountNormalization" -> 0.5009288272|>, {2, 1017} -> <|"Polynomial" -> 1 + + ^4 + ^9 + ^1017, "CountNormalization" -> 0.8450868314|>, {2, 1018} -> <|"Polynomial" -> 1 + ^5 + ^10 + ^12 + ^1018, "CountNormalization" -> 0.6660123777|>, {2, 1019} -> <|"Polynomial" -> 1 + + ^8 + ^10 + ^1019, "CountNormalization" -> 0.9994963086|>, {2, 1020} -> <|"Polynomial" -> 1 + ^461 + ^1020, "CountNormalization" -> 0.3432684859|>, {2, 1021} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^1021, "CountNormalization" -> 0.9999755135|>, {2, 1022} -> <|"Polynomial" -> 1 + ^317 + ^1022, "CountNormalization" -> 0.6441956394|>, {2, 1023} -> <|"Polynomial" -> 1 + ^7 + ^1023, "CountNormalization" -> 0.8106623364|>, {2, 1024} -> <|"Polynomial" -> 1 + ^9 + ^22 + ^23 + ^1024, "CountNormalization" -> 0.4992178677|>, {2, 1025} -> <|"Polynomial" -> 1 + ^294 + ^1025, "CountNormalization" -> 0.9653653038|>, {2, 1026} -> <|"Polynomial" -> 1 + ^35 + ^1026, "CountNormalization" -> 0.5329600499|>, {2, 1027} -> <|"Polynomial" -> 1 + ^6 + ^12 + ^13 + ^1027, "CountNormalization" -> 0.999505793|>, {2, 1028} -> <|"Polynomial" -> 1 + ^203 + ^1028, "CountNormalization" -> 0.5333333132|>, {2, 1029} -> <|"Polynomial" -> 1 + ^3 + ^8 + ^9 + ^1029, "CountNormalization" -> 0.8478701371|>, {2, 1030} -> <|"Polynomial" -> 1 + ^93 + ^1030, "CountNormalization" -> 0.5859407966|>, {2, 1031} -> <|"Polynomial" -> 1 + ^68 + ^1031, "CountNormalization" -> 0.9995152667|>, {2, 1032} -> <|"Polynomial" -> 1 + ^10 + ^18 + ^25 + ^1032, "CountNormalization" -> 0.3918507449|>, 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-> 0.9916403921|>, {2, 1044} -> <|"Polynomial" -> 1 + ^41 + ^1044, "CountNormalization" -> 0.3696298038|>, {2, 1045} -> <|"Polynomial" -> 1 + ^6 + ^9 + ^13 + ^1045, "CountNormalization" -> 0.9090038189|>, {2, 1046} -> <|"Polynomial" -> 1 + ^13 + ^14 + ^16 + ^1046, "CountNormalization" -> 0.6666666352|>, {2, 1047} -> <|"Polynomial" -> 1 + ^10 + ^1047, "CountNormalization" -> 0.8571428571|>, {2, 1048} -> <|"Polynomial" -> 1 + ^3 + ^21 + ^24 + ^1048, "CountNormalization" -> 0.4995753859|>, {2, 1049} -> <|"Polynomial" -> 1 + ^141 + ^1049, "CountNormalization" -> 0.9999680342|>, {2, 1050} -> <|"Polynomial" -> 1 + ^2 + ^9 + ^17 + ^1050, "CountNormalization" -> 0.4665543407|>, {2, 1051} -> <|"Polynomial" -> 1 + ^10 + ^12 + ^13 + ^1051, "CountNormalization" -> 0.9999997203|>, {2, 1052} -> <|"Polynomial" -> 1 + ^291 + ^1052, "CountNormalization" -> 0.532962087|>, {2, 1053} -> <|"Polynomial" -> 1 + + ^9 + ^10 + ^1053, "CountNormalization" -> 0.833225225|>, {2, 1054} -> <|"Polynomial" -> 1 + ^105 + ^1054, "CountNormalization" -> 0.6662775212|>, {2, 1055} -> <|"Polynomial" -> 1 + ^24 + ^1055, "CountNormalization" -> 0.9672198409|>, {2, 1056} -> <|"Polynomial" -> 1 + ^6 + ^9 + ^14 + ^1056, "CountNormalization" -> 0.3581430416|>, {2, 1057} -> <|"Polynomial" -> 1 + ^198 + ^1057, "CountNormalization" -> 0.9920470688|>, {2, 1058} -> <|"Polynomial" -> 1 + ^27 + ^1058, "CountNormalization" -> 0.6524421053|>, {2, 1059} -> <|"Polynomial" -> 1 + + ^3 + ^6 + ^1059, "CountNormalization" -> 0.8571419373|>, {2, 1060} -> <|"Polynomial" -> 1 + ^8 + ^13 + ^17 + ^1060, "CountNormalization" -> 0.4528295852|>, {2, 1061} -> <|"Polynomial" -> 1 + + ^3 + ^10 + ^1061, "CountNormalization" -> 1.|>, {2, 1062} -> <|"Polynomial" -> 1 + + ^2 + ^5 + ^1062, "CountNormalization" -> 0.5331860818|>, {2, 1063} -> <|"Polynomial" -> 1 + ^168 + ^1063, "CountNormalization" -> 0.9999999993|>, {2, 1064} -> <|"Polynomial" -> 1 + ^6 + ^9 + ^18 + ^1064, "CountNormalization" -> 0.4614544994|>, {2, 1065} -> <|"Polynomial" -> 1 + ^463 + ^1065, "CountNormalization" -> 0.8239837296|>, {2, 1066} -> <|"Polynomial" -> 1 + ^3 + ^9 + ^10 + ^1066, "CountNormalization" -> 0.6582579224|>, {2, 1067} -> <|"Polynomial" -> 1 + ^8 + ^9 + ^13 + ^1067, "CountNormalization" -> 0.9456914882|>, {2, 1068} -> <|"Polynomial" -> 1 + ^3 + ^8 + ^15 + ^1068, "CountNormalization" -> 0.4188217692|>, {2, 1069} -> <|"Polynomial" -> 1 + ^8 + ^16 + ^18 + ^1069, "CountNormalization" -> 1.|>, {2, 1070} -> <|"Polynomial" -> 1 + ^11 + ^14 + ^15 + ^1070, "CountNormalization" -> 0.5855435139|>, {2, 1071} -> <|"Polynomial" -> 1 + ^50 + ^1071, "CountNormalization" -> 0.8230171572|>, {2, 1072} -> <|"Polynomial" -> 1 + ^8 + ^9 + ^19 + ^1072, "CountNormalization" -> 0.4980259674|>, {2, 1073} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^12 + ^1073, "CountNormalization" -> 0.9898703389|>, {2, 1074} -> <|"Polynomial" -> 1 + ^10 + ^14 + ^17 + ^1074, "CountNormalization" -> 0.5692276619|>, {2, 1075} -> <|"Polynomial" -> 1 + ^5 + ^14 + ^15 + ^1075, 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<|"Polynomial" -> 1 + ^14 + ^1097, "CountNormalization" -> 0.9999987661|>, {2, 1098} -> <|"Polynomial" -> 1 + ^83 + ^1098, "CountNormalization" -> 0.532459286|>, {2, 1099} -> <|"Polynomial" -> 1 + + ^9 + ^16 + ^1099, "CountNormalization" -> 0.992125983|>, {2, 1100} -> <|"Polynomial" -> 1 + ^14 + ^16 + ^19 + ^1100, "CountNormalization" -> 0.4231400191|>, {2, 1101} -> <|"Polynomial" -> 1 + ^4 + ^7 + ^9 + ^1101, "CountNormalization" -> 0.8570633421|>, {2, 1102} -> <|"Polynomial" -> 1 + ^117 + ^1102, "CountNormalization" -> 0.6514265379|>, {2, 1103} -> <|"Polynomial" -> 1 + ^65 + ^1103, "CountNormalization" -> 0.9995468962|>, {2, 1104} -> <|"Polynomial" -> 1 + ^7 + ^12 + ^21 + ^1104, "CountNormalization" -> 0.3763233514|>, {2, 1105} -> <|"Polynomial" -> 1 + ^21 + ^1105, "CountNormalization" -> 0.9668871022|>, {2, 1106} -> <|"Polynomial" -> 1 + ^195 + ^1106, "CountNormalization" -> 0.6457950914|>, {2, 1107} -> <|"Polynomial" -> 1 + ^10 + ^11 + ^23 + ^1107, "CountNormalization" -> 0.8453344878|>, {2, 1108} -> <|"Polynomial" -> 1 + ^327 + ^1108, "CountNormalization" -> 0.5328496484|>, {2, 1109} -> <|"Polynomial" -> 1 + ^3 + ^14 + ^17 + ^1109, "CountNormalization" -> 1.|>, {2, 1110} -> <|"Polynomial" -> 1 + + ^6 + ^16 + ^1110, "CountNormalization" -> 0.4948427074|>, {2, 1111} -> <|"Polynomial" -> 1 + ^13 + ^1111, "CountNormalization" -> 0.9457743039|>, {2, 1112} -> <|"Polynomial" -> 1 + ^6 + ^8 + ^15 + ^1112, "CountNormalization" -> 0.5009840435|>, {2, 1113} -> <|"Polynomial" -> 1 + ^107 + ^1113, "CountNormalization" -> 0.8461010449|>, {2, 1114} -> <|"Polynomial" -> 1 + ^6 + ^10 + ^19 + ^1114, "CountNormalization" -> 0.6663123416|>, {2, 1115} -> <|"Polynomial" -> 1 + ^3 + ^15 + ^18 + ^1115, "CountNormalization" -> 0.9676831042|>, {2, 1116} -> <|"Polynomial" -> 1 + ^479 + ^1116, "CountNormalization" -> 0.3785857188|>, {2, 1117} -> <|"Polynomial" -> 1 + ^4 + ^10 + ^12 + ^1117, "CountNormalization" -> 0.9999813492|>, {2, 1118} -> <|"Polynomial" -> 1 + ^5 + ^7 + ^9 + ^1118, "CountNormalization" -> 0.6647264419|>, {2, 1119} -> <|"Polynomial" -> 1 + ^283 + ^1119, "CountNormalization" -> 0.8567174595|>, {2, 1120} -> <|"Polynomial" -> 1 + ^5 + ^11 + ^13 + ^1120, "CountNormalization" -> 0.3897826002|>, {2, 1121} -> <|"Polynomial" -> 1 + ^62 + ^1121, "CountNormalization" -> 0.9998810413|>, {2, 1122} -> <|"Polynomial" -> 1 + + ^13 + ^16 + ^1122, "CountNormalization" -> 0.5236502163|>, {2, 1123} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^14 + ^1123, "CountNormalization" -> 1.|>, {2, 1124} -> <|"Polynomial" -> 1 + ^5 + ^12 + ^22 + ^1124, "CountNormalization" -> 0.5322214682|>, {2, 1125} -> <|"Polynomial" -> 1 + ^3 + ^8 + ^15 + ^1125, "CountNormalization" -> 0.8084912438|>, {2, 1126} -> <|"Polynomial" -> 1 + ^309 + ^1126, "CountNormalization" -> 0.6666666667|>, {2, 1127} -> <|"Polynomial" -> 1 + ^27 + ^1127, "CountNormalization" -> 0.97025787|>, {2, 1128} -> <|"Polynomial" -> 1 + + ^3 + ^7 + ^1128, "CountNormalization" -> 0.3933316411|>, {2, 1129} -> <|"Polynomial" -> 1 + ^103 + ^1129, "CountNormalization" -> 0.999970475|>, {2, 1130} -> <|"Polynomial" -> 1 + ^551 + ^1130, "CountNormalization" -> 0.5836777429|>, {2, 1131} -> <|"Polynomial" -> 1 + + ^6 + ^10 + ^1131, "CountNormalization" -> 0.8410233508|>, {2, 1132} -> <|"Polynomial" -> 1 + + ^2 + ^20 + ^1132, "CountNormalization" -> 0.5329555498|>, {2, 1133} -> <|"Polynomial" -> 1 + ^4 + ^6 + ^11 + ^1133, "CountNormalization" -> 0.9457743035|>, {2, 1134} -> <|"Polynomial" -> 1 + ^4 + ^13 + ^16 + ^1134, "CountNormalization" -> 0.5110397127|>, {2, 1135} -> <|"Polynomial" -> 1 + ^9 + ^1135, "CountNormalization" -> 0.9677419355|>, {2, 1136} -> <|"Polynomial" -> 1 + ^2 + ^4 + ^9 + ^1136, "CountNormalization" -> 0.4989067345|>, {2, 1137} -> <|"Polynomial" -> 1 + ^277 + ^1137, "CountNormalization" -> 0.8571428571|>, {2, 1138} -> <|"Polynomial" -> 1 + ^31 + ^1138, "CountNormalization" -> 0.6666015245|>, {2, 1139} -> <|"Polynomial" -> 1 + ^5 + ^12 + ^13 + ^1139, "CountNormalization" -> 0.9999851691|>, {2, 1140} -> <|"Polynomial" -> 1 + ^539 + ^1140, "CountNormalization" -> 0.3471640648|>, {2, 1141} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^12 + ^1141, "CountNormalization" -> 0.9921179614|>, {2, 1142} -> <|"Polynomial" -> 1 + ^357 + ^1142, "CountNormalization" -> 0.6664526662|>, {2, 1143} -> <|"Polynomial" -> 1 + + ^2 + ^7 + ^1143, "CountNormalization" -> 0.844973657|>, {2, 1144} -> <|"Polynomial" -> 1 + + ^10 + ^15 + ^1144, "CountNormalization" -> 0.4586945214|>, {2, 1145} -> <|"Polynomial" -> 1 + ^227 + ^1145, "CountNormalization" -> 0.9677410492|>, {2, 1146} -> <|"Polynomial" -> 1 + ^131 + ^1146, "CountNormalization" -> 0.5699365733|>, {2, 1147} -> <|"Polynomial" -> 1 + ^3 + ^6 + ^7 + ^1147, "CountNormalization" -> 0.9955058302|>, {2, 1148} -> <|"Polynomial" -> 1 + ^23 + ^1148, "CountNormalization" -> 0.4879707869|>, {2, 1149} -> <|"Polynomial" -> 1 + ^3 + ^17 + ^20 + ^1149, "CountNormalization" -> 0.8571422621|>, {2, 1150} -> <|"Polynomial" -> 1 + + ^4 + ^13 + ^1150, "CountNormalization" -> 0.5689474632|>, {2, 1151} -> <|"Polynomial" -> 1 + ^90 + ^1151, "CountNormalization" -> 1.|>, {2, 1152} -> <|"Polynomial" -> 1 + ^10 + ^11 + ^17 + ^1152, "CountNormalization" -> 0.3460145852|>, {2, 1153} -> <|"Polynomial" -> 1 + ^241 + ^1153, "CountNormalization" -> 0.9999962616|>, {2, 1154} -> <|"Polynomial" -> 1 + ^75 + ^1154, "CountNormalization" -> 0.6664652701|>, {2, 1155} -> <|"Polynomial" -> 1 + + ^6 + ^13 + ^1155, "CountNormalization" -> 0.7568992936|>, {2, 1156} -> <|"Polynomial" -> 1 + ^307 + ^1156, "CountNormalization" -> 0.5288334141|>, {2, 1157} -> <|"Polynomial" -> 1 + ^3 + ^7 + ^8 + ^1157, "CountNormalization" -> 0.9998779148|>, {2, 1158} -> <|"Polynomial" -> 1 + ^245 + ^1158, "CountNormalization" -> 0.571325075|>, {2, 1159} -> <|"Polynomial" -> 1 + ^66 + ^1159, "CountNormalization" -> 0.9999927001|>, {2, 1160} -> <|"Polynomial" -> 1 + ^6 + ^15 + ^30 + ^1160, "CountNormalization" -> 0.4209860455|>, {2, 1161} -> <|"Polynomial" -> 1 + ^365 + ^1161, "CountNormalization" -> 0.843228028|>, {2, 1162} -> <|"Polynomial" -> 1 + ^11 + ^16 + ^18 + ^1162, "CountNormalization" -> 0.6400466249|>, {2, 1163} -> <|"Polynomial" -> 1 + + ^10 + ^11 + ^1163, "CountNormalization" -> 1.|>, {2, 1164} -> <|"Polynomial" -> 1 + ^19 + ^1164, "CountNormalization" -> 0.4198498804|>, {2, 1165} -> <|"Polynomial" -> 1 + + ^6 + ^8 + ^1165, "CountNormalization" -> 0.9670415126|>, {2, 1166} -> <|"Polynomial" -> 1 + ^189 + ^1166, "CountNormalization" -> 0.6235633796|>, {2, 1167} -> <|"Polynomial" -> 1 + ^133 + ^1167, "CountNormalization" -> 0.8571428418|>, {2, 1168} -> <|"Polynomial" -> 1 + ^2 + ^7 + ^12 + ^1168, "CountNormalization" -> 0.4968321681|>, {2, 1169} -> <|"Polynomial" -> 1 + ^114 + ^1169, "CountNormalization" -> 0.9921233328|>, {2, 1170} -> <|"Polynomial" -> 1 + ^9 + ^11 + ^12 + ^1170, "CountNormalization" -> 0.453895798|>, {2, 1171} -> <|"Polynomial" -> 1 + + ^5 + ^6 + ^1171, "CountNormalization" -> 1.|>, {2, 1172} -> <|"Polynomial" -> 1 + ^5 + ^13 + ^15 + ^1172, "CountNormalization" -> 0.5322564758|>, {2, 1173} -> <|"Polynomial" -> 1 + ^5 + ^14 + ^17 + ^1173, "CountNormalization" -> 0.8302656077|>, {2, 1174} -> <|"Polynomial" -> 1 + ^133 + ^1174, "CountNormalization" -> 0.6666649951|>, {2, 1175} -> <|"Polynomial" -> 1 + ^476 + ^1175, "CountNormalization" -> 0.9649706165|>, {2, 1176} -> <|"Polynomial" -> 1 + + ^2 + ^19 + ^1176, "CountNormalization" -> 0.3633189218|>, {2, 1177} -> <|"Polynomial" -> 1 + ^16 + ^1177, "CountNormalization" -> 0.9457738947|>, {2, 1178} -> <|"Polynomial" -> 1 + ^375 + ^1178, "CountNormalization" -> 0.6666545259|>, {2, 1179} -> <|"Polynomial" -> 1 + ^6 + ^8 + ^15 + ^1179, "CountNormalization" -> 0.8421569044|>, {2, 1180} -> <|"Polynomial" -> 1 + ^3 + ^4 + ^6 + ^1180, "CountNormalization" -> 0.4569639323|>, {2, 1181} -> <|"Polynomial" -> 1 + ^6 + ^11 + ^17 + ^1181, "CountNormalization" -> 0.9999997892|>, {2, 1182} -> <|"Polynomial" -> 1 + ^3 + ^11 + ^15 + ^1182, "CountNormalization" -> 0.5713508362|>, {2, 1183} -> <|"Polynomial" -> 1 + ^87 + ^1183, "CountNormalization" -> 0.9906367931|>, {2, 1184} -> <|"Polynomial" -> 1 + ^2 + ^3 + ^5 + ^1184, "CountNormalization" -> 0.4932995212|>, {2, 1185} -> <|"Polynomial" -> 1 + ^134 + ^1185, "CountNormalization" -> 0.8230324369|>, {2, 1186} -> <|"Polynomial" -> 1 + ^171 + ^1186, "CountNormalization" -> 0.6660986445|>, {2, 1187} -> <|"Polynomial" -> 1 + ^4 + ^8 + ^13 + ^1187, "CountNormalization" -> 0.9999960909|>, {2, 1188} -> <|"Polynomial" -> 1 + ^413 + ^1188, "CountNormalization" -> 0.3505079353|>, {2, 1189} -> <|"Polynomial" -> 1 + + ^3 + ^8 + ^1189, "CountNormalization" -> 0.994254823|>, {2, 1190} -> <|"Polynomial" -> 1 + ^233 + ^1190, "CountNormalization" -> 0.5559499341|>, {2, 1191} -> <|"Polynomial" -> 1 + ^196 + ^1191, "CountNormalization" -> 0.8566109365|>, {2, 1192} -> <|"Polynomial" -> 1 + ^7 + ^8 + ^9 + ^1192, "CountNormalization" -> 0.5012588994|>, {2, 1193} -> <|"Polynomial" -> 1 + ^173 + ^1193, "CountNormalization" -> 0.9999917822|>, {2, 1194} -> <|"Polynomial" -> 1 + ^12 + ^14 + ^15 + ^1194, "CountNormalization" -> 0.5714284586|>, {2, 1195} -> <|"Polynomial" -> 1 + ^5 + ^6 + ^13 + ^1195, "CountNormalization" -> 0.9650393835|>, {2, 1196} -> <|"Polynomial" -> 1 + ^519 + ^1196, "CountNormalization" -> 0.504570589|>, {2, 1197} -> <|"Polynomial" -> 1 + ^2 + ^8 + ^9 + ^1197, "CountNormalization" -> 0.8361958199|>, {2, 1198} -> <|"Polynomial" -> 1 + ^5 + ^9 + ^10 + ^1198, "CountNormalization" -> 0.6666666649|>, {2, 1199} -> <|"Polynomial" -> 1 + ^114 + ^1199, "CountNormalization" -> 0.9453800603|>, {2, 1200} -> <|"Polynomial" -> 1 + ^5 + ^8 + ^23 + ^1200, "CountNormalization" -> 0.318578911|>|>