the first 10 sorted forces with 3D Touch set to "Firm"

firm_forces.py

sorted_firm_forces = [0.0,
 0.0138888883369941,
 0.0555555533479762,
 0.0694444416849703,
 0.166666660043929,
 0.263888878402887,
 0.277777766739881,
 0.291666655076875,
 0.305555543413869,
 0.319444431750863]

full_firm_forces.py

sorted_firm_forces = [0.0,
 0.0138888883369941,
 0.0555555533479762,
 0.0694444416849703,
 0.166666660043929,
 0.263888878402887,
 0.277777766739881,
 0.291666655076875,
 0.305555543413869,
 0.319444431750863,
 0.333333320087857,
 0.347222208424851,
 0.361111096761845,
 0.374999985098839,
 0.388888873435833,
 0.402777761772827,
 0.416666650109822,
 0.430555538446816,
 0.44444442678381,
 0.458333315120804,
 0.472222203457798,
 0.486111091794792,
 0.499999980131786,
 0.51388886846878,
 0.527777756805774,
 0.541666645142768,
 0.555555533479762,
 0.569444421816756,
 0.58333331015375,
 0.597222198490744,
 0.611111086827738,
 0.624999975164732,
 0.638888863501726,
 0.65277775183872,
 0.666666640175715,
 0.680555528512709,
 0.694444416849703,
 0.708333305186697,
 0.722222193523691,
 0.736111081860685,
 0.749999970197679,
 0.763888858534673,
 0.777777746871667,
 0.791666635208661,
 0.805555523545655,
 0.819444411882649,
 0.833333300219643,
 0.847222188556637,
 0.861111076893631,
 0.874999965230625,
 0.888888853567619,
 0.902777741904613,
 0.916666630241607,
 0.930555518578601,
 0.944444406915596,
 0.95833329525259,
 0.972222183589584,
 0.986111071926578,
 0.999999960263572,
 1.01388884860057,
 1.02777773693756,
 1.04166662527455,
 1.05555551361155,
 1.06944440194854,
 1.08333329028554,
 1.09722217862253,
 1.11111106695952,
 1.12499995529652,
 1.13888884363351,
 1.15277773197051,
 1.1666666203075,
 1.18055550864449,
 1.19444439698149,
 1.20833328531848,
 1.22222217365548,
 1.23611106199247,
 1.24999995032946,
 1.26388883866646,
 1.27777772700345,
 1.29166661534045,
 1.30555550367744,
 1.31944439201443,
 1.33333328035143,
 1.34722216868842,
 1.36111105702542,
 1.37499994536241,
 1.38888883369941,
 1.4027777220364,
 1.41666661037339,
 1.43055549871039,
 1.44444438704738,
 1.45833327538438,
 1.47222216372137,
 1.48611105205836,
 1.49999994039536,
 1.51388882873235,
 1.52777771706935,
 1.54166660540634,
 1.55555549374333,
 1.56944438208033,
 1.58333327041732,
 1.59722215875432,
 1.61111104709131,
 1.6249999354283,
 1.6388888237653,
 1.65277771210229,
 1.66666660043929,
 1.68055548877628,
 1.69444437711327,
 1.70833326545027,
 1.72222215378726,
 1.73611104212426,
 1.74999993046125,
 1.76388881879824,
 1.77777770713524,
 1.79166659547223,
 1.80555548380923,
 1.81944437214622,
 1.83333326048321,
 1.84722214882021,
 1.8611110371572,
 1.8749999254942,
 1.88888881383119,
 1.90277770216819,
 1.91666659050518,
 1.93055547884217,
 1.94444436717917,
 1.95833325551616,
 1.97222214385316,
 1.98611103219015,
 1.99999992052714,
 2.01388880886414,
 2.02777769720113,
 2.04166658553813,
 2.05555547387512,
 2.08333325054911,
 2.0972221388861,
 2.1111110272231,
 2.12499991556009,
 2.13888880389708,
 2.15277769223408,
 2.16666658057107,
 2.18055546890807,
 2.19444435724506,
 2.20833324558205,
 2.22222213391905,
 2.23611102225604,
 2.24999991059304,
 2.26388879893003,
 2.27777768726702,
 2.30555546394101,
 2.31944435227801,
 2.333333240615,
 2.34722212895199,
 2.36111101728899,
 2.38888879396298,
 2.40277768229997,
 2.41666657063696,
 2.44444434731095,
 2.45833323564795,
 2.47222212398494,
 2.48611101232194,
 2.49999990065893,
 2.51388878899592,
 2.52777767733292,
 2.54166656566991,
 2.5694443423439,
 2.58333323068089,
 2.59722211901789,
 2.61111100735488,
 2.62499989569188,
 2.63888878402887,
 2.65277767236586,
 2.66666656070286,
 2.68055544903985,
 2.69444433737685,
 2.70833322571384,
 2.72222211405083,
 2.73611100238783,
 2.74999989072482,
 2.76388877906182,
 2.7916665557358,
 2.8055554440728,
 2.81944433240979,
 2.83333322074679,
 2.84722210908378,
 2.86111099742077,
 2.87499988575777,
 2.88888877409476,
 2.90277766243176,
 2.91666655076875,
 2.93055543910575,
 2.94444432744274,
 2.95833321577973,
 2.97222210411673,
 2.98611099245372,
 2.99999988079072,
 3.0277776574647,
 3.0416665458017,
 3.05555543413869,
 3.06944432247569,
 3.08333321081268,
 3.09722209914967,
 3.11111098748667,
 3.12499987582366,
 3.13888876416066,
 3.15277765249765,
 3.16666654083464,
 3.19444431750863,
 3.20833320584563,
 3.22222209418262,
 3.23611098251961,
 3.24999987085661,
 3.2638887591936,
 3.2777776475306,
 3.29166653586759,
 3.30555542420458,
 3.33333320087857,
 3.34722208921557,
 3.36111097755256,
 3.37499986588955,
 3.40277764256354,
 3.41666653090054,
 3.43055541923753,
 3.44444430757452,
 3.45833319591152,
 3.48611097258551,
 3.4999998609225,
 3.5138887492595,
 3.52777763759649,
 3.54166652593348,
 3.55555541427048,
 3.56944430260747,
 3.58333319094447,
 3.59722207928146,
 3.61111096761845,
 3.62499985595545,
 3.63888874429244,
 3.65277763262944,
 3.66666652096643,
 3.68055540930342,
 3.69444429764042,
 3.70833318597741,
 3.72222207431441,
 3.74999985098839,
 3.76388873932539,
 3.77777762766238,
 3.79166651599938,
 3.80555540433637,
 3.81944429267336,
 3.83333318101036,
 3.84722206934735,
 3.86111095768435,
 3.88888873435833,
 3.90277762269533,
 3.91666651103232,
 3.93055539936932,
 3.94444428770631,
 3.9583331760433,
 3.9722220643803,
 3.98611095271729,
 3.99999984105429,
 4.02777761772828,
 4.04166650606527,
 4.05555539440226,
 4.06944428273926,
 4.08333317107625,
 4.09722205941325,
 4.11111094775024,
 4.12499983608723,
 4.13888872442423,
 4.16666650109822,
 4.18055538943521,
 4.1944442777722,
 4.22222205444619,
 4.24999983112018,
 4.26388871945717,
 4.27777760779417,
 4.30555538446816,
 4.34722204947914,
 4.36111093781613,
 4.37499982615313,
 4.38888871449012,
 4.41666649116411,
 4.45833315617509,
 4.47222204451209,
 4.48611093284908,
 4.51388870952307,
 4.55555537453405,
 4.56944426287104,
 4.58333315120804,
 4.59722203954503,
 4.61111092788203,
 4.63888870455601,
 4.65277759289301,
 4.66666648123,
 4.680555369567,
 4.69444425790399,
 4.72222203457798,
 4.73611092291497,
 4.74999981125197,
 4.76388869958896,
 4.80555536459994,
 4.81944425293694,
 4.83333314127393,
 4.84722202961092,
 4.86111091794792,
 4.88888869462191,
 4.91666647129589,
 4.93055535963289,
 4.95833313630688,
 4.97222202464387,
 4.98611091298086,
 5.01388868965485,
 5.02777757799185,
 5.04166646632884,
 5.05555535466583,
 5.06944424300283,
 5.08333313133982,
 5.09722201967682,
 5.11111090801381,
 5.1249997963508,
 5.1388886846878,
 5.15277757302479,
 5.16666646136179,
 5.18055534969878,
 5.19444423803577,
 5.20833312637277,
 5.22222201470976,
 5.23611090304676,
 5.24999979138375,
 5.26388867972075,
 5.29166645639473,
 5.30555534473173,
 5.31944423306872,
 5.33333312140572,
 5.34722200974271,
 5.3611108980797,
 5.3749997864167,
 5.38888867475369,
 5.40277756309069,
 5.41666645142768,
 5.43055533976467,
 5.44444422810167,
 5.45833311643866,
 5.47222200477566,
 5.48611089311265,
 5.49999978144964,
 5.51388866978664,
 5.52777755812363,
 5.54166644646063,
 5.55555533479762,
 5.56944422313461,
 5.58333311147161,
 5.5972219998086,
 5.6111108881456,
 5.62499977648259,
 5.63888866481958,
 5.65277755315658,
 5.66666644149357,
 5.68055532983057,
 5.69444421816756,
 5.70833310650456,
 5.73611088317854,
 5.74999977151554,
 5.76388865985253,
 5.77777754818953,
 5.79166643652652,
 5.80555532486351,
 5.8333331015375,
 5.8472219898745,
 5.86111087821149,
 5.87499976654848,
 5.88888865488548,
 5.91666643155947,
 5.93055531989646,
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 5.95833309657045,
 5.98611087324444,
 5.99999976158143,
 6.01388864991842,
 6.02777753825542,
 6.04166642659241,
 6.05555531492941,
 6.0694442032664,
 6.08333309160339,
 6.11111086827738,
 6.12499975661438,
 6.13888864495137,
 6.15277753328836,
 6.16666642162536,
 6.18055530996235,
 6.20833308663634,
 6.24999975164732,
 6.26388863998432,
 6.27777752832131,
 6.29166641665831,
 6.31944419333229,
 6.34722197000628,
 6.36111085834328,
 6.37499974668027,
 6.44444418836524,
 6.45833307670223,
 6.47222196503923,
 6.49999974171322,
 6.51388863005021,
 6.5277775183872,
 6.55555529506119,
 6.56944418339819,
 6.58333307173518,
 6.59722196007217,
 6.61111084840917,
 6.63888862508316,
 6.65277751342015,
 6.66666666666667]

The firm dataset has many more anomalies, but they're still integer values when rounded out to 3 decimals: https://gist.github.com/rknLA/f384e8c81f3b591364b3