formula	expected	source
@M	{"cats": {"R": 3, "C": 3, "G": 2, "P": 3, "Q": 3, "E": 4, "K": 10}, "m": {"A": [["R", "C"], [[4, 2, -2, 2, 10, 4, -2, 4, 9], [1, 2, 3, 4, 5, 6, 7, 8, 10]]], "S": [["R", "C"], [[1, 2, 3, 2, 4, 6, 1, 0, 1], [0, 1, 2, 1, 0, 3, 4, -3, 8]]]}}
M	MDETERM(A OVER R, C)	[[188.0], [-3.000000000000001]]	LibreOffice
M	LOGMDETERM(A OVER R, C)	[[5.236441962829949], [1.09861228866811]]	LibreOffice
M	MINVERSE(A OVER R, C INTO P, Q)	[[0.39361702127659576, -0.13829787234042554, 0.14893617021276595, -0.13829787234042554, 0.1702127659574468, -0.10638297872340424, 0.14893617021276595, -0.10638297872340426, 0.19148936170212766], [-0.666666666666667, -1.3333333333333326, 0.9999999999999998, -0.6666666666666662, 3.6666666666666656, -1.9999999999999996, 0.9999999999999998, -1.9999999999999996, 0.9999999999999998]]	LibreOffice
M	MPSEUDOINVERSE(A OVER R, C INTO P, Q)	[[0.39361702127659576, -0.13829787234042554, 0.14893617021276595, -0.13829787234042554, 0.1702127659574468, -0.10638297872340426, 0.14893617021276595, -0.10638297872340426, 0.19148936170212766], [-0.6666666666666666, -1.3333333333333333, 1.0, -0.6666666666666666, 3.6666666666666665, -2.0, 1.0, -2.0, 1.0]]	Gnumeric 1.12
M	MDETERM(S OVER R, C)	[[0.0], [-2.0]]	LibreOffice
M	LOGMDETERM(S OVER R, C)	[[{"error": "#NUM!"}], [0.6931471805599453]]	LibreOffice
M	MINVERSE(S OVER R, C INTO P, Q)	[[{"error": "#NUM!"}, null, null, null, null, null, null, null, null], [-4.5, 7.0, -1.5, -2.0, 4.0, -1.0, 1.5, -2.0, 0.5]]	LibreOffice
M	MINVERSE(A OVER R, C INTO K)	[[0.39361702127659576, -0.13829787234042554, 0.14893617021276595, -0.13829787234042554, 0.1702127659574468, -0.10638297872340424, 0.14893617021276595, -0.10638297872340426, 0.19148936170212766, null], [-0.666666666666667, -1.3333333333333326, 0.9999999999999998, -0.6666666666666662, 3.6666666666666656, -1.9999999999999996, 0.9999999999999998, -1.9999999999999996, 0.9999999999999998, null]]	LibreOffice
M	MPSEUDOINVERSE(S OVER R, C INTO P, Q)	[[-0.03333333333333333, -0.06666666666666667, 0.8333333333333334, 0.06666666666666667, 0.13333333333333333, -0.6666666666666666, 0.03333333333333333, 0.06666666666666667, 0.16666666666666666], [-4.5, 7.0, -1.5, -2.0, 4.0, -1.0, 1.5, -2.0, 0.5]]	Gnumeric 1.12
M	MPSEUDOINVERSE(S OVER R, C, 0.01 INTO P, Q)	[[-0.03333333333333333, -0.06666666666666667, 0.8333333333333334, 0.06666666666666667, 0.13333333333333333, -0.6666666666666666, 0.03333333333333333, 0.06666666666666667, 0.16666666666666666], [-4.5, 7.0, -1.5, -2.0, 4.0, -1.0, 1.5, -2.0, 0.5]]	Gnumeric 1.12
M	LEVERAGE(A OVER R, C INTO P)	[[1.0, 1.0, 1.0], [1.0, 1.0, 1.0]]	Gnumeric 1.12
M	LEVERAGE(S OVER R, C INTO P)	[[{"error": "#NUM!"}, null, null], [1.0, 1.0, 1.0]]	Gnumeric 1.12
M	CHOLESKY(A OVER R, C INTO P, Q)	[[2.0, 0.0, 0.0, 1.0, 3.0, 0.0, -1.0, 1.6666666666666667, 2.285218200133681], [1.0, 0.0, 0.0, 3.0, {"error": "#NUM!"}, 0.0, 5.0, {"error": "#NUM!"}, {"error": "#NUM!"}]]	Gnumeric 1.12
M	EIGEN(A OVER R, C INTO E, Q)	[[13.53474294173811, 7.649406538474657, 1.8158505197872326, 0.020558662798703088, -0.6111974012447013, 0.791211146341893, 0.7542621830104023, -0.50997135967431, -0.41354295011802367, 0.656251400504648, 0.6052825365262564, 0.45051875689257304], [17.042416242200847, -1.2328023933394223, 0.19038615113857613, 0.34098153103407214, 0.8988133365074586, -0.2754381629513052, 0.5344758548299606, 0.05567761398521184, 0.8433478309124279, 0.773348017452326, -0.43478108217497624, -0.46140898830139143]]	Gnumeric 1.12
M	CHOLESKY(S OVER R, C INTO P, Q)	[[1.0, 0.0, 0.0, 2.0, 0.0, 0.0, 2.0, {"error": "#NUM!"}, {"error": "#NUM!"}], [0.0, 0.0, 0.0, {"error": "#NUM!"}, {"error": "#NUM!"}, 0.0, {"error": "#NUM!"}, {"error": "#NUM!"}, {"error": "#NUM!"}]]	Gnumeric 1.12
M	EIGEN(S OVER R, C INTO E, Q)	[[7.106004620624287, -1.221237007572455, 0.11523238694816987, 0.4137438601783021, -0.48312159728400145, 0.7716278509764359, 0.7561361135835533, -0.2896801015855211, -0.5868079894481345, 0.5070248474182674, 0.8262438871078912, 0.24545232351176713], [9.011209116293987, -1.5749123538686265, 0.5637032375746396, 0.3192120919680672, 0.8161327348390772, 0.48169596164537093, 0.03542389127235665, -0.518208351616725, 0.8545204808790722, 0.9470210073005214, -0.2557097249593086, -0.1943289692576491]]	Gnumeric 1.12
M	EIGEN(A OVER R, C INTO K)	[[13.53474294173811, 7.649406538474657, 1.8158505197872326, 0.020558662798703088, -0.6111974012447013, 0.791211146341893, 0.7542621830104023, -0.50997135967431, -0.41354295011802367, 0.656251400504648], [17.042416242200847, -1.2328023933394223, 0.19038615113857613, 0.34098153103407214, 0.8988133365074586, -0.2754381629513052, 0.5344758548299606, 0.05567761398521184, 0.8433478309124279, 0.773348017452326]]	Gnumeric 1.12
@N	{"cats": {"R": 4, "C": 4, "P": 4, "Q": 4, "E": 5, "K": 17}, "m": {"A": [["R", "C"], [[2, -1, 0, 3, 1, 5, -2, 0, 0, 4, 7, 1, 6, 0, 1, -3]]]}}
N	MDETERM(A OVER R, C)	[[-1088.0]]	LibreOffice
N	LOGMDETERM(A OVER R, C)	[[6.992096427415888]]	LibreOffice
N	MINVERSE(A OVER R, C INTO P, Q)	[[0.12316176470588236, 0.03125, -0.008272058823529415, 0.12040441176470588, -0.03125, 0.15625, 0.04687500000000001, -0.015624999999999997, -0.016544117647058824, -0.09375000000000001, 0.11305147058823531, 0.021139705882352946, 0.24080882352941177, 0.03125, 0.021139705882352942, -0.08547794117647059]]	LibreOffice
N	MPSEUDOINVERSE(A OVER R, C INTO P, Q)	[[0.12316176470588236, 0.03125, -0.008272058823529412, 0.12040441176470588, -0.03125, 0.15625, 0.046875, -0.015625, -0.016544117647058824, -0.09375, 0.1130514705882353, 0.021139705882352942, 0.24080882352941177, 0.03125, 0.021139705882352942, -0.08547794117647059]]	Gnumeric 1.12
N	MINVERSE(A OVER R, C INTO K)	[[0.12316176470588236, 0.03125, -0.008272058823529415, 0.12040441176470588, -0.03125, 0.15625, 0.04687500000000001, -0.015624999999999997, -0.016544117647058824, -0.09375000000000001, 0.11305147058823531, 0.021139705882352946, 0.24080882352941177, 0.03125, 0.021139705882352942, -0.08547794117647059, null]]	LibreOffice
N	CHOLESKY(A OVER R, C INTO P, Q)	[[1.4142135623730951, 0.0, 0.0, 0.0, 0.0, 2.23606797749979, 0.0, 0.0, 0.0, 0.4472135954999579, 2.6076809620810595, 0.0, 3.181980515339464, 0.0, 0.3834824944236852, {"error": "#NUM!"}]]	Gnumeric 1.12
N	EIGEN(A OVER R, C INTO E, Q)	[[7.539116883568486, -5.7068226028984945, 4.77157381856593, 4.396131900764079, 0.10818711344159654, -0.5030470920251653, -0.5739980144259131, 0.6369972143779824, 0.3610085769659029, 0.0063793713303652065, 0.7200624299804409, 0.5925725338801539, 0.9166429728871572, -0.06830279715223674, -0.1644811112745695, -0.3578356496936226, 0.1331691259219748, 0.8615321553648678, -0.35352841526482004, 0.33918429912643056]]	Gnumeric 1.12
@O	{"cats": {"R": 1, "C": 1, "P": 1, "Q": 1, "E": 2}, "m": {"A": [["R", "C"], [[-2.5]]]}}
O	MDETERM(A OVER R, C)	[[-2.5]]	LibreOffice
O	LOGMDETERM(A OVER R, C)	[[0.9162907318741551]]	LibreOffice
O	MINVERSE(A OVER R, C INTO P, Q)	[[-0.4]]	LibreOffice
O	MPSEUDOINVERSE(A OVER R, C INTO P, Q)	[[-0.4]]	Gnumeric 1.12
O	CHOLESKY(A OVER R, C INTO P, Q)	[[{"error": "#NUM!"}]]	Gnumeric 1.12
O	EIGEN(A OVER R, C INTO E, Q)	[[-2.5, 1.0]]	Gnumeric 1.12
@W	{"cats": {"R": 2, "C": 3, "P": 3, "Q": 2, "K": 7}, "m": {"A": [["R", "C"], [[1, 2, 3, 4, 5, 6.5]]], "Z": [["R", "C"], [[0, 0, 0, 0, 0, 0]]]}}
W	MDETERM(A OVER R, C)	[[{"error": "#VALUE!"}]]	Excel docs
W	MINVERSE(A OVER R, C INTO P, Q)	[[{"error": "#VALUE!"}, null, null, null, null, null]]	Excel docs
W	MPSEUDOINVERSE(A OVER R, C INTO P, Q)	[[-1.1734104046242775, 0.5202312138728323, -0.023121387283236993, 0.06936416184971098, 0.7398843930635838, -0.21965317919075145]]	Gnumeric 1.12
W	MPSEUDOINVERSE(A OVER R, C INTO K)	[[-1.1734104046242775, 0.5202312138728323, -0.023121387283236993, 0.06936416184971098, 0.7398843930635838, -0.21965317919075145, null]]	Gnumeric 1.12
W	MPSEUDOINVERSE(Z OVER R, C INTO P, Q)	[[0.0, 0.0, 0.0, 0.0, 0.0, 0.0]]	Gnumeric 1.12
W	LEVERAGE(A OVER R, C INTO K)	[[{"error": "#NUM!"}, null, null, null, null, null, null]]	Gnumeric 1.12
W	CHOLESKY(A OVER R, C INTO P, Q)	[[{"error": "#VALUE!"}, null, null, null, null, null]]	Gnumeric 1.12
W	EIGEN(A OVER R, C INTO P, Q)	[[{"error": "#VALUE!"}, null, null, null, null, null]]	Gnumeric 1.12
@Y	{"cats": {"R": 6, "C": 2, "G": 2, "K": 7}, "m": {"A": [["R", "C"], [[1, 1, 1, 2, 1, 3, 1, 4, 1, 5, 1, 12], [1, 0.5, 1, -2, 1, 3.5, 1, 1, 1, 0, 1, 2]]]}}
Y	LEVERAGE(A OVER R, C INTO K)	[[0.3247311827956989, 0.24731182795698925, 0.1956989247311828, 0.16989247311827957, 0.16989247311827957, 0.8924731182795699, null], [0.17307692307692307, 0.6298076923076923, 0.5769230769230769, 0.16826923076923078, 0.20673076923076922, 0.24519230769230768, null]]	Gnumeric 1.12
@V	{"cats": {"R": 3, "C": 2, "P": 2, "Q": 3}, "m": {"A": [["R", "C"], [[1, 2, 2, 4, 3, 6]]]}}
V	MPSEUDOINVERSE(A OVER R, C INTO P, Q)	[[0.014285714285714285, 0.02857142857142857, 0.04285714285714286, 0.02857142857142857, 0.05714285714285714, 0.08571428571428572]]	Gnumeric 1.12
V	LEVERAGE(A OVER R, C INTO Q)	[[{"error": "#NUM!"}, null, null]]	Gnumeric 1.12
@S	{"cats": {"T": 8, "G": 2, "K": 9}, "m": {"X": [["T"], [[1, 2, 3, 4, 5, 6, 7, 8], [3, 1, 4, 1.5, 5, 9, 2, 6]]], "Y": [["T"], [[2, 4, 3, 8, 7, 10, 9, 14], [5, 3, 8, 2, 4, 1, 6, 7]]], "Z": [["T"], [[7, 7, 8, 9, 9, 9, 10, 12], [1, 1, 1, 2, 2, 3, 3, 3]]]}}
S	INTERPOLATION(X, Y OVER T, 0.5, 0)	[[1.0], [4.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 0.5, 2)	[[2.0], [3.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 0.5, 4)	[[0.48316729646169687], [4.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 2.5, 0)	[[3.5], [5.5]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 2.5, 2)	[[4.0], [6.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 2.5, 4)	[[3.074501889385091], [6.2488373380578]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 4, 0)	[[8.0], [8.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 4, 2)	[[8.0], [8.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 4, 4)	[[8.0], [8.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 7.25, 0)	[[10.25], [4.5]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 7.25, 2)	[[9.0], [7.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 7.25, 4)	[[9.589804835108211], [7.876099799763777]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 9.5, 0)	[[21.5], [0.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 9.5, 2)	[[14.0], [1.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 9.5, 4)	[[17.727456200618345], [-1.421515705163694]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 3.3)	[[4.499999999999999], [5.8999999999999995]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 2.5, 1, 6.2)	[[6.7851351351351346], [5.941891891891891]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 2.5, 3, 6.2)	[[5.945945945945946], [5.783783783783784]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 2.5, 5, 6.2)	[[6.772857588179042], [5.919521976355716]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 0.5, 1, 1.5)	[[2.0], [3.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 0.5, 3, 1.5)	[[2.0], [3.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 0.5, 5, 1.5)	[[2.0], [3.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 3, 1, 3.5)	[[4.25], [5.75]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 3, 3, 3.5)	[[3.0], [5.0]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 3, 5, 3.5)	[[4.128038045345242], [5.589960967777655]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 7, 1, 9.5)	[[15.25], [2.5]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 7, 3, 9.5)	[[12.0], [5.8]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 7, 5, 9.5)	[[14.935621350051528], [4.175357795371499]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 1, 1, 8)	[[7.0], [5.25]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 1, 3, 8)	[[6.142857142857143], [5.642857142857143]]	Gnumeric 1.12
S	INTERPOLATION(X, Y OVER T, 1, 5, 8)	[[6.956740442655935], [5.985729049675456]]	Gnumeric 1.12
S	HPFILTER(Y OVER T)	[[1.7518023799510303, 3.286146856185413, 4.820646455932326, 6.355902460919184, 7.8913782488384445, 9.427564758344488, 10.964395816686174, 12.5021630231384], [4.089744604317859, 4.204365906916024, 4.31955611913649, 4.435131421909738, 4.5532082735917845, 4.6743811753999545, 4.798898873380577, 4.924713625345359]]	Gnumeric 1.12
S	HPFILTER(Y OVER T, 100)	[[1.7767571693774444, 3.2921539579981722, 4.809783174925125, 6.338955708884549, 7.870884616853434, 9.41339339871993, 10.965596708203645, 12.53247526503699], [4.177950021903729, 4.2322338540186895, 4.294738185914612, 4.361361178832274, 4.465053612153305, 4.615152653471014, 4.816344934257174, 5.037165559448844]]	Gnumeric 1.12
S	HPFILTER(Y OVER T, 100000)	[[1.75002898572638, 3.2857212409981535, 4.82141599598007, 6.357122893169862, 7.892833360905305, 9.428555256295244, 10.964287508114914, 12.500034759586992], [4.083436478903563, 4.202412846485644, 4.321398379702936, 4.440390220062184, 4.55942229508634, 4.678504128396155, 4.79763964938943, 4.916796002422682]]	Gnumeric 1.12
S	HPFILTER(Y OVER T, 0.5)	[[2.083333333333333, 3.360294117647059, 4.470588235294118, 6.526960784313726, 7.700980392156863, 9.110294117647058, 10.470588235294116, 13.276960784313722], [4.698529411764706, 4.639705882352941, 5.1838235294117645, 3.6544117647058827, 3.0073529411764706, 2.8897058823529402, 4.933823529411763, 6.992647058823528]]	Gnumeric 1.12
S	HPFILTER(Z OVER T)	[[6.66810216388147, 7.298012021993369, 7.928129316252841, 8.558475225293716, 9.189115846927162, 9.820393231948543, 10.45253123374889, 11.085240959949267], [0.7501747285428733, 1.1070446043021842, 1.4640706208561558, 1.82134201612176, 2.178657983877933, 2.5359293791435356, 2.8929553956975047, 3.2498252714568125]]	Gnumeric 1.12
S	SSMEDIAN(Z OVER T)	[[8.833333333333334], [2.0]]	Gnumeric 1.12
S	SSMEDIAN(Z OVER T, 2)	[[8.8], [2.0]]	Gnumeric 1.12
S	SSMEDIAN(Z OVER T, 0.5)	[[8.916666666666666], [2.0]]	Gnumeric 1.12
S	SSMEDIAN(Z OVER T, 0)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	Gnumeric 1.12
S	SSMEDIAN(X OVER T)	[[4.5], [3.5]]	Gnumeric 1.12
S	ADTEST(Y OVER T)	[[0.8153922213983139], [0.9614556929385789]]	Gnumeric 1.12
S	ADTEST.STAT(Y OVER T)	[[0.22714968574239103], [0.15127395546221195]]	Gnumeric 1.12
S	CVMTEST(Y OVER T)	[[0.851128980373321], [0.9801134215784806]]	Gnumeric 1.12
S	CVMTEST.STAT(Y OVER T)	[[0.027978506053721805], [0.017355229771526107]]	Gnumeric 1.12
S	LKSTEST(Y OVER T)	[[0.8141893790671366], [0.9981374175277882]]	Gnumeric 1.12
S	LKSTEST.STAT(Y OVER T)	[[0.1567791593931746], [0.10485431269629009]]	Gnumeric 1.12
S	SFTEST(Y OVER T)	[[0.8745037055253475], [0.9994612099426414]]	Gnumeric 1.12
S	SFTEST.STAT(Y OVER T)	[[0.9650217689511204], [0.9897276434936112]]	Gnumeric 1.12
S	FOURIER(Y OVER T INTO K)	[["7.125", "-0.6250000000000001+1.8106601717798214i", "-0.37500000000000006+i", "-0.6250000000000001+0.3106601717798214i", "-1.875", "-0.6249999999999999-0.3106601717798214i", "-0.37499999999999994-i", "-0.6249999999999999-1.8106601717798214i", null], ["4.5", "0.743718433538229+0.015165042944955354i", "-0.625+0.625i", "-0.4937184335382291+0.5151650429449552i", "1.25", "-0.493718433538229-0.5151650429449554i", "-0.625-0.625i", "0.7437184335382291-0.015165042944955243i", null]]	Gnumeric 1.12
S	FOURIER(Y OVER T, TRUE INTO K)	[["7.125", "-0.6250000000000001-1.8106601717798214i", "-0.37500000000000006-i", "-0.6250000000000001-0.3106601717798214i", "-1.875", "-0.6249999999999999+0.3106601717798214i", "-0.37499999999999994+i", "-0.6249999999999999+1.8106601717798214i", null], ["4.5", "0.743718433538229-0.015165042944955354i", "-0.625-0.625i", "-0.4937184335382291-0.5151650429449552i", "1.25", "-0.493718433538229+0.5151650429449554i", "-0.625+0.625i", "0.7437184335382291+0.015165042944955243i", null]]	Gnumeric 1.12
S	PERIODOGRAM(Y OVER T INTO K)	[[7.125, 1.9154934762796068, 1.0680004681646913, 0.6979503867254953, null, null, null, null, null], [4.5, 0.7438730314456087, 0.8838834764831844, 0.7135495169138021, null, null, null, null, null]]	Gnumeric 1.12
S	PERIODOGRAM(Y OVER T, 1 INTO K)	[[3.875, 1.8224554914746125, 0.17677669529663687, 0.08234671574525142, null, null, null, null, null], [1.96875, 0.48885601546866586, 0.4341388746703064, 0.5424231937704171, null, null, null, null, null]]	Gnumeric 1.12
S	PERIODOGRAM(Y OVER T, 2 INTO K)	[[3.875, 2.1046276443761918, 0.12862703491136426, 0.2673245081125402, null, null, null, null, null], [1.8781407832308856, 0.6151265124165199, 0.4159270357643291, 0.41565047883068673, null, null, null, null, null]]	Gnumeric 1.12
S	PERIODOGRAM(Y OVER T, 3 INTO K)	[[5.09375, 2.008386560429355, 0.40019526483955303, 0.08014041668687247, null, null, null, null, null], [2.7109375, 0.37993366415290897, 0.8792100169505862, 0.6887850353381993, null, null, null, null, null]]	Gnumeric 1.12
S	FOURIER(X OVER T INTO K)	[["4.5", "-0.5+1.2071067811865475i", "-0.5+0.5i", "-0.5+0.20710678118654746i", "-0.5", "-0.49999999999999994-0.20710678118654746i", "-0.49999999999999994-0.5i", "-0.49999999999999983-1.2071067811865475i", null], ["3.9375", "-0.5593592167691146+0.8548543456039805i", "0.25-0.3125i", "0.05935921676911443+1.3548543456039805i", "-0.4375", "0.059359216769114626-1.3548543456039805i", "0.24999999999999997+0.3125i", "-0.5593592167691144-0.8548543456039805i", null]]	Gnumeric 1.12
S	PERIODOGRAM(Y OVER T, 4 INTO K)	[[{"error": "#VALUE!"}, null, null, null, null, null, null, null, null], [{"error": "#VALUE!"}, null, null, null, null, null, null, null, null]]	Gnumeric 1.12
@D	{"cats": {"T": 6, "K": 8}, "m": {"X": [["T"], [[1, 2, 2, 3, 4, 5]]], "Y": [["T"], [[1, 5, 2, 8, 3, 9]]], "Z": [["T"], [[7, 7, 8, 8, 9, 10]]]}}
D	INTERPOLATION(X, Y OVER T, 2.5)	[[{"error": "#VALUE!"}]]	Gnumeric 1.12
D	INTERPOLATION(Y, Z OVER T, 2.5, 4)	[[8.614617940199336]]	Gnumeric 1.12
D	HPFILTER(Y OVER T, 10)	[[1.8022204681393763, 2.9847667225153223, 4.087090930077331, 5.23049437175993, 6.327569235489917, 7.5678582720180945]]	Gnumeric 1.12
D	SSMEDIAN(Z OVER T)	[[8.0]]	Gnumeric 1.12
D	SSMEDIAN(Z OVER T, 2)	[[8.2]]	Gnumeric 1.12
D	SSMEDIAN(Z OVER T, 0.5)	[[8.0]]	Gnumeric 1.12
D	SSMEDIAN(Z OVER T, 0)	[[{"error": "#NUM!"}]]	Gnumeric 1.12
D	ADTEST(Y OVER T)	[[{"error": "#VALUE!"}]]	Gnumeric 1.12
D	ADTEST.STAT(Y OVER T)	[[{"error": "#VALUE!"}]]	Gnumeric 1.12
D	CVMTEST(Y OVER T)	[[{"error": "#VALUE!"}]]	Gnumeric 1.12
D	CVMTEST.STAT(Y OVER T)	[[{"error": "#VALUE!"}]]	Gnumeric 1.12
D	LKSTEST(Y OVER T)	[[0.6736959782834084]]	Gnumeric 1.12
D	LKSTEST.STAT(Y OVER T)	[[0.19508297816327036]]	Gnumeric 1.12
D	SFTEST(Y OVER T)	[[0.7013106157331765]]	Gnumeric 1.12
D	SFTEST.STAT(Y OVER T)	[[0.9420568047565495]]	Gnumeric 1.12
D	FOURIER(Y OVER T INTO K)	[["3.5", "-1.3106601717798212-0.603553390593274i", "0.25000000000000006-0.75i", "0.8106601717798214-0.10355339059327362i", "-2", "0.8106601717798212+0.1035533905932739i", "0.24999999999999994+0.75i", "-1.3106601717798214+0.6035533905932736i"]]	Gnumeric 1.12
D	FOURIER(Y OVER T, TRUE INTO K)	[["3.5", "-1.3106601717798212+0.603553390593274i", "0.25000000000000006+0.75i", "0.8106601717798214+0.10355339059327362i", "-2", "0.8106601717798212-0.1035533905932739i", "0.24999999999999994-0.75i", "-1.3106601717798214-0.6035533905932736i"]]	Gnumeric 1.12
D	PERIODOGRAM(Y OVER T INTO K)	[[3.5, 1.4429507202903873, 0.7905694150420949, 0.8172473424939678, null, null, null, null]]	Gnumeric 1.12
D	PERIODOGRAM(Y OVER T, 1 INTO K)	[[1.9999999999999996, 1.314135861156412, 0.4249182927993989, 0.7135531161264775, null, null, null, null]]	Gnumeric 1.12
D	PERIODOGRAM(Y OVER T, 2 INTO K)	[[1.9062500000000004, 1.345127590619733, 0.5702589872154578, 0.6711165248699751, null, null, null, null]]	Gnumeric 1.12
D	PERIODOGRAM(Y OVER T, 3 INTO K)	[[2.5277777777777777, 1.4376985390011188, 0.11453071182271288, 0.6390082573248627, null, null, null, null]]	Gnumeric 1.12
@T	{"cats": {"T": 12, "G": 2}, "m": {"X": [["T"], [[4.2, 5.1, 3.9, 5.6, 4.8, 5.0, 4.4, 6.1, 5.3, 4.7, 5.5, 4.9], [1, 1, 2, 1, 3, 8, 1, 2, 15, 1, 2, 40]]], "C": [["T"], [[3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], [7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7]]]}}
T	ADTEST(X OVER T)	[[0.9940494560705325], [3.13811946788272e-06]]	Gnumeric 1.12
T	ADTEST.STAT(X OVER T)	[[0.10796581106466263], [2.4660538224023796]]	Gnumeric 1.12
T	ADTEST(C OVER T)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	Gnumeric 1.12
T	ADTEST.STAT(C OVER T)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	Gnumeric 1.12
T	CVMTEST(X OVER T)	[[0.9968074234554384], [7.772421990263547e-06]]	Gnumeric 1.12
T	CVMTEST.STAT(X OVER T)	[[0.013009989250045529], [0.4347757818256217]]	Gnumeric 1.12
T	CVMTEST(C OVER T)	[[0.0], [0.0]]	Gnumeric 1.12
T	CVMTEST.STAT(C OVER T)	[[4.0], [4.0]]	Gnumeric 1.12
T	LKSTEST(X OVER T)	[[0.9979198533765], [7.424770681016722e-05]]	Gnumeric 1.12
T	LKSTEST.STAT(X OVER T)	[[0.08883407451901404], [0.36814701035136765]]	Gnumeric 1.12
T	LKSTEST(C OVER T)	[[1.3142698392376243e-40], [1.3142698392376243e-40]]	Gnumeric 1.12
T	LKSTEST.STAT(C OVER T)	[[1.0], [1.0]]	Gnumeric 1.12
T	SFTEST(X OVER T)	[[0.9997350184272713], [7.264028145587037e-05]]	Gnumeric 1.12
T	SFTEST.STAT(X OVER T)	[[0.992633679124756], [0.5307680405386104]]	Gnumeric 1.12
T	SFTEST(C OVER T)	[[{"error": "#VALUE!"}], [{"error": "#VALUE!"}]]	Gnumeric 1.12
T	SFTEST.STAT(C OVER T)	[[{"error": "#VALUE!"}], [{"error": "#VALUE!"}]]	Gnumeric 1.12
@L	{"cats": {"T": 8, "G": 2, "K": 12}, "m": {"X": [["T"], [[1, 2, 3, 4, 5, 6, 7, 8], [1, 2, 3, 4, 5, 6, 7, 8]]], "Y": [["T"], [[-0.0294, 3.1864, 4.7689, 5.7183, 6.5222, 7.1442, 7.5954, 8.0847], [5.4444, 5.1289, 4.9118, 4.5435, 4.2289, 3.8026, 3.1772, 2.4263]]], "W": [["T"], [[1, 2, 3, 4, 5, 6, 7, 8], [2, 4, 6, 8, 10, 12, 14, 16]]], "N": [["T"], [[1, 2, 3, 4, 5, 6, 7, 0], [1, 2, 3, 4, 5, 6, 7, -1]]], "E": [["T"], [[1.6487, 2.7183, 4.4817, 7.3891, 12.1825, 20.0855, 33.1155, 54.5982], [0.5, 0.9, 1.0, 1.1, 1.15, 1.2, 1.22, 1.23]]]}}
L	LOGFIT(Y, X OVER T INTO K)	[[1.0, 1.8918675476853162, 3.057983460147494, 0.466647, 0.004586832457393839, null, null, null, null, null, null, null], [-1.0, 0.7001557234010614, 2.1170259441405377, 10.257280999999999, 0.006513761326301922, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGFIT(W, X OVER T INTO K)	[[{"error": "#NUM!"}, null, null, null, null, null, null, null, null, null, null, null], [{"error": "#NUM!"}, null, null, null, null, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGFIT(X, Y OVER T INTO K)	[[-1.0, 7.9574139552266105, -3.2657121989316527, 9.028596, 0.23044266153399326, null, null, null, null, null, null, null], [-1.0, -0.17780036384857123, 5.754627116432887, 6.645410999999999, 0.12186213571896275, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGFIT(E, X OVER T INTO K)	[[-1.0, 36.73511408038334, -18.677335485526974, 8.377946, 18.411104842952767, null, null, null, null, null, null, null], [1.0, 0.8723119782363595, 0.19077896824760243, 0.858035, 0.0009836902992868646, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGFIT(X, E OVER T INTO K)	[[1.0, -4.828644028620488e-05, 2.0000126995382908, -4.9999999999999996e-05, 4.483523424497505e-10, null, null, null, null, null, null, null], [-1.0, 0.31096035441972614, -1.9117935859924968, 1.2485427, 0.21960831087208937, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGREG(Y, X OVER T INTO K)	[[3.833584076629551, 0.2921328966320373, null, null, null, null, null, null, null, null, null, null], [-1.3069349889586865, 5.940390822201327, null, null, null, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGREG(Y, X OVER T, TRUE, TRUE INTO K)	[[3.833584076629551, 0.2921328966320373, 0.12072145890494397, 0.1786542481295062, 0.9940852844856543, 0.22466355982047098, 1008.4190342624934, 6.0, 50.89865504808276, 0.30284229066723806, null, null], [-1.3069349889586865, 5.940390822201327, 0.26603930889340893, 0.3937084022540664, 0.8008846019582595, 0.49510119187039886, 24.133279791561986, 6.0, 5.915674798851064, 1.4707511411489371, null, null]]	Gnumeric 1.12
L	LOGREG(Y, X OVER T, FALSE, TRUE INTO K)	[[4.010402349430965, 0.0, 0.05974688554838583, {"error": "#N/A"}, 0.9984487618610316, 0.2500858601278253, 4505.524430746081, 7.0, 281.78873258794886, 0.43780056205111945, null, null], [2.288584916730101, 0.0, 0.6833769393225336, {"error": "#N/A"}, 0.6157090520735418, 2.8604488433726196, 11.215365305298812, 7.0, 91.76599846113771, 57.2751730988623, null, null]]	Gnumeric 1.12
L	LOGREG(Y, X OVER T, FALSE INTO K)	[[4.010402349430965, 0.0, null, null, null, null, null, null, null, null, null, null], [2.288584916730101, 0.0, null, null, null, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGREG(Y, X OVER T, TRUE, FALSE INTO K)	[[3.833584076629551, 0.2921328966320373, null, null, null, null, null, null, null, null, null, null], [-1.3069349889586865, 5.940390822201327, null, null, null, null, null, null, null, null, null, null]]	Gnumeric 1.12
L	LOGREG(X, Y OVER T, TRUE, TRUE INTO K)	[[{"error": "#NUM!"}, null, null, null, null, null, null, null, null, null, null, null], [-8.541695267995603, 16.516896380202812, 1.1353189192186286, 1.6232644440164006, 0.9041605310709954, 0.8190703770147181, 56.6046874742664, 6.0, 37.9747423049818, 4.025257695018195, null, null]]	Gnumeric 1.12
L	LOGREG(Y, N OVER T INTO K)	[[{"error": "#NUM!"}, null, null, null, null, null, null, null, null, null, null, null], [{"error": "#NUM!"}, null, null, null, null, null, null, null, null, null, null, null]]	Gnumeric 1.12
@Q	{"cats": {"T": 6, "G": 2}, "m": {"A": [["T"], [[3, 4, 2, 5, 4, 3], [1, 5, 2, 4, 3, 3]]], "B": [["T"], [[4, 4, 3, 5, 3, 3], [2, 4, 2, 5, 3, 4]]], "C": [["T"], [[3, 5, 2, 4, 4, 2], [5, 1, 4, 2, 3, 3]]]}}
Q	CRONBACH(A, B OVER T)	[[0.8089887640449438], [0.8936170212765957]]	Gnumeric 1.12
Q	CRONBACH(A, B, C OVER T)	[[0.8533333333333332], [-4.090909090909092]]	Gnumeric 1.12
Q	CRONBACH(C, A OVER T)	[[0.8759124087591241], [{"error": "#NUM!"}]]	Gnumeric 1.12
@F	{"cats": {"T": 16, "G": 2}, "m": {"Y": [["T"], [[12, 15, 9, 20, 14, 17, 11, 23, 16, 19, 12, 25, 18, 22, 14, 27], [10, 14, 8, 18, 11, 16, 9, 21, 13, 18, 10, 24, 14, 20, 11, 27]]], "X": [["T"], [[1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16], [-14, -12, -10, -8, -6, -4, -2, 0, 2, 4, 6, 8, 10, 12, 14, 16]]], "W": [["T"], [[1, 2, 3, 4, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17], [1, 2, 2, 3, 4, 5, 6, 7, 7, 8, 9, 10, 11, 12, 13, 14]]]}}
F	FORECAST.ETS(17, Y, X OVER T)	[[20.25], [20.75]]	LibreOffice
F	FORECAST.ETS.MULT(17, Y, X OVER T)	[[20.11503941199852], [20.942975686788735]]	LibreOffice
F	FORECAST.ETS(18.5, Y, X OVER T)	[[20.25], [17.25]]	LibreOffice
F	FORECAST.ETS.MULT(18.5, Y, X OVER T)	[[19.7864691464737], [17.047295204157276]]	LibreOffice
F	FORECAST.ETS(24, Y, X OVER T)	[[31.75], [27.5]]	LibreOffice
F	FORECAST.ETS.MULT(24, Y, X OVER T)	[[34.13062347669127], [28.954487421858822]]	LibreOffice
F	FORECAST.ETS(17, Y, X OVER T, 1)	[[20.25], [20.75]]	LibreOffice
F	FORECAST.ETS.MULT(17, Y, X OVER T, 1)	[[20.11503941199852], [20.942975686788735]]	LibreOffice
F	FORECAST.ETS(18.5, Y, X OVER T, 1)	[[20.25], [17.25]]	LibreOffice
F	FORECAST.ETS.MULT(18.5, Y, X OVER T, 1)	[[19.7864691464737], [17.047295204157276]]	LibreOffice
F	FORECAST.ETS(24, Y, X OVER T, 1)	[[31.75], [27.5]]	LibreOffice
F	FORECAST.ETS.MULT(24, Y, X OVER T, 1)	[[34.13062347669127], [28.954487421858822]]	LibreOffice
F	FORECAST.ETS(17, Y, X OVER T, 4)	[[20.25], [20.75]]	LibreOffice
F	FORECAST.ETS.MULT(17, Y, X OVER T, 4)	[[20.11503941199852], [20.942975686788735]]	LibreOffice
F	FORECAST.ETS(18.5, Y, X OVER T, 4)	[[20.25], [17.25]]	LibreOffice
F	FORECAST.ETS.MULT(18.5, Y, X OVER T, 4)	[[19.7864691464737], [17.047295204157276]]	LibreOffice
F	FORECAST.ETS(24, Y, X OVER T, 4)	[[31.75], [27.5]]	LibreOffice
F	FORECAST.ETS.MULT(24, Y, X OVER T, 4)	[[34.13062347669127], [28.954487421858822]]	LibreOffice
F	FORECAST.ETS(17, Y, X OVER T, 0)	[[21.50885055970099], [20.659259157827613]]	LibreOffice
F	FORECAST.ETS.MULT(17, Y, X OVER T, 0)	[[21.50885055970099], [20.659259157827613]]	LibreOffice
F	FORECAST.ETS(18.5, Y, X OVER T, 0)	[[22.1435759964671], [21.184359783030292]]	LibreOffice
F	FORECAST.ETS.MULT(18.5, Y, X OVER T, 0)	[[22.1435759964671], [21.184359783030292]]	LibreOffice
F	FORECAST.ETS(24, Y, X OVER T, 0)	[[24.47090259794283], [23.10972874210679]]	LibreOffice
F	FORECAST.ETS.MULT(24, Y, X OVER T, 0)	[[24.47090259794283], [23.10972874210679]]	LibreOffice
F	FORECAST.ETS(17, Y, X OVER T, 2)	[[18.43492572536001], [18.90158864823117]]	LibreOffice
F	FORECAST.ETS.MULT(17, Y, X OVER T, 2)	[[16.570312882271022], [18.129936929373454]]	LibreOffice
F	FORECAST.ETS(18.5, Y, X OVER T, 2)	[[22.496237509978847], [17.264543534938884]]	LibreOffice
F	FORECAST.ETS.MULT(18.5, Y, X OVER T, 2)	[[21.225165858667996], [16.086998506294666]]	LibreOffice
F	FORECAST.ETS(24, Y, X OVER T, 2)	[[28.721047386914584], [24.872785416803513]]	LibreOffice
F	FORECAST.ETS.MULT(24, Y, X OVER T, 2)	[[28.347483962143], [24.884067861481878]]	LibreOffice
F	FORECAST.ETS.CONFINT(18, Y, X OVER T, 0.95, 0)	[[15.609301861450215], [11.381795487628795]]	LibreOffice
F	FORECAST.ETS.CONFINT(18, Y, X OVER T, 0.9, 0)	[[12.361747049995115], [9.551903880233533]]	LibreOffice
F	FORECAST.ETS.CONFINT(18, Y, X OVER T, 0.5, 0)	[[3.728829138717121], [3.9168599299722238]]	LibreOffice
F	FORECAST.ETS.PI.MULT(18, Y, X OVER T, 0.8, 0)	[[8.708911309505297], [7.442156050281785]]	LibreOffice
F	FORECAST.ETS.CONFINT(20, Y, X OVER T, 0.95, 0)	[[30.941976306148607], [18.497656568959634]]	LibreOffice
F	FORECAST.ETS.CONFINT(20, Y, X OVER T, 0.9, 0)	[[23.32621104579054], [14.649172240552407]]	LibreOffice
F	FORECAST.ETS.CONFINT(20, Y, X OVER T, 0.5, 0)	[[4.779389046073291], [4.418813949819445]]	LibreOffice
F	FORECAST.ETS.PI.MULT(20, Y, X OVER T, 0.8, 0)	[[14.881794169210293], [10.320413553575206]]	LibreOffice
F	FORECAST.ETS.CONFINT(21.5, Y, X OVER T, 0.95, 0)	[[43.04567790896704], [31.75223938922153]]	LibreOffice
F	FORECAST.ETS.CONFINT(21.5, Y, X OVER T, 0.9, 0)	[[32.04148678636617], [24.09989579969957]]	LibreOffice
F	FORECAST.ETS.CONFINT(21.5, Y, X OVER T, 0.5, 0)	[[5.67306542175727], [5.306289111502258]]	LibreOffice
F	FORECAST.ETS.PI.MULT(21.5, Y, X OVER T, 0.8, 0)	[[19.864698706983255], [15.609224858746295]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 1)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 1)	[[0.25], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 1, 4)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 1, 4)	[[0.25], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 1, 0)	[[0.125], [0.25]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 1, 0)	[[0.125], [0.25]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 2)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 2)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 2, 4)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 2, 4)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 2, 0)	[[0.5], [0.125]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 2, 0)	[[0.5], [0.125]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 3)	[[1.0], [1.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 3)	[[0.9697265625], [1.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 3, 4)	[[1.0], [1.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 3, 4)	[[0.9697265625], [1.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 3, 0)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 3, 0)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 4)	[[0.04182389937106926], [0.05880758807588079]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 4)	[[0.054662756754730736], [0.0274337559327657]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 4, 4)	[[0.04182389937106926], [0.05880758807588079]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 4, 4)	[[0.054662756754730736], [0.0274337559327657]]	LibreOffice
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F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 4, 0)	[[0.5544729318434825], [0.5809007566652171]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 5)	[[0.018876428796556065], [0.03295641781172031]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 5)	[[0.0224100684969425], [0.014929898514413849]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 5, 4)	[[0.018876428796556065], [0.03295641781172031]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 5, 4)	[[0.0224100684969425], [0.014929898514413849]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 5, 0)	[[0.24567378845198048], [0.32998774369064676]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 5, 0)	[[0.24567378845198048], [0.32998774369064676]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 6)	[[0.31666666666666726], [0.5166666666666669]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 6)	[[0.4138751582858184], [0.24102514140929862]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 6, 4)	[[0.31666666666666726], [0.5166666666666669]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 6, 4)	[[0.4138751582858184], [0.24102514140929862]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 6, 0)	[[4.19815219824351], [5.103628076415835]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 6, 0)	[[4.19815219824351], [5.103628076415835]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 7)	[[0.46097722286464476], [0.6922186552431729]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 7)	[[0.5721663672217755], [0.35079392170852014]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 7, 4)	[[0.46097722286464476], [0.6922186552431729]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 7, 4)	[[0.5721663672217755], [0.35079392170852014]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 7, 0)	[[4.900376562927585], [5.807145221752516]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 7, 0)	[[4.900376562927585], [5.807145221752516]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 8)	[[1.0], [2.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 8)	[[1.0], [2.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 8, 4)	[[1.0], [2.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 8, 4)	[[1.0], [2.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 8, 0)	[[1.0], [2.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 8, 0)	[[1.0], [2.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 9)	[[4.0], [4.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 9)	[[4.0], [4.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 9, 4)	[[4.0], [4.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 9, 4)	[[4.0], [4.0]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 9, 0)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.STAT.MULT(Y, X OVER T, 9, 0)	[[0.0], [0.0]]	LibreOffice
F	FORECAST.ETS.SEASONALITY(Y, X OVER T)	[[4.0], [4.0]]	LibreOffice
F	FORECAST.ETS.SEASONALITY(Y, W OVER T)	[[4.0], [7.0]]	LibreOffice
F	FORECAST.ETS(30, Y, W OVER T, 1, 1, 7)	[[21.943577302000826], [24.28571428571429]]	LibreOffice
F	FORECAST.ETS(30, Y, W OVER T, 1, 1, 2)	[[21.943577302000826], [34.0]]	LibreOffice
F	FORECAST.ETS(30, Y, W OVER T, 1, 1, 4)	[[21.943577302000826], [28.2857142857143]]	LibreOffice
F	FORECAST.ETS(30, Y, W OVER T, 1, 1, 5)	[[21.943577302000826], [29.285714285714292]]	LibreOffice
F	FORECAST.ETS(30, Y, W OVER T, 1, 1, 6)	[[21.943577302000826], [30.285714285714356]]	LibreOffice
F	FORECAST.ETS(30, Y, W OVER T, 0)	[[26.574786399389854], [35.53774300769341]]	Excel docs
F	FORECAST.ETS(30, Y, W OVER T)	[[21.943577302000826], [29.285714285714292]]	Excel docs
F	FORECAST.ETS.STAT(Y, W OVER T, 1, 0, 1, 1)	[[0.130859375], [0.25]]	Excel docs
F	FORECAST.ETS(19, Y, W OVER T, 4, 1)	[[22.98438921721412], [19.44514799118042]]	Excel docs
F	FORECAST.ETS.STAT(Y, W OVER T, 7, 4, 1)	[[3.4691586328976185], [4.904642473057088]]	Excel docs
F	FORECAST.ETS(19, Y, W OVER T, 4, 0)	[[24.247807480933808], [19.44514799118042]]	Excel docs
F	FORECAST.ETS.STAT(Y, W OVER T, 7, 4, 0)	[[7.139218528341921], [4.904642473057088]]	Excel docs
F	FORECAST.ETS(10.5, Y, X OVER T)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	Excel docs
F	FORECAST.ETS(16, Y, X OVER T, 4)	[[27.0], [27.0]]	LibreOffice
F	FORECAST.ETS(20, Y, X OVER T, 1.5)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	LibreOffice
F	FORECAST.ETS(20, Y, X OVER T, -1)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	LibreOffice
F	FORECAST.ETS(20, Y, X OVER T, 1, 2)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	LibreOffice
F	FORECAST.ETS(20, Y, X OVER T, 1, 1, 8)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	LibreOffice
F	FORECAST.ETS(20, Y, X OVER T, 9)	[[{"error": "#VALUE!"}], [{"error": "#VALUE!"}]]	LibreOffice
F	FORECAST.ETS.CONFINT(20, Y, X OVER T, 1.5, 0)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	LibreOffice
F	FORECAST.ETS.STAT(Y, X OVER T, 10)	[[{"error": "#NUM!"}], [{"error": "#NUM!"}]]	LibreOffice
@H	{"cats": {"T": 12}, "m": {"Y": [["T"], [[5.1, 6.3, 7.2, 6.8, 8.1, 9.4, 8.8, 10.2, 11.5, 10.9, 12.3, 13.1]]], "X": [["T"], [[45306, 45337, 45366, 45397, 45427, 45458, 45488, 45519, 45550, 45580, 45611, 45641]]]}}
H	FORECAST.ETS(45703, Y, X OVER T)	[[14.102138252501671]]	LibreOffice
H	FORECAST.ETS(45703, Y, X OVER T, 0)	[[14.55454545454545]]	LibreOffice
H	FORECAST.ETS.CONFINT(45703, Y, X OVER T, 0.95, 0)	[[1.56665259099745]]	LibreOffice
H	FORECAST.ETS(45717, Y, X OVER T)	[[14.656060866032574]]	LibreOffice
H	FORECAST.ETS(45717, Y, X OVER T, 0)	[[14.953372434016565]]	LibreOffice
H	FORECAST.ETS.CONFINT(45717, Y, X OVER T, 0.95, 0)	[[1.9770626729544771]]	LibreOffice
H	FORECAST.ETS(45823, Y, X OVER T)	[[17.01223243011944]]	LibreOffice
H	FORECAST.ETS(45823, Y, X OVER T, 0)	[[17.463636363636358]]	LibreOffice
H	FORECAST.ETS.CONFINT(45823, Y, X OVER T, 0.95, 0)	[[4.727996833273604]]	LibreOffice
H	FORECAST.ETS.SEASONALITY(Y, X OVER T)	[[3.0]]	LibreOffice
H	FORECAST.ETS.STAT(Y, X OVER T, 8)	[[1.0]]	LibreOffice
@U	{"cats": {"T": 1, "K": 2}, "m": {"Z": [["T"], [[4]]]}}
U	SSMEDIAN(Z OVER T)	[[4.0]]	Gnumeric 1.12
U	FOURIER(Z OVER T INTO K)	[["4", null]]	Gnumeric 1.12
U	FOURIER(Z OVER T, TRUE INTO K)	[["4", null]]	Gnumeric 1.12
U	PERIODOGRAM(Z OVER T INTO K)	[[{"error": "#VALUE!"}, null]]	Gnumeric 1.12
U	PERIODOGRAM(Z OVER T, 1 INTO K)	[[{"error": "#VALUE!"}, null]]	Gnumeric 1.12
U	PERIODOGRAM(Z OVER T, 2 INTO K)	[[{"error": "#VALUE!"}, null]]	Gnumeric 1.12
U	PERIODOGRAM(Z OVER T, 3 INTO K)	[[{"error": "#VALUE!"}, null]]	Gnumeric 1.12
@P	{"cats": {"T": 2}, "m": {"Z": [["T"], [[3, 8]]]}}
P	SSMEDIAN(Z OVER T)	[[5.5]]	Gnumeric 1.12
P	HPFILTER(Z OVER T)	[[{"error": "#VALUE!"}, {"error": "#VALUE!"}]]	Gnumeric 1.12