"quake" <- structure(.Data = list("lat" = c(22.899999999999999, 23.890000000000001, 24.25, 24.850000000000001, 26.09, 26.210000000000001, 26.739999999999998, 27.989999999999998, 29.030000000000001, 29.27, 29.600000000000001, 29.690000000000001, 30.039999999999999, 30.649999999999999, 51.130000000000003, 53.920000000000002, 55.439999999999998, 55.049999999999997, 54.509999999999998, 54.600000000000001, 54.869999999999997, 54.399999999999999, 54.840000000000003, 54.530000000000001, 54.359999999999999, 54.159999999999997, 55.289999999999999, 55.049999999999997, 54.729999999999997, 54.460000000000001, 53.560000000000002, 53.369999999999997, 52.600000000000001, 52.57, 52.450000000000003, 52.409999999999997, 52.32, 52.07, 52.060000000000002, 51.579999999999998, 15.18, 10.369999999999999, 10.210000000000001, 8.6199999999999992, 8.5500000000000007, 8.3900000000000006, 18.829999999999998, 18.41, 18.27, 18.25, 18.239999999999998, 18.219999999999999, 18.18, 18.170000000000002, 18.010000000000002, 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"257", "258", "259", "260", "261", "262", "263", "264", "265", "266", "267", "268", "269", "270", "271", "272", "273", "274", "275", "276", "277", "278", "279", "280", "281", "282", "283", "284", "285", "286", "287", "288", "289", "290", "291", "292", "293", "294", "295", "296", "297", "298", "299", "300", "301", "302", "303", "304", "305", "306", "307", "308", "309", "310", "311", "312", "313", "314", "315", "316", "317", "318", "319", "320", "321", "322", "323", "324", "325", "326", "327", "328", "329", "330", "331", "332", "333", "334", "335", "336", "337", "338", "339", "340", "341", "342", "343", "344", "345", "346", "347", "348", "349", "350", "351", "352", "353", "354", "355", "356", "357", "358", "359", "360", "361", "362", "363", "364", "365", "366", "367", "368", "369", "370", "371", "372", "373", "374", "375", "376", "377", "378", "379", "380", "381", "382", "383", "384", "385", "386", "387", "388", "389", "390", "391", "392", "393", "394", "395", "396", "397", "398", "399", "400", "401", "402", "403", "404", "405", "406", "407", "408", "409", "410", "411", "412", "413", "414", "415", "416", "417", "418", "419", "420", "421", "422", "423", "424", "425", "426", "427", "428", "429", "430", "431", "432", "433", "434", "435", "436", "437", "438", "439", "440", "441", "442", "443", "444", "445", "446", "447", "448", "449", "450", "451", "452", "453", "454", "455", "456", "457", "458", "459", "460", "461", "462", "463", "464", "465", "466", "467", "468", "469", "470", "471", "472", "473", "474", "475", "476", "477", "478", "479", "480", "481", "482", "483", "484", "485", "486", "487", "488", "489", "490", "491", "492", "493", "494", "495", "496") , class = "data.frame" ) "qunif.ex" <- c(" ", "****************************************************", "dunif(x,min=5,max=20) evaluates uniform(5,20) density at x", "punif(x,min=5,max=20) evaluates uniform(5,20) dist. fn. at x", "qunif(px,min=5,max=20) evaluates uniform(5,20) quantile fn. at px", " For example, ", " > px <- c(.05,.5,.95) ", " > qunif(px,min=5,max=20) ", " [1] 5.75 12.50 19.25 ", " ", "runif(50,min=5,max=20) generates 50 independent uniform(5,20) r.v.'s", " ", "****************************************************") "raleigh.temp" <- structure(.Data = list("temp" = c(49.200000000000003, 46.649999999999999, 51.350000000000001, 57.600000000000001, 67.950000000000003, 76.349999999999994, 81.099999999999994, 77.599999999999994, 68.950000000000003, 64.200000000000003, 49.5, 44.25, 52.149999999999999, 44.799999999999997, 47.549999999999997, 57.75, 68.599999999999994, 75.150000000000006, 77.049999999999997, 76., 70., 63.399999999999999, 47.950000000000003, 37.600000000000001, 43.049999999999997, 44.200000000000003, 49.350000000000001, 58.399999999999999, 66.150000000000006, 76.200000000000003, 79.299999999999997, 78.099999999999994, 71.450000000000003, 63.549999999999997, 46.100000000000001, 45.350000000000001, 46.850000000000001, 44.600000000000001, 44.450000000000003, 59.299999999999997, 68.150000000000006, 80., 80.450000000000003, 76.799999999999997, 70.049999999999997, 55.799999999999997, 50.700000000000003, 41.600000000000001, 46.700000000000003, 45.649999999999999, 51.299999999999997, 59.399999999999999, 73.5, 74.799999999999997, 79.549999999999997, 77.75, 68.599999999999994, 61.899999999999999, 50.299999999999997, 43.5, 41.600000000000001, 47.200000000000003, 49.049999999999997, 63.600000000000001, 63.25, 75.349999999999994, 78.799999999999997, 77.349999999999994, 74.900000000000006, 62.700000000000003, 47.100000000000001, 40., 38.850000000000001, 43.649999999999999, 53.450000000000003, 63.100000000000001, 69.950000000000003, 71., 80.150000000000006, 78.349999999999994, 71.849999999999994, 59.399999999999999, 48.350000000000001, 37.299999999999997, 38.850000000000001, 45.899999999999999, 48.799999999999997, 57.149999999999999, 67.450000000000003, 74.900000000000006, 77.799999999999997, 77.150000000000006, 69.099999999999994, 61.899999999999999, 48.75, 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"oct", "nov", "dec") , "year" = c(1949., 1949., 1949., 1949., 1949., 1949., 1949., 1949., 1949., 1949., 1949., 1949., 1950., 1950., 1950., 1950., 1950., 1950., 1950., 1950., 1950., 1950., 1950., 1950., 1951., 1951., 1951., 1951., 1951., 1951., 1951., 1951., 1951., 1951., 1951., 1951., 1952., 1952., 1952., 1952., 1952., 1952., 1952., 1952., 1952., 1952., 1952., 1952., 1953., 1953., 1953., 1953., 1953., 1953., 1953., 1953., 1953., 1953., 1953., 1953., 1954., 1954., 1954., 1954., 1954., 1954., 1954., 1954., 1954., 1954., 1954., 1954., 1955., 1955., 1955., 1955., 1955., 1955., 1955., 1955., 1955., 1955., 1955., 1955., 1956., 1956., 1956., 1956., 1956., 1956., 1956., 1956., 1956., 1956., 1956., 1956., 1957., 1957., 1957., 1957., 1957., 1957., 1957., 1957., 1957., 1957., 1957., 1957., 1958., 1958., 1958., 1958., 1958., 1958., 1958., 1958., 1958., 1958., 1958., 1958., 1959., 1959., 1959., 1959., 1959., 1959., 1959., 1959., 1959., 1959., 1959., 1959., 1960., 1960., 1960., 1960., 1960., 1960., 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1984., 1984., 1984., 1984., 1984., 1984., 1984., 1984., 1985., 1985., 1985., 1985., 1985., 1985., 1985., 1985., 1985., 1985., 1985., 1985., 1986., 1986., 1986., 1986., 1986., 1986., 1986., 1986., 1986., 1986., 1986., 1986., 1987., 1987., 1987., 1987., 1987., 1987., 1987., 1987., 1987., 1987., 1987., 1987., 1988., 1988., 1988., 1988., 1988., 1988., 1988., 1988., 1988., 1988., 1988., 1988.) ) , names = c("temp", "month", "year") , row.names = c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "20", "21", "22", "23", "24", "25", "26", "27", "28", "29", "30", "31", "32", "33", "34", "35", "36", "37", "38", "39", "40", "41", "42", "43", "44", "45", "46", "47", "48", "49", "50", "51", "52", "53", "54", "55", "56", "57", "58", "59", "60", "61", "62", "63", "64", "65", "66", "67", "68", "69", "70", "71", "72", "73", "74", "75", "76", "77", "78", "79", "80", "81", "82", "83", "84", "85", "86", "87", "88", "89", "90", "91", "92", "93", "94", "95", "96", "97", "98", "99", "100", "101", "102", "103", "104", "105", "106", "107", "108", "109", "110", "111", "112", "113", "114", "115", "116", "117", "118", "119", "120", "121", "122", "123", "124", "125", "126", "127", "128", "129", "130", "131", "132", "133", "134", "135", "136", "137", "138", "139", "140", "141", "142", "143", "144", "145", "146", "147", "148", "149", "150", "151", "152", "153", "154", "155", "156", "157", "158", "159", "160", "161", "162", "163", "164", "165", "166", "167", "168", "169", "170", "171", "172", "173", "174", "175", "176", "177", "178", "179", "180", "181", "182", "183", "184", "185", "186", "187", "188", "189", "190", "191", "192", "193", "194", "195", "196", "197", "198", "199", "200", "201", "202", "203", "204", "205", "206", "207", "208", "209", "210", "211", "212", "213", "214", "215", "216", "217", "218", "219", "220", "221", "222", "223", "224", "225", "226", "227", "228", "229", "230", "231", "232", "233", "234", "235", "236", "237", "238", "239", "240", "241", "242", "243", "244", "245", "246", "247", "248", "249", "250", "251", "252", "253", "254", "255", "256", "257", "258", "259", "260", "261", "262", "263", "264", "265", "266", "267", "268", "269", "270", "271", "272", "273", "274", "275", "276", "277", "278", "279", "280", "281", "282", "283", "284", "285", "286", "287", "288", "289", "290", "291", "292", "293", "294", "295", "296", "297", "298", "299", "300", "301", "302", "303", "304", "305", "306", "307", "308", "309", "310", "311", "312", "313", "314", "315", "316", "317", "318", "319", "320", "321", "322", "323", "324", "325", "326", "327", "328", "329", "330", "331", "332", "333", "334", "335", "336", "337", "338", "339", "340", "341", "342", "343", "344", "345", "346", "347", "348", "349", "350", "351", "352", "353", "354", "355", "356", "357", "358", "359", "360", "361", "362", "363", "364", "365", "366", "367", "368", "369", "370", "371", "372", "373", "374", "375", "376", "377", "378", "379", "380", "381", "382", "383", "384", "385", "386", "387", "388", "389", "390", "391", "392", "393", "394", "395", "396", "397", "398", "399", "400", "401", "402", "403", "404", "405", "406", "407", "408", "409", "410", "411", "412", "413", "414", "415", "416", "417", "418", "419", "420", "421", "422", "423", "424", "425", "426", "427", "428", "429", "430", "431", "432", "433", "434", "435", "436", "437", "438", "439", "440", "441", "442", "443", "444", "445", "446", "447", "448", "449", "450", "451", "452", "453", "454", "455", "456", "457", "458", "459", "460", "461", "462", "463", "464", "465", "466", "467", "468", "469", "470", "471", "472", "473", "474", "475", "476", "477", "478", "479", "480") , class = "data.frame" ) "rat.diet" <- structure(.Data = list("t" = c(0., 1., 3., 7., 8., 10., 14., 15., 17., 21., 22., 24., 28., 29., 31., 35., 36., 38., 42., 43., 45., 49., 50., 52., 56., 57., 59., 63., 64., 70., 73., 77., 80., 84., 87., 91., 94., 98., 105.) , "con" = c(20.5, 19.399000000000001, 22.25, 17.949000000000002, 19.899000000000001, 21.449000000000002, 16.899000000000001, 21.5, 22.800000000000001, 24.699000000000002, 26.199999999999999, 28.5, 24.350000000000001, 24.399000000000001, 26.600000000000001, 26.199999999999999, 26.649000000000001, 29.25, 27.550000000000001, 29.600000000000001, 24.899000000000001, 27.600000000000001, 28.100000000000001, 27.850000000000001, 26.899000000000001, 27.800000000000001, 30.25, 27.600000000000001, 27.449000000000002, 27.199000000000002, 27.800000000000001, 28.199000000000002, 28., 27.300000000000001, 27.899000000000001, 28.699000000000002, 27.600000000000001, 28.600000000000001, 27.5) , "trt" = c(21.300000000000001, 16.350000000000001, 19.25, 16.600000000000001, 14.75, 18.149000000000001, 14.648999999999999, 16.699999999999999, 15.050000000000001, 15.5, 13.949, 16.949000000000002, 15.6, 14.699, 14.15, 14.898999999999999, 12.449, 14.85, 16.75, 14.300000000000001, 16., 16.850000000000001, 15.65, 17.149000000000001, 18.050000000000001, 15.699, 18.25, 18.149000000000001, 16.149000000000001, 16.899000000000001, 18.949999999999999, 22., 23.600000000000001, 23.75, 27.149000000000001, 28.449000000000002, 25.850000000000001, 29.699999999999999, 29.449000000000002) ) , names = c("t", "con", "trt") , row.names = c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "20", "21", "22", "23", "24", "25", "26", "27", "28", "29", "30", "31", "32", "33", "34", "35", "36", "37", "38", "39") , class = "data.frame" ) "rbinom.ex" <- c(" ", "****************************************************", "dbinom(x,N=20,p=.7) evaluates binomial prob. function at x", "pbinom(x,N=20,p=.7) evaluates binomial dist. function at x", "qbinom(px,N=20,p=.7) evaluates binomial quantile function at px", " For example, ", " > px<-c(.05,.5,.95) ", " > qbinom(px,N=20,p=.7) ", " [1] 11 14 17 ", "rbinom(50,N=20,p=.7) generates 50 independent binomial r.v.'s", " ", "****************************************************") "read.table.ex" <- c(" ", "****************************************************", "read.table(\"unix.data\")->z puts data in unix.data into", " Splus data frame z. Variable", " names are V1, V2, ... by default.", "c(\"cod\",\"liver\")->names(z) changes name of first variable", " to cod and 2nd to liver ", "read.table(\"unix.data\",", "col.names=c(\"cod\",\"liver\"))->z does the above two steps in one.", " ", "****************************************************") "rexp.ex" <- c(" ", "****************************************************", "dexp(x,beta=3) evaluates exponential density with mean=3 at x", "pexp(x,beta=3) evaluates exponential dist. fn. with mean=3 at x", "qexp(px,beta=3) evaluates exponential quantile fn. at px", " For example, ", " > px <- c(.05,.5,.95) ", " > qexp(px,beta=3) ", " [1] 0.1538799 2.0794415 8.9871968 ", " ", "rexp(50,beta=3) generates 50 independent exponential r.v.'s", " ", "****************************************************") "rgam.ex" <- c(" ", "****************************************************", "dgam(x,alpha=2,beta=3) evaluates gamma density at x", "pgam(x,alpha=2,beta=3) evaluates gamma dist. fn. at x", "qgam(px,alpha=2,beta=3) evaluates gamma quantile fn. at px", " For example, ", " > px <- c(.05,.5,.95) ", " > qgam(px,alpha=2,beta=3) ", " [1] 1.066085 5.035041 14.231594", " ", "rgam(50,alpha=2,beta=3) generates 50 independent gamma r.v.'s", " ", "****************************************************") "rnorm.ex" <- c(" ", "****************************************************", "dnorm(x,mean=4,sd=6) evaluates normal density at x", "pnorm(x,mean=4,sd=6) evaluates normal dist. fn. at x", "qnorm(px,mean=4,sd=6) evaluates normal quantile fn. at px", " For example, ", " > px <- c(.05,.5,.95) ", " > qnorm(px,mean=4,sd=6) ", " [1] -5.869122 4.000000 13.869122", " ", "rnorm(50,mean=4,sd=6) generates 50 independent normal r.v.'s", " ", "****************************************************") "runif.ex" <- c(" ", "****************************************************", "dunif(x,min=5,max=20) evaluates uniform(5,20) density at x", "punif(x,min=5,max=20) evaluates uniform(5,20) dist. fn. at x", "qunif(px,min=5,max=20) evaluates uniform(5,20) quantile fn. at px", " For example, ", " > px <- c(.05,.5,.95) ", " > qunif(px,min=5,max=20) ", " [1] 5.75 12.50 19.25 ", " ", "runif(50,min=5,max=20) generates 50 independent uniform(5,20) r.v.'s", " ", "****************************************************") "rweib.ex" <- c(" ", "****************************************************", "dweib(x,alpha=2,beta=3) evaluates Weibull density at x", "pweib(x,alpha=2,beta=3) evaluates Weibull dist. fn. at x", "rweib(50,alpha=2,beta=3) generates 50 independent Weibull r.v.'s", " ", "****************************************************") "slab.datasets.version" <- "S lab datasets version 1.1" "slab.ex" <- structure(.Data = c("Basics", "------", "setup.slab() gets graphics window", "q() quit S", "ls() list your personal files", "ls.class() list files in S-Lab", "names(x) list names: names(x) \"V1\" \"V2\" means x$V1 x$V2", "rm(x) removes x from directory", "help(plot) help files for plot (or sub. any function name)", "ex(plot) gives examples of plot", "Shortcuts if you feel like you are typing too much,", "-----------------------------------------", "Splus -e at Unix prompt, activates line editing within S", " Ctrl-P (recall Previous commands)", " Ctrl-B (moves cursor Back, to left)", " Ctrl-F (moves cursor Forward, to right)", " Ctrl-E (moves cursor to End of line)", " Ctrl-D (Deletes characters to right of cursor)", "toomanylets -> z always put datasets with long names into a short", " name like z. Then use", "plot(z$x,z$y) instead of", "plot(toomanylets$x,toomanylets$y)", "use source method", " 1) open Crisp window", " 2) save file named sn", " 3) source(\"sn\") in S runs commands in file sn within S.", " Esp. useful for plots.", "Alphabetized List of Most Important Functions In S-Lab", "(learn about these by typing help(function) or ex(function)", "------------------------------------------------------", "arithmetic", " a+b add a and b", " a-b subtract b from a", " a*b multiply a times b", " a**b or a^b raise a to bth power", "bplot(x) boxplot of x", "c(4,2,9)->z creates vector z with values z[1]=4,z[2]=2,", " z[3]=9", "c(x,y)->z combines x and y into long vector z", "cbind(x,y) combines n by 1 vectors x and y into n by 2", " matrix z", "count(x>0) counts number of elements of x which are > 0", "count(x==0) counts number of elements of x which are = 0", "data.frame(x,y) creates data frame from x and y", "dbinom(x,N=20,p=.7)->y evaluates binomial prob. function at x", "dexp(x,beta=3)->y evaluates exponential density with mean=3 at x", "dgam(x,alpha=2,beta=3)->y evaluates gamma density at x", "dnorm(x,mean=2,sd=3)->y evaluates normal density at x", "dunif(x,min=5,max=20)-> evaluates uniform density on (5,20) at x", "dweib(x,alpha=4,beta=2)->y evaluates Weibull density at x", "ex(plot) gives examples for many functions", "help(plot) gives information about any function", "hplot(x) histogram of x", "lines(x,y) add lines to existing plot", "lm(y~x,data=z)->out linear model of z$y=intercept+(beta)(x)", "log(x)->y puts natural logarithm of x into y", "log10(x)->y puts base 10 logarithm of x into y", "lplot(x,y,z) plot allowing character variables and optional", " labeling of point by z", "means(y,x1,x2,..) analysis of means of y for factors x1, x2, ...", "mean(x) returns mean of x", "mplot(y,x1,x2,..) means plot of y by factors x1 and x2", "plot(x,y) scatterplot of x and y", "pnorm(x,mean=2,sd=3)->y evaluates normal distribution function at x", " see also, dnorm, rnorm, qnorm, and dbinom,", " dexp, dgam, dunif, dweib, etc.", "points(x,y) adds points to existing plot", "qnorm(p,mean=2,sd=3)->y gets pth quantile of normal distribution", " see also dnorm, pnorm, rnorm, etc.", "read.data()->y type in data set to y", "read.table(\"your.data\")->y read ascii file your.data into y, variable", " names are y$V1, y$V2, ... by default", "rnorm(50,mean=2,sd=3)->y puts 50 random normal variables in y", "sd(x) gives standard deviation of x", "seq(2,5,,20)->x vector x of equally spaced points in (2,5)", "set.panel(3,2) Sets plot window to make panel of 3", " rows of 2 graphs", "simulate.samples(50,5, simulate 50 samples of size 5 from", " DIST=rnorm,mean=2,sd=3)->y a normal dist., sample means and std's in y", "source(\"sn\") executes S commands in Unix file sn", "sqrt(x)->y puts square root of x into y", "stats(x) summary statistics for x", "stem(x) stem and leaf plot for x", "sum(x) sums up values of x", " if lm(y~x1+x2,data=z)->out", "summary(out) regression summary of lm output", "summ.anova(out) anova summary of lm output (like anova)", "summ.both(out) regression and anova summary of lm output", "summ.lm(out) regression summary of lm output (like summary)", "title(\"Y versus X\") add title to existing plot", "xline(0) add vertical line at x=0", "yline(0) add horizontal line at y=0")) "solar.cells" <- structure(.Data = list("cell" = c(0., 0., 0., 0., 0., 0., 0., 0., 0., 1., 1., 1., 1., 1., 1., 1., 1., 1.) , "light" = c(15., 15., 15., 40., 40., 40., 75., 75., 75., 15., 15., 15., 40., 40., 40., 75., 75., 75.) , "distance" = c(3., 6., 12., 3., 6., 12., 3., 6., 12., 3., 6., 12., 3., 6., 12., 3., 6., 12.) , "volt" = c(0.503, 0.44900000000000001, 0.35899999999999999, 0.54100000000000004, 0.501, 0.437, 0.54000000000000004, 0.51600000000000001, 0.46999999999999997, 3.0600000000000001, 2.8900000000000001, 2.6899999999999999, 3.1899999999999999, 3.0600000000000001, 2.8900000000000001, 3.23, 3.1200000000000001, 2.9700000000000002) , "light.ch" = structure(.Data = c(1, 1, 1, 2, 2, 2, 3, 3, 3, 1, 1, 1, 2, 2, 2, 3, 3, 3) , levels = c("15", "40", "75") , class = "factor" ) , "distance.ch" = structure(.Data = c(2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1, 2, 3, 1) , levels = c("12", "3", "6") , class = "factor" ) ) , names = c("cell", "light", "distance", "volt", "light.ch", "distance.ch") , row.names = c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18") , class = "data.frame" ) "stats.ex" <- c(" ", "****************************************************", " ", "stats(x) summary statistics for numerical", " variable x or for each numerical", " variable of a data frame x or for", " each column of a matrix x ", " ", "stats(x$V1,by=x$V2) summary statistics for component", " V1 of data frame x separated into", " groups according to V2 of x", "stats(x)[2,] the means of each variable in frame x", "stats(x)[1:3,] the sample sizes, means, and standard", " deviations of the variables in x", " ", "****************************************************") "time.ftp" <- c(27., 17., 22., 14., 14., 6.0999999999999996, 23., 11., 13., 6.9000000000000004, 6.5999999999999996, 12., 3.7999999999999998, 13., 7., 13., 20., 16., 13., 22., 21., 24., 8.8000000000000007, 14., 13., 9.4000000000000004, 19., 12., 5.0999999999999996, 17., 12., 8.6999999999999993, 12., 12., 9.6999999999999993, 8.6999999999999993, 12., 11., 3.7999999999999998, 14.) "title.ex" <- c(" ", "****************************************************", " ", "title(\"Why is this so easy?\") adds title to ", " existing plot ", " ", "****************************************************") "unif.ex" <- c(" ", "****************************************************", "dunif(x,min=5,max=20) evaluates uniform(5,20) density at x", "punif(x,min=5,max=20) evaluates uniform(5,20) dist. fn. at x", "qunif(px,min=5,max=20) evaluates uniform(5,20) quantile fn. at px", " For example, ", " > px <- c(.05,.5,.95) ", " > qunif(px,min=5,max=20) ", " [1] 5.75 12.50 19.25 ", " ", "runif(50,min=5,max=20) generates 50 independent uniform(5,20) r.v.'s", " ", "****************************************************") "wafer" <- structure(.Data = list("month" = structure(.Data = c(1, 1, 1, 1, 1, 1, 1, 5, 5, 5, 5, 5, 5, 5, 4, 4, 4, 4, 4, 4, 4, 3, 3, 3, 3, 3, 3, 2, 2, 2, 2, 2, 2, 2, 2) , levels = c("AUG", "DEC", "NOV", "OCT", "SEP") , class = "factor" ) , "lot.type" = c(2., 2., 1., 1., 1., 1., 2., 2., 1., 1., 1., 1., 1., 2., 2., 2., 2., 2., 2., 2., 2., 2., 2., 2., 1., 2., 2., 2., 2., 2., 2., 2., 2., 2., 2.) , "start" = c(24., 24., 24., 24., 24., 24., 12., 24., 12., 12., 24., 12., 24., 24., 24., 12., 12., 12., 12., 12., 12., 12., 12., 24., 12., 12., 12., 12., 12., 12., 24., 12., 12., NA, NA) , "finish" = c(5., 7., 9., 7., 9., 9., 4., 20., 3., 3., 20., 3., 13., 15., 14., 8., 4., 2., 2., 7., 2., 10., 4., 19., 2., 10., 4., 8., 6., 4., 15., 2., 2., 12., 12.) , "ct" = c(27.600000000000001, 25.800000000000001, 36.799999999999997, 26.199999999999999, 26.899999999999999, 22.199999999999999, 28.199999999999999, 27.699999999999999, 29.899999999999999, 35.899999999999999, 29.800000000000001, 23.600000000000001, 28.800000000000001, 6.7999999999999998, 37.799999999999997, 27.800000000000001, 18.600000000000001, 28., 28.800000000000001, 24.800000000000001, 19.199999999999999, 38.299999999999997, 35.5, 32., 36.600000000000001, 31.199999999999999, 29.800000000000001, 48.799999999999997, 39.799999999999997, 21., 40.100000000000001, 24.800000000000001, 36.799999999999997, 43.200000000000003, 42.) ) , names = c("month", "lot.type", "start", "finish", "ct") , row.names = c(1., 2., 3., 4., 5., 6., 7., 8., 9., 10., 11., 12., 13., 14., 15., 16., 17., 18., 19., 20., 21., 22., 23., 24., 25., 26., 27., 28., 29., 30., 31., 32., 33., 34., 35.) , class = "data.frame" ) "weib.ex" <- c(" ", "****************************************************", "dweib(x,alpha=2,beta=3) evaluates Weibull density at x", "pweib(x,alpha=2,beta=3) evaluates Weibull dist. fn. at x", "rweib(50,alpha=2,beta=3) generates 50 independent Weibull r.v.'s", " ", "****************************************************") "wing.rip" <- structure(.Data = list("lab" = c("1", "1", "1", "1", "1", "1", "1", "1", "1", "1", "2", "2", "2", "2", "2", "2", "2", "2", "2", "2", "3", "3", "3", "3", "3", "3", "3", "3", "3", "3") , "op" = c("1", "1", "1", "1", "1", "2", "2", "2", "2", "2", "3", "3", "3", "3", "3", "4", "4", "4", "4", "4", "5", "5", "5", "5", "5", "6", "6", "6", "6", "6") , "data" = c(4.3600000000000003, 4.5599999999999996, 4.6799999999999997, 4.6600000000000001, 4.8399999999999999, 4.5, 4.7000000000000002, 4.7800000000000002, 4.7000000000000002, 4.96, 4.9400000000000004, 4.7999999999999998, 4.8799999999999999, 5.1200000000000001, 5.1200000000000001, 4.96, 4.8600000000000003, 4.9199999999999999, 5.2999999999999998, 5.4000000000000004, 4.3200000000000003, 4.5800000000000001, 4.5199999999999996, 4.7199999999999998, 5.0599999999999996, 4.7199999999999998, 4.7400000000000002, 4.9199999999999999, 4.8499999999999996, 5.2400000000000002) ) , names = c("lab", "op", "data") , row.names = c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "20", "21", "22", "23", "24", "25", "26", "27", "28", "29", "30") , class = "data.frame" ) "yarn" <- structure(.Data = list("blend" = c("100%", "100%", "100%", "100%", "100%", "100%", "100%", "100%", "100%", "75/25%", "75/25%", "75/25%", "75/25%", "75/25%", "75/25%", "75/25%", "75/25%", "75/25%") , "melt" = c("135F", "135F", "135F", "139F", "139F", "139F", "149F", "149F", "149F", "135F", "135F", "135F", "139F", "139F", "139F", "149F", "149F", "149F") , "order" = c(1., 4., 7., 2., 5., 8., 3., 6., 9., 10., 13., 16., 11., 14., 17., 12., 15., 18.) , "fric" = c(0.122, 0.11700000000000001, 0.127, 0.113, 0.111, 0.112, 0.11799999999999999, 0.11899999999999999, 0.115, 0.127, 0.125, 0.125, 0.11899999999999999, 0.114, 0.114, 0.12, 0.099000000000000005, 0.12) ) , names = c("blend", "melt", "order", "fric") , row.names = c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18") , class = "data.frame" ) "yarn.twist" <- structure(.Data = list("TPI" = c(24.699999999999999, 26.300000000000001, 28.199999999999999, 29., 25.699999999999999, 18.100000000000001, 20., 20.899999999999999, 18.899999999999999, 19., 15.800000000000001, 15.699999999999999, 15.300000000000001, 15.4, 15.6) , "gear.size" = structure(.Data = c(1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3) , levels = c("# 37", "# 42", "# 52") , class = "factor" ) , "teeth" = c(37., 37., 37., 37., 37., 42., 42., 42., 42., 42., 52., 52., 52., 52., 52.) ) , names = c("TPI", "gear.size", "teeth") , row.names = c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15") , class = "data.frame" ) ".X11.options" <- c("-geometry +0+0", "-xrm 'splus*canvas.width:500'", "-xrm 'splus*canvas.height:718'", "-xrm 'splus*printorientation*state: 1'", "-xrm 'splus*colors: black white'", "-xrm 'splus*printOrientLandscape.set : False'", " -xrm 'splus*printOrientPortrait.set : True'", "") "capac.shape.ex" <- c(" ", "***********************************************************", "Capacitance of different shaped capacitors. ", " ", "SUMMARY: ", "The capac.shape data frame has 15 rows and 5 columns. Each", "data point is the capacitance of a capacitor built with", "one of 5 shapes and 3 different sizes (area). Other", "covariates variables are perimeter length and number of", "discontinuities. ", " ", "DATA DESCRIPTION: ", " This data frame contains the following columns: ", "capac: No weighting of airplane nose. ", "shape: Either cir (circle), poly (polygon), star,", " tri (triangle), or squ (square). ", "area: 9, 16, or 25 square inches ", "discontinuities: Measures the unevenness of the perimeter.", " ", "SOURCE: ", " Class project for ST370. ", " ", "SEE ALSO: ", " ", "EXAMPLES: ", " Make a means plot of capacitance by shape and area. ", " ", " capac.shape->z ", " mplot(z$capac,z$shape,z$area,both=T) ", " ", "**********************************************************") "crisp" <- function(data, file) { if(missing(data)) ed(editor = "crisp") else if(missing(file)) ed(data, editor = "crisp") else ed(data, file, editor = "crisp") } "ncsu.ex" <- c(" ", "***********************************************************", "Number of degrees granted at ncsu by year ", " ", "SUMMARY: ", "The ncsu data frame has 92 rows and 2 columns. It gives ", "the number of degrees granted at North Carolina State ", "University (NCSU) from 1894 to 1983. ", " ", "DATA DESCRIPTION: ", " This data frame contains the following columns: ", "year: ", "degree: Number of degrees granted ", " ", "**********************************************************") "ozone.sw.ex" <- c(" ", "***********************************************************", "Monthly mean concentrations of ozone ", " ", "SUMMARY: ", "The ozone.sw data frame has 552 rows and 3 columns. The ", "first column is the mean monthly ozone (O3) concentration", "in Dobson units of the ozone layer at Arosa, Switzerland,", "from 1926 to 1971. ", " ", "DATA DESCRIPTION: ", " This data frame contains the following columns: ", "O3: mean monthly ozone in Dobson units ", "year: ", "month: ", " ", "SOURCE: ", " Andrews and Herzberg, 1985, p. 75-76. ", " ", "**********************************************************") "plot.window2" <- function(screen.name) { plt <- T look <- getenv("DISPLAY") if((look == "") & missing(screen.name)) { cat("You can not do graphics from a terminal \nwindow ", fill = T) plt <- F } if(plt) { # begin setup for open look window cat(" Trying to open an X11 style plot window on your screen ...", fill = T) if(missing(screen.name)) screen.name <- look cat("S thinks that the name of your screen is", screen.name, fill = T) X11(c(.X11.options, paste("-d ", screen.name))) vu(c(".CE", "S Lab Graphics Window")) } plt invisible() } "popcorn.ex" <- c(" ", "***********************************************************", "A 2^4 experiment to evaluate popcorn preparation ", " ", "SUMMARY: ", "The popcorn data frame has 16 rows and 6 columns. Four", "factors are varied to see what produces the largest volume", "of popcorn. The order that the observations were made is ", "in the column order. ", " ", " ", "", "DATA DESCRIPTION: ", " This data frame contains the following columns: ", "brand: Brand of popcorn used (Orville Reddenbach or Jolly", " Time ( store brand)) ", "temp: Temperature of oil ( Hot or cold) ", "quantity: Quantity of oil used ( 3Tsp or 1 Tsp) ", "shake: Whether the pan was shaken (No shaking or shaking)", "volume: Volume of popcorn produced. ", "order: Time order of the runs. ", " ", "SOURCE: ", "This experiment was designed and carried out by Stan", "Spencer for the NCSU statistics class ST516. Here is an", "excerpt of his report: ", " ", " ", "INTRODUCTION ", " ", "Popcorn has always been a crucial element of sustenance in", "my life and I've always wondered what effects certain", "factors have in the making of a good batch. Now, having", "acquired some of the basic tools of statistical", "experimentation I have been able to optimize my frequent", "ritual of popping popcorn as well as understand exactly", "how much of an effect these factors have on the desired", "outcome. The purpose of the experiment was to optimize", "the factors involved for the maximum volume of popcorn. I", "focused on stovetop popping and didn't look at microwave", "or air-pop methods. ", " ", "DESIGN AND TEST CONDITIONS ", " ", "I chose the two major popcorn brands with the motive of", "trying to prove if Orville's claims are true. The second", "factor refers to the temperature of the oil at the time", "the popcorn was put in the pan. For the experiments", "requiring cold oil I added the popcorn to the oil before", "putting the pan on the stove. For the hot oil treatments", "I let it heat for 20 seconds before adding the popcorn.", "The quantity of oil factor required either one or three", "tablespoons. The last factor I thought was important was", "to either shake or not shake the pan during cooking. The", "conditions of the test that were kept constant for each", "treatment are: 1/2 cup of popcorn was used, the pan was", "cooled and washed between treatments, the gas flame was", "set to a constant, and the same pan and oil type were used", "for each treatment. The volume was measured with a", "measuring cup with units in mL. ", " ", "**********************************************************") "raleigh.temp.ex" <- c(" ", "***********************************************************", "Average monthly temperatures, 1949-1988 ", " ", "SUMMARY: ", "The raleigh.temp data frame has 480 rows and 3 columns.", "Each year has 12 rows of data, one for each month. The", "measurement is likely to be the average of the average", "daily temperature, where the average daily temperature =", "(daily high+daily low)/2. ", " ", "DATA DESCRIPTION: ", " This data frame contains the following columns: ", "temp: = (daily high+daily low)/2. ", "month: ", "year: ", " ", "**********************************************************") "world.dat" <- list("x" = c(-131., -130.69999999999999, -130., -128.69999999999999, -128.09999999999999, -127., -126.59999999999999, -128., -127.90000000000001, -127.5, -126.59999999999999, -125.5, -125.2, -123.7, -123.5, -124.8, -124.7, -123.2, -122.40000000000001, -123.8, -124.59999999999999, -124., -124. , -124.09999999999999, -124.2, -124.5, -124.3, -124.2, -124.09999999999999, -124.40000000000001, -123.90000000000001, -123.7, -123., -122.5, -122.2, -122., -122.5, -122.40000000000001, -121.8, -122., -121.5, -120.90000000000001, -120.59999999999999, -120., -119., -118.40000000000001, -117.5, -117., -116.7, -116.3, -116., -115.8, -115.7, -114.59999999999999, -114.2, -115.09999999999999, -113.7, -113. , -112.09999999999999, -111.8, -110.7, -110.09999999999999, -109.5, -109.8, -110.3, -110.7, -111.40000000000001, -112., -112.90000000000001, -113.09999999999999, -113.59999999999999, -114.3, -114.5, -114.7, -114.8 , -114., -113.09999999999999, -112.8, -112.2, -111.2, -110.7, -109.8, -109.5, -108.7, -108., -106.90000000000001, -106., -105.59999999999999, -105.3, -105.59999999999999, -105.40000000000001, -105.59999999999999, -105., -103.7, -103., -102., -101.7, -100., -98.799999999999997, -98.599999999999994 , -97.799999999999997, -97.400000000000006, -96.900000000000006, -96.299999999999997 , -95.700000000000003, -95.099999999999994, -94.400000000000006, -93.700000000000003 , -93.099999999999994, -92.5, -91.900000000000006, -91.200000000000003, -90.5, -89.900000000000006, -89.5, -88.799999999999997, -87.900000000000006, -87.900000000000006, -87.700000000000003, -87.599999999999994, -87.599999999999994, -87.5, -87.400000000000006, -87.700000000000003, -87.599999999999994, -87.200000000000003, -86.700000000000003, -86.200000000000003, -85.700000000000003, -85.900000000000006, -85.700000000000003, -85.799999999999997, -85.799999999999997, -85.400000000000006, 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99.900000000000006, 100.09999999999999, 99.900000000000006, 100.3, 100.59999999999999, 101., 100.90000000000001, 100.90000000000001, 101., 101.5, 102., 102.3, 102.3, 102.59999999999999, 102.7, 102.8, 103., 103.09999999999999, 103.09999999999999, 103.40000000000001, 103.5, 103.7, 103.5, 103.59999999999999, 103.8, 104.3, 104.5, 104.7, 105., 105.09999999999999, 104.8, 104.8, 104.8, 104.90000000000001, 104.7, 105.09999999999999, 105.3, 105.7, 106., 106.2, 106., 106., 106.40000000000001, 106.40000000000001, 106.5, 106.8, 106.8, 107.09999999999999, 107.8, 108.09999999999999, 108.40000000000001, 108.7, 109., 109.09999999999999, 109.3, 109.3, 109.2, 109.5, 109.3, 109.3, 109.3, 109.2, 109.09999999999999, 108.90000000000001, 108.90000000000001, 108.59999999999999, 108.3, 108.2, 107.90000000000001, 107.40000000000001, 107.2, 106.7, 106.5, 106.59999999999999, 106.40000000000001, 106.09999999999999, 105.7, 105.59999999999999, 105.8, 105.90000000000001, 106.2, 106.5, 106.59999999999999, 106.59999999999999, 106.59999999999999, 107., 107.2, 107.2, 107.3, 107.59999999999999, 108., 108.3, 108.5, 108.5, 108.7, 109., 109.2, 109.5, 109.59999999999999, 109.90000000000001, 109.8, 109.7, 109.8, 110., 109.90000000000001, 110.2, 110.5, 110.3, 110.2, 110.3, 110.8, 111.2, 111.8, 112.09999999999999, 112.2, 112.5, 112.90000000000001, 113., 113.2, 113.3, 113.5, 113.5, 113.59999999999999, 113.90000000000001, 114., 114.2, 114.2, 114.5, 114.59999999999999, 114.8, 115., 115.40000000000001, 115.40000000000001, 115.59999999999999, 115.8, 116.3, 116.5, 116.7, 116.90000000000001, 117.09999999999999, 117.5, 117.8, 118.09999999999999, 117.90000000000001, 118., 118.2, 118.59999999999999, 118.7, 118.90000000000001, 118.90000000000001, 119.2, 119.2, 119.5, 119.5, 119.59999999999999, 119.5, 119.59999999999999, 119.7, 119.59999999999999, 119.90000000000001, 120.2, 120.3, 120.59999999999999, 120.7, 120.7, 121., 121.2, 121.40000000000001, 121.59999999999999, 121.5, 121.7, 121.8, 121.7, 121.59999999999999, 121.90000000000001, 121.90000000000001, 121.90000000000001, 121.8, 121.5, 121.7, 121.8, 122., 121.90000000000001, 121.5, 121., 120.59999999999999, 120.3, 120.2, 120.59999999999999, 120.90000000000001, 121.3, 121.7, 121.90000000000001, 121.7, 121.3, 120.90000000000001, 120.8, 120.3, 120.5, 120.90000000000001, 121.2, 121.59999999999999, 121.8, 121.5, 121.40000000000001, 121., 120.90000000000001, 120.8, 120.59999999999999, 120.5, 120.40000000000001, 120., 119.7, 119.3, 119.40000000000001, 119.59999999999999, 119.90000000000001, 120.09999999999999, 120.09999999999999, 120.3, 120.59999999999999, 120.90000000000001, 121.2, 121.8, 122.09999999999999, 122.5, 122.59999999999999, 122.40000000000001, 122.2, 121.90000000000001, 121.5, 121.09999999999999, 121., 120.7, 120.3, 119.90000000000001, 119.8, 119.5, 119.09999999999999, 118.90000000000001, 119., 118.7, 118.5, 118.09999999999999, 117.8, 117.59999999999999, 117.7, 118., 118.2, 118.5, 118.90000000000001, 119.3, 119.3, 119.5, 119.90000000000001, 120.3, 120.5, 120.90000000000001, 121.2, 121.5, 121.8, 122., 122.2, 122.2, 121.8, 121.5, 121.5, 121.5, 121.90000000000001, 121.7, 121.3, 121.09999999999999, 121.5, 121.90000000000001, 122.09999999999999, 122.40000000000001, 122.59999999999999, 123., 123.2, 123.59999999999999, 124., 124.40000000000001, 124.59999999999999, 125., 125.3, 125.40000000000001, 125.40000000000001, 125.09999999999999, 125., 124.90000000000001, 125., 124.7, 125., 125.09999999999999, 125.2, 125.59999999999999, 125.59999999999999, 125.90000000000001, 126.09999999999999, 126.40000000000001, 126.40000000000001, 126.7, 126.90000000000001, 126.5, 126.2, 126.3, 126.5, 126.7, 126.8, 126.5, 126.5, 126.3, 126.3, 126.40000000000001, 126.59999999999999, 126.7, 127.2, 127.3, 127.3, 127.40000000000001, 127.59999999999999, 127.59999999999999, 128.09999999999999, 128.19999999999999, 128.30000000000001, 128.40000000000001, 128.80000000000001, 129.09999999999999, 129.30000000000001, 129.40000000000001, 129.5, 129.40000000000001, 129.40000000000001, 129.40000000000001, 129.40000000000001, 129.40000000000001, 129.19999999999999, 129., 128.69999999999999, 128.30000000000001, 128., 127.90000000000001, 127.5, 127.5, 127.5, 127.7, 128., 128.19999999999999, 128.40000000000001, 128.69999999999999, 129.09999999999999, 129.30000000000001, 129.80000000000001, 129.80000000000001, 129.69999999999999, 129.80000000000001, 130., 130.09999999999999, 130.5, 130.90000000000001, 131., 131.19999999999999, 131.5, 131.69999999999999, 132., 132., 132.30000000000001, 132.30000000000001, 132.40000000000001, 132.80000000000001, 133., 133.19999999999999, 133.5, 133.90000000000001, 134.30000000000001, 134.69999999999999, 135.19999999999999, 135.59999999999999, 135.69999999999999, 136., 136.30000000000001, 136.69999999999999, 136.80000000000001, 137.19999999999999, 137.80000000000001, 138., 138.19999999999999, 138.5, 138.59999999999999, 139., 139.30000000000001, 139.59999999999999, 139.69999999999999, 140., 140.19999999999999, 140.40000000000001, 140.40000000000001, 140.40000000000001, 140.5, 140.59999999999999, 140.59999999999999, 140.59999999999999, 140.5, 140.69999999999999, 140.80000000000001, 140.90000000000001, 141., 141.19999999999999, 141.40000000000001, 141.30000000000001, 141.40000000000001, 141.09999999999999, 141.19999999999999, 141., 140.69999999999999, 140.30000000000001, 140.59999999999999, 140.90000000000001, 141.09999999999999, 141.19999999999999, 141.30000000000001, 141.19999999999999, 140.90000000000001, 140.59999999999999, 140.30000000000001, 140., 139.69999999999999, 139., 138.80000000000001, 138.69999999999999, 138.30000000000001, 138.59999999999999, 138.30000000000001, 137.69999999999999, 137.19999999999999, 137.5, 137.90000000000001, 137.5, 137.59999999999999, 137.59999999999999, 137.19999999999999, 137.19999999999999, 136.90000000000001, 136.90000000000001, 136.90000000000001, 136.90000000000001, 136.5, 136., 135.69999999999999, 135.30000000000001, 135.5, 135.80000000000001, 136.19999999999999, 136.5, NA, -179., -179.30000000000001, -179.69999999999999, -178.80000000000001, -178.59999999999999, -176.69999999999999, -175.90000000000001, -174.5, -173.09999999999999, -172.30000000000001, -172.90000000000001, -172.30000000000001, -172.59999999999999, -171., -170.5, -170.90000000000001, -172., -174., -174.30000000000001, -175., -177., -179., NA, 30., 29.600000000000001, 29.199999999999999, 28.800000000000001, 28.300000000000001, 28.100000000000001, 28., 27.800000000000001, 27.699999999999999, 27.899999999999999, 28., 28.300000000000001, 28.600000000000001, 28.699999999999999, 28.800000000000001, 29., 29.399999999999999, 29.699999999999999, 29.699999999999999, 29.800000000000001, 30.199999999999999, 30.5, 30.800000000000001, 31., 31.199999999999999, 31.600000000000001, 32., 32.399999999999999, 32.200000000000003, 31.800000000000001, 31.699999999999999, 31.800000000000001, 32.299999999999997, 32.700000000000003, 33.100000000000001, 33.5, 33.600000000000001, 33.399999999999999, 32.799999999999997, 32.5, 32.899999999999999, 33.299999999999997, 33.600000000000001, 33.5, 33.399999999999999, 33.700000000000003, 34.200000000000003, 34.600000000000001, 34.799999999999997, 35.100000000000001, 35.399999999999999, 35.600000000000001, 35.799999999999997, 36.200000000000003, 36.600000000000001, 37., 37.299999999999997, 37.700000000000003, 38., 38.5, 38.899999999999999, 39.100000000000001, 39.399999999999999, 39.700000000000003, 40., 40.299999999999997, 40.700000000000003, 40.899999999999999, 41.100000000000001, 41.5, 41.700000000000003, 41.799999999999997, 41.799999999999997, 41.5, 41., 40.700000000000003, 40.299999999999997, 40., 39.700000000000003, 39.299999999999997, 38.600000000000001, 38.200000000000003, 37.899999999999999, 37.700000000000003, 37.399999999999999, 37., 36.600000000000001, 36.299999999999997, 36.100000000000001, 35.799999999999997, 35.399999999999999, 35.100000000000001, 34.899999999999999, 34.5, 34., 33.600000000000001, 33.299999999999997, 33., 32.700000000000003, 32., 31.600000000000001, 31.399999999999999, 31., 30.600000000000001, 30.300000000000001, 30., NA, 140.30000000000001, 140., 139.90000000000001, 140., 139.90000000000001, 139.59999999999999, 139.5, 138.59999999999999, 138.19999999999999, 137.40000000000001, 137.19999999999999, 137., 136.90000000000001, 137.40000000000001, 136.80000000000001, 136.69999999999999, 136., 135.5, 134.90000000000001, 134., 133.40000000000001, 132.69999999999999, 132.09999999999999, 131.40000000000001, 130.90000000000001, 130.5, 130.30000000000001, 130., 129.69999999999999, 130.19999999999999, 130.40000000000001, 130.09999999999999, 130.5, 130.69999999999999, 130.19999999999999, 130.40000000000001, 130.59999999999999, 130.69999999999999, 130.69999999999999, 130.69999999999999, 131., 131.30000000000001, 131.59999999999999, 131.90000000000001, 131.5, 131.59999999999999, 131.09999999999999, 131.30000000000001, 131.40000000000001, 132.09999999999999, 132.19999999999999, 132.5, 133.59999999999999, 134.5, 135.30000000000001, 135.09999999999999, 135.40000000000001, 136.19999999999999, 136.90000000000001, 136.5, 136.90000000000001, 137., 137.30000000000001, 137.5, 138.19999999999999, 138.69999999999999, 138.80000000000001, 139., 139.09999999999999, 139.59999999999999, 139.80000000000001, 139.90000000000001, 140.09999999999999, 139.90000000000001, 140.40000000000001, 140.69999999999999, 140.5, 140.80000000000001, 141.09999999999999, 140.90000000000001, 141.40000000000001, 141.5, 142., 141.59999999999999, 141.40000000000001, 141.5, 140.90000000000001, 141.30000000000001, 141.19999999999999, 140.90000000000001, 140.69999999999999, 140.5, 140.30000000000001, NA, 134.69999999999999, 134.19999999999999, 133.59999999999999, 133.19999999999999, 132.80000000000001, 132.30000000000001, 132.40000000000001, 132.5, 132.69999999999999, 133., 133.30000000000001, 134.19999999999999, 134.69999999999999, NA, 122., 121.40000000000001, 120.90000000000001, 120.3, 120.40000000000001, 120.09999999999999, 120.09999999999999, 120.40000000000001, 120.7, 120.90000000000001, 121.3, 121.59999999999999, 121.8, 122., 122., NA, 122.3, 122., 121.40000000000001, 120.90000000000001, 120.5, 120.40000000000001, 120.5, 120.40000000000001, 120.5, 119.90000000000001, 119.7, 119.8, 119.90000000000001, 120.09999999999999, 120.59999999999999, 120.8, 120.59999999999999, 120.90000000000001, 121., 121.40000000000001, 121.8, 122.3, 122.5, 122.7, 122.7, 122.40000000000001, 122.8, 123.40000000000001, 123.8, 124., 123.8, 124.09999999999999, 123.90000000000001, 123.8, 123.5, 124., 123.40000000000001, 123.2, 123., 122.8, 122.2, 122.3, 121.7, 121.59999999999999, 121.5, 121.59999999999999, 121.5, 122.2, 122.40000000000001, 122.40000000000001, 122.3, 122.2, 122.3, NA, 125.5, 125.5, 125.2, 125.09999999999999, 124.7, 124.40000000000001, 124.2, 123.7, 123.7, 123.3, 123., 122.3, 122.09999999999999, 121.90000000000001, 122.3, 122.8, 123., 123.40000000000001, 123.7, 124.2, 124., 124.59999999999999, 125.09999999999999, 125.3, 125.2, 125.7, 125.5, 125.40000000000001, 125.7, 126., 126.3, 126.59999999999999, 126.40000000000001, 126.09999999999999, 126.3, 126.2, 126., 125.5, NA, 110.7, 110., 109.5, 109.2, 108.90000000000001, 108.59999999999999, 109.2, 109.7, 110.2, 110.5, 111., 110.8, 110.7, NA, 117.09999999999999, 117., 116.7, 116.7, 116.2, 115.90000000000001, 115.5, 115.5, 115.3, 115., 114., 113.7, 113.2, 112.5, 111.5, 111.2, 111., 110.5, 109.7, 109.3, 109., 109., 108.90000000000001, 109.09999999999999, 109.2, 109.3, 109.5, 109.40000000000001, 109.7, 109.90000000000001, 109.90000000000001, 110.09999999999999, 110.2, 110.59999999999999, 111.40000000000001, 111.7, 111.8, 112.5, 113., 113.59999999999999, 114., 114.59999999999999, 115.2, 116., 116.2, 116.5, 116.3, 116.5, 116.90000000000001, 117.59999999999999, 117.40000000000001, 117.5, 118.40000000000001, 119., 118., 118.09999999999999, 117.59999999999999, 117.5, 117.8, 117.59999999999999, 118.5, 118.3, 118.40000000000001, 118.8, 119.3, 118.2, 117.90000000000001, 118., 117.59999999999999, 117.5, 117.09999999999999, NA, 141.90000000000001, 141.80000000000001, 141.69999999999999, 141.40000000000001, 141.19999999999999, 140.5, 140.5, 139.90000000000001, 140.09999999999999, 140.19999999999999, 140.59999999999999, 141., 140.80000000000001, 140.40000000000001, 141., 141.69999999999999, 142.80000000000001, 143.30000000000001, 144.30000000000001, 145.19999999999999, 146., 145.30000000000001, 145.09999999999999, 145.30000000000001, 144.90000000000001, 144.40000000000001, 143.59999999999999, 142.59999999999999, 141.90000000000001, NA, 130., 129.69999999999999, 129.40000000000001, 129.69999999999999, 129.30000000000001, 128.5, 128.09999999999999, 127.90000000000001, 127.40000000000001, 127., 126.59999999999999, 126.3, 125.90000000000001, 125.2, 125.3, 124.7, 124.5, 124., 123.59999999999999, 123.59999999999999, 123.3, 122.90000000000001, 122.2, 122.09999999999999, 122.2, 122.3, 121.7, 121.3, 120.5, 119.7, 119., 118.3, 117.3, 116.8, 116.3, 115.40000000000001, 114.59999999999999, 114.3, 114.09999999999999, 113.90000000000001, 113.59999999999999, 113.7, 113.40000000000001, 113.59999999999999, 114.2, 114., 113.7, 113.7, 113.5, 113.5, 113.59999999999999, 113.3, 113.90000000000001, 114.09999999999999, 114.7, 114.90000000000001, 115., 115.59999999999999, 115.7, 115.59999999999999, 115.3, 115., 115.40000000000001, 116.5, 117.5, 118.40000000000001, 118.7, 119.2, 119.7, 120.5, 121.5, 122.09999999999999, 122.5, 123.09999999999999, 124., 124.3, 125., 125.90000000000001, 127., 128.09999999999999, 129.30000000000001, 130.40000000000001, 131.09999999999999, 132.09999999999999, 132.5, 133.40000000000001, 133.90000000000001, 134.30000000000001, 134.19999999999999, 134.80000000000001, 135.30000000000001, 135.09999999999999, 135.59999999999999, 135.90000000000001, 135.80000000000001, 136.09999999999999, 136.30000000000001, 137.19999999999999, 137.80000000000001, 138., 137.80000000000001, 137.5, 137.40000000000001, 136.80000000000001, 137.69999999999999, 138.09999999999999, 138.5, 138.40000000000001, 138.5, 139.09999999999999, 139.69999999999999, 139.69999999999999, 140.19999999999999, 141., 141.59999999999999, 142.09999999999999, 142.90000000000001, 143.5, 144.40000000000001, 144.90000000000001, 145.40000000000001, 145.90000000000001, 146.30000000000001, 146.5, 147.40000000000001, 148.40000000000001, 149.5, 150., 149.90000000000001, 150.09999999999999, 150.5, 150.90000000000001, 151.30000000000001, 151.69999999999999, 152.40000000000001, 152.80000000000001, 153., 153., 153.30000000000001, 153.59999999999999, 153.5, 153.5, 153.40000000000001, 153.09999999999999, 153.09999999999999, 153.09999999999999, 153.19999999999999, 153.30000000000001, 153.30000000000001, 153.19999999999999, 153., 152.90000000000001, 152.5, 152., 151.5, 151., 150.80000000000001, 150.69999999999999, 150.69999999999999, 150., 150., 149.59999999999999, 149.40000000000001, 149., 148.59999999999999, 148.80000000000001, 148.5, 147.90000000000001, 147.80000000000001, 147.69999999999999, 147.5, 147., 146.5, 146.40000000000001, 146.09999999999999, 146., 145.5, 145.40000000000001, 145.40000000000001, 144.90000000000001, 144.5, 144.09999999999999, 143.59999999999999, 143.59999999999999, 143.5, 143.40000000000001, 143.19999999999999, 142.90000000000001, 142.69999999999999, 142.40000000000001, 142.09999999999999, 142., 141.69999999999999, 141.80000000000001, 141.69999999999999, 141.5, 141.5, 141.5, 141.30000000000001, 140.90000000000001, 140., 139.30000000000001, 139., 138.30000000000001, 137.69999999999999, 136.59999999999999, 135.90000000000001, 135.30000000000001, 135., 135.5, 136., 136., 136., 136.40000000000001, 136.5, 136.90000000000001, 136.69999999999999, 136.5, 136.40000000000001, 136., 135.69999999999999, 135.80000000000001, 135.09999999999999, 134.5, 133.80000000000001, 133.19999999999999, 132.80000000000001, 132.40000000000001, 132.09999999999999, 132.59999999999999, 132., 131.30000000000001, 131., 130.80000000000001, 130.59999999999999, 130.69999999999999, 130.40000000000001, 130.19999999999999, 130.30000000000001, 130., NA, -80., -80.200000000000003, -80.200000000000003, -79.900000000000006, -79.5, -79.200000000000003, -79.700000000000003, -80., NA, -83., -83.200000000000003, -83.5, -83.700000000000003, -83.400000000000006, -83.099999999999994, -82.599999999999994, -82.299999999999997, -81.900000000000006, -82.400000000000006, -83., NA, -83., -83.299999999999997, -84., -84.5, -85., -85., -84.599999999999994, -85.200000000000003, -85.5, -86., -86.200000000000003, -86.299999999999997, -86.400000000000006, -87., -87., -86.5, -85.900000000000006, -85.599999999999994, -85.299999999999997, -84.599999999999994, -84.5, -84., -83.599999999999994, -83.599999999999994, -83.299999999999997, -82.900000000000006, -82.799999999999997, -82.299999999999997, -82.299999999999997, -81.799999999999997, -80., -80.299999999999997, -80.400000000000006, -80.400000000000006, 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22.199999999999999, 22.5, 22.699999999999999, 22.800000000000001, 23., 23.5, 23.899999999999999, 24., 24.300000000000001, 24.600000000000001, 25., 25.5, 25.899999999999999, 26.300000000000001, 26.600000000000001, 26.800000000000001, 27.199999999999999, 27.5, 27.800000000000001, 28., 28.399999999999999, 28.699999999999999, 29., 29.300000000000001, 29.699999999999999, 29.899999999999999, 29.800000000000001, 29.300000000000001, 29.100000000000001, 28.899999999999999, 28.5, 28.100000000000001, 27.899999999999999, 27.699999999999999, 28., 28.300000000000001, 28.699999999999999, 29., 29.399999999999999, 29.399999999999999, 28.699999999999999, 28.300000000000001, 28.100000000000001, 28.100000000000001, 27.800000000000001, 27.300000000000001, 26.899999999999999, 26.5, 26.100000000000001, 25.899999999999999, 25.800000000000001, 25.5, 25.300000000000001, 25., 24.800000000000001, 24.5, 24.300000000000001, 24., 23.699999999999999, 23.199999999999999, 22.899999999999999, 22.5, 22.199999999999999, 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25.100000000000001, 25.199999999999999, 25.300000000000001, 25.300000000000001, 25.300000000000001, 25.399999999999999, 25.399999999999999, 25.5, 25.399999999999999, 25.300000000000001, 25.199999999999999, 25.300000000000001, 25.300000000000001, 25.399999999999999, 25.399999999999999, 25.399999999999999, 25.199999999999999, 24.800000000000001, 24.800000000000001, 24.600000000000001, 24.800000000000001, 24.399999999999999, 24.199999999999999, 23.899999999999999, 23.800000000000001, 23.699999999999999, 23.699999999999999, 23.300000000000001, 23., 22.800000000000001, 22.699999999999999, 22.800000000000001, 22.899999999999999, 22.800000000000001, 22.600000000000001, 22.399999999999999, 22.300000000000001, 22.399999999999999, 22.300000000000001, 22., 21.699999999999999, 21.5, 21.199999999999999, 20.899999999999999, 20.699999999999999, 20.800000000000001, 21., 21.100000000000001, 21.199999999999999, 21.399999999999999, 21.800000000000001, 22.100000000000001, 22.300000000000001, 22.300000000000001, 22.199999999999999, 21.899999999999999, 21.699999999999999, 21.699999999999999, 21.5, 21.199999999999999, 21.100000000000001, 20.800000000000001, 20.600000000000001, 20.300000000000001, 19.899999999999999, 19.600000000000001, 19.100000000000001, 19.100000000000001, 18.899999999999999, 18.600000000000001, 18.199999999999999, 17.800000000000001, 17.399999999999999, 17., 16.600000000000001, 16.199999999999999, 15.9, 15.800000000000001, 15.4, 15.1, 14.9, 14.699999999999999, 14.300000000000001, 13.9, 13.5, 13., 12.9, 12.4, 12.199999999999999, 11.9, 11.6, 11.300000000000001, 10.800000000000001, 10.5, 10., 9.6999999999999993, 9.3000000000000007, 8.8000000000000007, 8.4000000000000004, 8.1999999999999993, 8.1999999999999993, 8.5, 8.9000000000000004, 9.1999999999999993, 9.3000000000000007, 9.3000000000000007, 9.3000000000000007, 9.5, 9.6999999999999993, 10.1, 10.199999999999999, 10.300000000000001, 10.4, 10.800000000000001, 11.199999999999999, 11.4, 11.800000000000001, 12.1, 12.4, 12.800000000000001, 13.1, 13.5, 13.9, 14.300000000000001, 14.699999999999999, 15.199999999999999, 15.5, 15.800000000000001, 15.9, 15.800000000000001, 16., 16.300000000000001, 16.300000000000001, 16.5, 16.600000000000001, 16.899999999999999, 17.199999999999999, 17.5, 17.800000000000001, 18.199999999999999, 18.5, 18.899999999999999, 19.199999999999999, 19.5, 19.800000000000001, 20., 20.199999999999999, 20.399999999999999, 20.600000000000001, 20.800000000000001, 21.199999999999999, 21.5, 21.699999999999999, 22., 22.199999999999999, 22.300000000000001, 22., 21.699999999999999, 21.600000000000001, 21.600000000000001, 21.600000000000001, 21.699999999999999, 22., 22., 21.699999999999999, 22., 22.5, 22.899999999999999, 22.800000000000001, 22.800000000000001, 22.699999999999999, 22.300000000000001, 22., 21.699999999999999, 21.5, 21.300000000000001, 21., 20.600000000000001, 20.399999999999999, 20.199999999999999, 20.100000000000001, 19.800000000000001, 20., 20., 19.899999999999999, 19.5, 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6.0999999999999996, 5.7999999999999998, 5.4000000000000004, 5., 4.7999999999999998, 4.4000000000000004, 4.2000000000000002, 4., 3.7999999999999998, 3.5, 3.1000000000000001, 2.8999999999999999, 2.6000000000000001, 2.3999999999999999, 2.1000000000000001, 1.8, 1.7, 1.5, 1.3, 1.3999999999999999, 1.5, 1.3, 1.8, 2.2000000000000002, 2.2999999999999998, 2.6000000000000001, 2.7999999999999998, 3.2000000000000002, 3.5, 3.8999999999999999, 4.2999999999999998, 4.7999999999999998, 5.2000000000000002, 5.5, 5.7000000000000002, 5.7999999999999998, 6.2000000000000002, 6.4000000000000004, 6.7999999999999998, 6.7999999999999998, 6.9000000000000004, 7., 7.4000000000000004, 7.7999999999999998, 8.1999999999999993, 8.5, 8.5, 9., 9.1999999999999993, 9.3000000000000007, 9.1999999999999993, 9.4000000000000004, 9.5999999999999996, 10., 10.4, 10.800000000000001, 11.199999999999999, 11.6, 11.9, 12.199999999999999, 12.699999999999999, 13., 13.300000000000001, 13.5, 13.6, 13.5, 13.300000000000001, 12.800000000000001, 12.6, 12.6, 12.5, 12.300000000000001, 12.199999999999999, 12.1, 12., 11.800000000000001, 11.5, 11.199999999999999, 10.800000000000001, 10.800000000000001, 11.199999999999999, 10.800000000000001, 10.699999999999999, 10.5, 10.699999999999999, 10.6, 10.4, 10.300000000000001, 10.1, 9.9000000000000004, 9.8000000000000007, 9.4000000000000004, 9., 8.8000000000000007, 8.5999999999999996, 8.6999999999999993, 8.8000000000000007, 9.1999999999999993, 9.3000000000000007, 9.4000000000000004, 9.6999999999999993, 9.9000000000000004, 9.5, 9.8000000000000007, 9.9000000000000004, 10., 10.300000000000001, 10.4, 10.6, 10.9, 11.1, 11.199999999999999, 11.300000000000001, 11.5, 11.9, 12.300000000000001, 12.6, 12.9, 13.1, 13.5, 13.699999999999999, 14.199999999999999, 14.6, 15., 15.300000000000001, 15.5, 16., 16.199999999999999, 16.300000000000001, 16.699999999999999, 17.100000000000001, 17.399999999999999, 17.699999999999999, 17.899999999999999, 18.100000000000001, 18.300000000000001, 18.699999999999999, 19., 19.300000000000001, 19.699999999999999, 20.600000000000001, 20.199999999999999, 20.600000000000001, 20.899999999999999, 21., 20.899999999999999, 21., 20.899999999999999, 21.300000000000001, 21.399999999999999, 21.5, 21.699999999999999, 21.600000000000001, 21.800000000000001, 21.800000000000001, 21.600000000000001, 21.399999999999999, 21.5, 21.600000000000001, 21.5, 21.300000000000001, 21., 20.600000000000001, 20.399999999999999, 20.300000000000001, 20.300000000000001, 20.5, 20.699999999999999, 20.800000000000001, 21.100000000000001, 21.399999999999999, 21.5, 21.600000000000001, 21.800000000000001, 21.699999999999999, 21.699999999999999, 21.800000000000001, 22.199999999999999, 22.100000000000001, 22.300000000000001, 22.5, 22.899999999999999, 22.899999999999999, 22.5, 22.399999999999999, 22.300000000000001, 22.5, 22.399999999999999, 22.699999999999999, 22.600000000000001, 22.800000000000001, 22.800000000000001, 22.699999999999999, 22.800000000000001, 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