R version 2.7.2 (2008-08-25)
Copyright (C) 2008 The R Foundation for Statistical Computing
ISBN 3-900051-07-0

R is free software and comes with ABSOLUTELY NO WARRANTY.
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Type 'license()' or 'licence()' for distribution details.

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Type 'contributors()' for more information and
'citation()' on how to cite R or R packages in publications.

Type 'demo()' for some demos, 'help()' for on-line help, or
'help.start()' for an HTML browser interface to help.
Type 'q()' to quit R.

> z <- c(1943.2
+ ,1932.7
+ ,2243.7
+ ,1823.4
+ ,1964.6
+ ,2125.9
+ ,1819.4
+ ,1695.9
+ ,1985.7
+ ,1942.1
+ ,1866.5
+ ,1611.4
+ ,1965.5
+ ,1983.6
+ ,2093.9
+ ,2000.1
+ ,2011.4
+ ,1984.1
+ ,1929.8
+ ,1743.7
+ ,2042.1
+ ,2202.8
+ ,1891.1
+ ,1791.5
+ ,2092.9
+ ,2166.8
+ ,2279.1
+ ,2413.5
+ ,2182.4
+ ,2330.8
+ ,2367.8
+ ,2141
+ ,2489.7
+ ,2587.1
+ ,2276
+ ,2271.5
+ ,2496.1
+ ,2389.1
+ ,2673
+ ,2489.3
+ ,2362.1
+ ,2738.4
+ ,2416.5
+ ,2251.7
+ ,2538.8
+ ,2528.8
+ ,2279.9
+ ,2151.3
+ ,2360.5
+ ,2336.1
+ ,2820.8
+ ,2517.2
+ ,2420.6
+ ,2777.1
+ ,2692.2
+ ,2352.1
+ ,2822.6
+ ,2819.6
+ ,2833.1
+ ,2782.3
+ ,2664.2
+ ,2799.4
+ ,3309.4
+ ,2711.5
+ ,3061.1
+ ,2865.3
+ ,2639.4
+ ,2710.1
+ ,3286.8
+ ,3165.4
+ ,2993.4
+ ,2737
+ ,3028.9
+ ,3094.9
+ ,3309.4
+ ,2979.6
+ ,3155.8
+ ,3138.1
+ ,2915.4
+ ,2725.1
+ ,2912.1
+ ,3266.9
+ ,2966.7
+ ,2625.1
+ ,3156.5
+ ,3022
+ ,3281.6
+ ,3412.7
+ ,3254
+ ,3188.1
+ ,3357.6
+ ,2851.7
+ ,3250.6
+ ,3519.2
+ ,3181.6
+ ,2856.5
+ ,3338
+ ,3318
+ ,3636
+ ,3368
+ ,3188
+ ,3214.1
+ ,3459.2
+ ,2821.4
+ ,3389.5
+ ,3562
+ ,3079.1
+ ,3082.9
+ ,3127.4
+ ,3344.9
+ ,3866.1
+ ,3460.2
+ ,3313.9
+ ,3827.1
+ ,3492.5
+ ,3287.4
+ ,3826.3
+ ,4133.4
+ ,3971.7
+ ,3588.5
+ ,3588.8
+ ,3569.6
+ ,4222.7
+ ,3999.1
+ ,3924.7
+ ,3923
+ ,3748.4
+ ,3680.1
+ ,4146
+ ,4009.8
+ ,4071.2
+ ,3651
+ ,4073.8
+ ,3810.6
+ ,4437.9
+ ,3901.6
+ ,4238.9
+ ,4330.3
+ ,3894.1
+ ,4113.9
+ ,4267.9
+ ,4382.2
+ ,4277.8
+ ,3822.8
+ ,4384.2
+ ,4160.6
+ ,4858.7
+ ,4252.6
+ ,4488.3
+ ,4484.6
+ ,4560.5
+ ,4472.2
+ ,4128.9
+ ,4696.4
+ ,4448.7
+ ,3599.4
+ ,5335.2
+ ,5031.5
+ ,4998.7
+ ,5439.7
+ ,4797.4
+ ,5110.3)
> y <- c(266.4,304.4,250.2,219,279.6,258.8,266.1,266.1,263.2,273.1,234.9,277.4,283.7,295.9,328.3,350.5,379.9,308.8,324,340.5,343.6,450.5,377.2,383.6,355.2,336,388,393.1,343.2,380.5,408.2,342.2,356.7,403.3,298.7,348,340.3,313.4,278.7,298.7,295.8,292.1,363.2,261.2,259.3,288.8,284.5,257.4,231.7,293,349.3,310.8,361.7,475.9,422.7,458.4,435.3,440.7,382.5,489.3,552.9,651.5,643.5,587.9,722.9,566,760.6,642.4,903.1,1025.5,792.6,758.4,744,653.1,549,575.2,736,716.4,747.2,708.3,810.4,704.1,619.4,573.4,514.4,507.2,608.1,632.7,715.3,617,690.8,608.5,712.3,746.5,676.4,681.7,628.9,642.4,776,767.8,611.8,716.7,718.4,638.1,630.2,712.5,591.1,728.4,557.3,597.9,706.4,712.6,711.3,553.3,762.1,833.1,798.4,885.7,880.3,850.8,747.4,801,983.8,1004.2,870.4,846.5,889.9,1103.9,1200.9,1182.2,1073.9,1029.8,986.4,1071.3,1251.2,1114.6,1197.5,1305.5,1279.9,1109.9,1024.9,1024.6,815.2,853.8,952.3,967.7,1065.7,994.1,1150,1110.6,1129.7,1142.7,1225.7,1527.6,1345.5,1508.5,1608.3,1437.8,1501.2,1419.3,1440.7,1619.2)
> x <- c(227.3,222.9,263.6,208.6,242,245.6,199.5,213.6,241.9,242,230.6,193.9,235.5,228.3,227.3,215.7,219.3,218,215.4,193.6,225.7,235.8,211.9,199.1,222.5,217.9,229,244.3,220.8,234.3,215.2,201.7,258.6,271,228.7,230.3,243.9,231.3,276.6,256.9,238,256.7,233.8,199.9,263.9,255.6,237.7,229.2,223.9,235.2,290.2,269.6,246.3,287.7,234.3,238.3,296.7,282.5,292.5,298.9,284.7,309.5,356.3,302.6,345.3,353.9,297.2,299.6,355.8,348.3,340.5,310.1,323.5,307.9,354.5,298,306.6,302.3,291.7,280.7,311.5,334,320.8,266.4,318.9,306.4,338.9,330.3,314.4,316,310,272.4,327.6,343.9,315.8,279.8,323.7,300.6,326.8,314.7,293.1,313.9,304.7,269.9,332.2,346.5,295.8,297.9,304.3,306.7,359.2,325.3,302.4,351.2,310.8,289.6,355.8,335.5,332,310.7,297.1,291.9,326,311.8,294.5,330,297.7,290.3,338,319,316.3,304.3,305.6,304,353.8,308.7,325.2,337.2,304.6,320.8,327.1,360.4,346.3,325.2,322.9,337,367.8,329.7,333.7,338.1,331.1,316,343.1,374.4,343.7,283,362.7,359.2,337.4,389.9,326.2,348.1)
> par7 = 'Variable Z'
> par6 = 'Variable Y'
> par5 = 'Variable X'
> par4 = 'Y'
> par3 = 'Y'
> par2 = '50'
> par1 = '50'
> #'GNU S' R Code compiled by R2WASP v. 1.0.44 ()
> #Author: Prof. Dr. P. Wessa
> #To cite this work: AUTHOR(S), (YEAR), YOUR SOFTWARE TITLE (vNUMBER) in Free Statistics Software (v$_version), Office for Research Development and Education, URL http://www.wessa.net/rwasp_YOURPAGE.wasp/
> #Source of accompanying publication: Office for Research, Development, and Education
> #Technical description: Write here your technical program description (don't use hard returns!)
> x <- array(x,dim=c(length(x),1))
> colnames(x) <- par5
> y <- array(y,dim=c(length(y),1))
> colnames(y) <- par6
> z <- array(z,dim=c(length(z),1))
> colnames(z) <- par7
> d <- data.frame(cbind(z,y,x))
> colnames(d) <- list(par7,par6,par5)
> par1 <- as.numeric(par1)
> par2 <- as.numeric(par2)
> if (par1>500) par1 <- 500
> if (par2>500) par2 <- 500
> if (par1<10) par1 <- 10
> if (par2<10) par2 <- 10
> library(GenKern)
Loading required package: KernSmooth
KernSmooth 2.22 installed
Copyright M. P. Wand 1997

Loading GenKern version 1.1
Copyright Lucy and Aykroyd 2000
last update October 2004
requires KernSmooth


Package GenKern installed

> library(lattice)
> panel.hist <- function(x, ...)
+ {
+ usr <- par('usr'); on.exit(par(usr))
+ par(usr = c(usr[1:2], 0, 1.5) )
+ h <- hist(x, plot = FALSE)
+ breaks <- h$breaks; nB <- length(breaks)
+ y <- h$counts; y <- y/max(y)
+ rect(breaks[-nB], 0, breaks[-1], y, col='black', ...)
+ }
> postscript(file="/var/www/html/rcomp/tmp/1zle21226437353.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) 
> cloud(z~x*y, screen = list(x=-45, y=45, z=35),xlab=par5,ylab=par6,zlab=par7)
> dev.off()
null device 
          1 
> postscript(file="/var/www/html/rcomp/tmp/2fd6g1226437353.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) 
> cloud(z~x*y, screen = list(x=35, y=45, z=25),xlab=par5,ylab=par6,zlab=par7)
> dev.off()
null device 
          1 
> postscript(file="/var/www/html/rcomp/tmp/3d6851226437353.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) 
> cloud(z~x*y, screen = list(x=35, y=-25, z=90),xlab=par5,ylab=par6,zlab=par7)
> dev.off()
null device 
          1 
> postscript(file="/var/www/html/rcomp/tmp/48tu51226437353.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) 
> pairs(d,diag.panel=panel.hist)
> dev.off()
null device 
          1 
> x <- as.vector(x)
> y <- as.vector(y)
> z <- as.vector(z)
> postscript(file="/var/www/html/rcomp/tmp/5bc431226437353.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) 
> op <- KernSur(x,y, xgridsize=par1, ygridsize=par2, correlation=cor(x,y), xbandwidth=dpik(x), ybandwidth=dpik(y))
> image(op$xords, op$yords, op$zden, col=terrain.colors(100), axes=TRUE,main='Bivariate Kernel Density Plot (x,y)',xlab=par5,ylab=par6)
> if (par3=='Y') contour(op$xords, op$yords, op$zden, add=TRUE)
> if (par4=='Y') points(x,y)
> (r<-lm(y ~ x))

Call:
lm(formula = y ~ x)

Coefficients:
(Intercept)            x  
   -936.919        5.553  

> abline(r)
> box()
> dev.off()
null device 
          1 
> postscript(file="/var/www/html/rcomp/tmp/6b0n11226437353.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) 
> op <- KernSur(y,z, xgridsize=par1, ygridsize=par2, correlation=cor(y,z), xbandwidth=dpik(y), ybandwidth=dpik(z))
> op
$xords
 [1]  104.4402  137.6916  170.9430  204.1945  237.4459  270.6973  303.9487
 [8]  337.2001  370.4516  403.7030  436.9544  470.2058  503.4572  536.7087
[15]  569.9601  603.2115  636.4629  669.7143  702.9658  736.2172  769.4686
[22]  802.7200  835.9714  869.2229  902.4743  935.7257  968.9771 1002.2286
[29] 1035.4800 1068.7314 1101.9828 1135.2342 1168.4857 1201.7371 1234.9885
[36] 1268.2399 1301.4913 1334.7428 1367.9942 1401.2456 1434.4970 1467.7484
[43] 1500.9999 1534.2513 1567.5027 1600.7541 1634.0055 1667.2570 1700.5084
[50] 1733.7598

$yords
 [1] 1136.459 1233.973 1331.487 1429.001 1526.515 1624.029 1721.543 1819.057
 [9] 1916.570 2014.084 2111.598 2209.112 2306.626 2404.140 2501.654 2599.168
[17] 2696.682 2794.196 2891.710 2989.223 3086.737 3184.251 3281.765 3379.279
[25] 3476.793 3574.307 3671.821 3769.335 3866.849 3964.363 4061.877 4159.390
[33] 4256.904 4354.418 4451.932 4549.446 4646.960 4744.474 4841.988 4939.502
[41] 5037.016 5134.530 5232.043 5329.557 5427.071 5524.585 5622.099 5719.613
[49] 5817.127 5914.641

$zden
               [,1]          [,2]          [,3]          [,4]          [,5]
 [1,]  2.489456e-05  4.005126e-05  5.132630e-05  5.032087e-05  4.359689e-05
 [2,]  3.051420e-05  5.247755e-05  8.364719e-05  1.097451e-04  1.121299e-04
 [3,]  3.019148e-05  5.577928e-05  9.584521e-05  1.524040e-04  2.030431e-04
 [4,]  2.229359e-05  4.781445e-05  8.783697e-05  1.511427e-04  2.420236e-04
 [5,]  1.214922e-05  3.287265e-05  6.831100e-05  1.215398e-04  2.065118e-04
 [6,]  3.886788e-06  1.586675e-05  4.389632e-05  8.955062e-05  1.518424e-04
 [7,]  5.269467e-07  3.903821e-06  1.759674e-05  5.165634e-05  1.070428e-04
 [8,]  2.475543e-08  3.706729e-07  3.179315e-06  1.619647e-05  5.205698e-05
 [9,]  6.564901e-10  1.255977e-08  2.099696e-07  2.089321e-06  1.221443e-05
[10,]  5.596922e-10  1.731226e-09  8.908023e-09  1.060201e-07  1.136659e-06
[11,]  5.833427e-10  2.654810e-09  7.930147e-09  2.110938e-08  8.585630e-08
[12,]  2.100807e-10  1.931554e-09  1.019816e-08  3.309921e-08  7.916239e-08
[13,]  2.356589e-11  4.620311e-10  5.044140e-09  3.125141e-08  1.147915e-07
[14,]  8.232116e-13  3.413396e-11  7.982193e-10  1.037051e-08  7.588595e-08
[15,]  5.771316e-14  9.883207e-13  3.926419e-11  1.083445e-09  1.676923e-08
[16,]  3.374131e-14  3.460336e-13  2.446352e-12  4.011031e-11  1.162073e-09
[17,]  6.836443e-15  1.518557e-13  1.842299e-12  1.249055e-11  6.790922e-11
[18,]  4.128763e-16  2.014262e-14  5.360611e-13  7.783324e-12  6.178471e-11
[19,]  7.427631e-18  7.958618e-16  4.652107e-14  1.483446e-12  2.580489e-11
[20,]  3.991052e-20  9.371993e-18  1.202678e-15  8.422600e-14  3.217981e-12
[21,]  6.909727e-23  3.347935e-20  9.299352e-18  1.425696e-15  1.195533e-13
[22,]  2.502882e-24  5.479535e-23  2.403046e-20  7.386812e-18  1.331191e-15
[23,]  4.464399e-22  1.797948e-22  1.104489e-22  2.021198e-20  5.218201e-18
[24,]  2.479575e-20  2.191009e-20  1.056151e-20  2.906595e-21  2.964730e-20
[25,]  4.101959e-19  7.961273e-19  8.428969e-19  4.868197e-19  1.535945e-19
[26,]  2.021177e-18  8.616271e-18  2.003712e-17  2.541862e-17  1.759016e-17
[27,]  2.966317e-18  2.777519e-17  1.418722e-16  3.953099e-16  6.008692e-16
[28,]  1.296672e-18  2.666822e-17  2.991979e-16  1.831145e-15  6.113492e-15
[29,]  1.688276e-19  7.626603e-18  1.879402e-16  2.526431e-15  1.852669e-14
[30,]  6.547196e-21  6.496320e-19  3.516254e-17  1.038226e-15  1.672271e-14
[31,]  7.562564e-23  1.648182e-20  1.959484e-18  1.270799e-16  4.495888e-15
[32,]  2.601838e-25  1.245491e-22  3.252383e-20  4.632980e-18  3.600174e-16
[33,]  2.666188e-28  2.803338e-25  1.607907e-22  5.030874e-20  8.586789e-18
[34,]  8.137759e-32  1.879375e-28  2.367679e-25  1.627154e-22  6.100144e-20
[35,]  7.398005e-36  3.752732e-32  1.038440e-28  1.567513e-25  1.290764e-22
[36,]  2.003198e-40  2.231932e-36  1.356560e-32  4.497722e-29  8.134908e-26
[37,]  1.615605e-45  3.953817e-41  5.278357e-37  3.843934e-33  1.527074e-29
[38,]  3.881026e-51  2.086182e-46  6.117281e-42  9.784964e-38  8.538223e-34
[39,]  2.776874e-57  3.278581e-52  2.111623e-47  7.418924e-43  1.421914e-38
[40,]  5.917869e-64  1.534685e-58  2.171071e-53  1.675414e-48  7.053083e-44
[41,]  3.756438e-71  2.139707e-65  6.648646e-60  1.126951e-54  1.042044e-49
[42,]  7.102067e-79  8.885608e-73  6.064434e-67  2.257802e-61  4.585544e-56
[43,]  3.999394e-87  1.099058e-80  1.647586e-74  1.347309e-68  6.010305e-63
[44,]  6.708149e-96  4.049053e-89  1.333230e-82  2.394682e-76  2.346396e-70
[45,] 3.351282e-105  4.443099e-98  3.213377e-91  1.267734e-84  2.728387e-78
[46,] 4.986789e-115 1.452179e-107 2.306853e-100  1.998988e-93  9.449569e-87
[47,] 2.210182e-125 1.413681e-117 4.932596e-110 9.388352e-103  9.747998e-96
[48,] 2.917681e-136 4.099070e-128 3.141475e-120 1.313321e-112 2.995168e-105
[49,] 1.147205e-147 3.540079e-139 5.959166e-131 5.472008e-123 2.741077e-115
[50,] 1.343540e-159 9.106393e-151 3.367000e-142 6.790909e-134 7.471824e-126
               [,6]          [,7]          [,8]         [,9]        [,10]
 [1,]  3.822142e-05  3.264865e-05  2.820650e-05 2.430610e-05 1.698300e-05
 [2,]  1.004018e-04  9.119447e-05  7.942056e-05 6.602382e-05 5.650891e-05
 [3,]  2.131348e-04  1.942296e-04  1.811782e-04 1.639186e-04 1.344601e-04
 [4,]  3.280349e-04  3.516120e-04  3.215806e-04 3.021530e-04 2.848453e-04
 [5,]  3.341751e-04  4.641833e-04  5.101531e-04 4.661330e-04 4.309126e-04
 [6,]  2.478094e-04  4.012472e-04  5.744848e-04 6.546896e-04 6.035309e-04
 [7,]  1.750399e-04  2.675274e-04  4.218774e-04 6.204163e-04 7.418752e-04
 [8,]  1.138973e-04  1.865854e-04  2.673701e-04 3.956713e-04 5.856126e-04
 [9,]  4.403413e-05  1.052033e-04  1.809613e-04 2.524129e-04 3.424623e-04
[10,]  7.595566e-06  3.116973e-05  8.347808e-05 1.572928e-04 2.264752e-04
[11,]  6.183779e-07  4.209637e-06  1.928558e-05 5.846866e-05 1.242388e-04
[12,]  1.916093e-07  6.229321e-07  2.854662e-06 1.252550e-05 4.075367e-05
[13,]  2.802874e-07  5.808281e-07  1.303578e-06 3.586606e-06 1.184583e-05
[14,]  3.223797e-07  8.550242e-07  1.686738e-06 3.199620e-06 6.689737e-06
[15,]  1.455074e-07  7.236940e-07  2.165499e-06 4.379736e-06 7.508432e-06
[16,]  2.131955e-08  2.198973e-07  1.289718e-06 4.452411e-06 9.768875e-06
[17,]  1.049592e-09  2.137142e-08  2.616742e-07 1.818119e-06 7.337420e-06
[18,]  2.794650e-10  1.259426e-09  1.749583e-08 2.454709e-07 2.023742e-06
[19,]  2.449199e-10  1.273265e-09  3.905409e-09 1.579997e-08 1.849915e-07
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             [,26]        [,27]        [,28]        [,29]        [,30]
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[23,]  2.504620e-08  8.056286e-09  1.414688e-09  1.355182e-10  7.081671e-12
[24,]  1.015355e-08  5.716871e-09  2.186122e-09  4.598432e-10  5.277981e-11
[25,]  7.095687e-08  4.842218e-09  1.109444e-09  4.663520e-10  1.171789e-10
[26,]  7.053955e-07  8.070778e-08  5.166309e-09  3.109687e-10  8.064413e-11
[27,]  2.147395e-06  5.384242e-07  7.372718e-08  5.519515e-09  2.396650e-10
[28,]  2.122818e-06  1.088221e-06  3.250167e-07  5.328536e-08  4.769135e-09
[29,]  3.865085e-06  1.021754e-06  4.513760e-07  1.550839e-07  3.034073e-08
[30,]  2.125693e-05  5.409922e-06  8.982250e-07  1.887352e-07  5.989985e-08
[31,]  4.215235e-05  2.295375e-05  7.013695e-06  1.207362e-06  1.404785e-07
[32,]  3.006485e-05  3.081270e-05  2.027410e-05  7.486207e-06  1.522653e-06
[33,]  1.750362e-05  1.569294e-05  1.823787e-05  1.437112e-05  6.391108e-06
[34,]  2.183023e-05  9.151334e-06  6.847350e-06  8.645614e-06  8.092224e-06
[35,]  3.403953e-05  1.454607e-05  4.949454e-06  2.610379e-06  3.273910e-06
[36,]  3.283369e-05  2.058915e-05  9.024742e-06  2.812783e-06  9.686122e-07
[37,]  2.524394e-05  2.046911e-05  1.186269e-05  5.077865e-06  1.560236e-06
[38,]  2.368131e-05  2.706356e-05  2.005651e-05  9.420592e-06  3.171007e-06
[39,]  1.987605e-05  2.591592e-05  3.463628e-05  2.797283e-05  1.282114e-05
[40,]  3.000987e-05  1.752358e-05  2.455031e-05  3.900713e-05  3.708389e-05
[41,]  5.611953e-05  3.289763e-05  1.646831e-05  1.942991e-05  3.532854e-05
[42,]  7.630857e-05  5.443868e-05  3.427100e-05  1.630678e-05  1.335789e-05
[43,]  9.282886e-05  6.973995e-05  4.673119e-05  3.054344e-05  1.522393e-05
[44,]  7.486686e-05  8.345562e-05  6.186935e-05  3.687101e-05  2.287688e-05
[45,]  5.931002e-05  6.781736e-05  7.409706e-05  5.471370e-05  2.880524e-05
[46,]  6.841461e-05  6.152505e-05  6.139718e-05  6.476860e-05  4.860257e-05
[47,]  3.806336e-05  5.729186e-05  5.672975e-05  5.252565e-05  5.345126e-05
[48,]  6.671113e-06  2.134968e-05  3.922776e-05  4.441144e-05  4.037042e-05
[49,]  3.502727e-07  2.452981e-06  9.703682e-06  2.174672e-05  2.875236e-05
[50,]  5.493226e-09  8.425707e-08  7.303495e-07  3.551633e-06  9.682002e-06
              [,46]         [,47]         [,48]         [,49]         [,50]
 [1,] 3.299968e-173 1.555970e-182 4.003590e-192 5.620335e-202 4.304462e-212
 [2,] 2.014628e-160 2.087246e-169 1.179875e-178 3.638503e-188 6.121125e-198
 [3,] 3.665076e-148 8.341902e-157 1.035845e-165 7.016659e-175 2.592846e-184
 [4,] 1.986378e-136 9.931312e-145 2.708829e-153 4.030445e-162 3.271373e-171
 [5,] 3.206806e-125 3.521760e-133 2.109931e-141 6.895557e-150 1.229344e-158
 [6,] 1.542115e-114 3.719949e-122 4.895243e-130 3.514005e-138 1.376045e-146
 [7,] 2.208843e-104 1.170345e-111 3.382806e-119 5.333725e-127 4.587600e-135
 [8,]  9.423739e-95 1.096727e-101 6.962845e-109 2.411378e-116 4.555593e-124
 [9,]  1.197508e-85  3.061110e-92  4.268658e-99 3.247090e-106 1.347405e-113
[10,]  4.532469e-77  2.544837e-83  7.794642e-90  1.302337e-96 1.187003e-103
[11,]  5.109682e-69  6.301492e-75  4.239391e-81  1.555805e-87  3.114638e-94
[12,]  1.715745e-61  4.647577e-67  6.867687e-73  5.535876e-79  2.434238e-85
[13,]  1.715970e-54  1.020957e-59  3.313715e-65  5.866988e-71  5.666514e-77
[14,]  5.111730e-48  6.680211e-53  4.762351e-58  1.852020e-63  3.928897e-69
[15,]  4.535503e-42  1.301883e-46  2.038576e-51  1.741307e-56  8.113805e-62
[16,]  1.198623e-36  7.557068e-41  2.599154e-45  4.876459e-50  4.990890e-55
[17,]  9.434965e-32  1.306578e-35  9.870462e-40  4.067564e-44  9.143912e-49
[18,]  2.212058e-27  6.728457e-31  1.116455e-34  1.010561e-38  4.989812e-43
[19,]  1.544733e-23  1.032041e-26  3.761372e-30  7.478105e-34  8.110313e-38
[20,]  3.212989e-20  4.714946e-23  3.774417e-26  1.648236e-29  3.926354e-33
[21,]  1.990520e-17  6.415909e-20  1.128120e-22  1.082054e-25  5.661655e-29
[22,]  3.673008e-15  2.600385e-17  1.004288e-19  2.115808e-22  2.431615e-25
[23,]  2.018725e-13  3.139187e-15  2.662940e-17  1.232263e-19  3.110614e-22
[24,]  3.304707e-12  1.128749e-13  2.103126e-15  2.137625e-17  1.185219e-19
[25,]  1.611348e-11  1.208860e-12  4.947290e-14  1.104479e-15  1.345082e-17
[26,]  2.343358e-11  3.856339e-12  3.466340e-13  1.699750e-14  4.546744e-16
[27,]  1.511122e-11  3.724312e-12  7.237910e-13  7.791480e-14  4.577748e-15
[28,]  2.340802e-10  7.235866e-12  5.397062e-13  1.070884e-13  1.373092e-14
[29,]  3.251684e-09  1.902623e-10  6.150921e-12  1.488659e-13  1.326445e-14
[30,]  1.361633e-08  1.743089e-09  1.221129e-10  4.672996e-12  1.006003e-13
[31,]  2.230614e-08  4.911439e-09  7.351947e-10  6.155912e-11  2.819046e-12
[32,]  1.745634e-07  1.408549e-08  1.649598e-09  2.479742e-10  2.439159e-11
[33,]  1.560691e-06  2.090987e-07  1.586934e-08  8.868563e-10  7.569448e-11
[34,]  4.320740e-06  1.267083e-06  2.031136e-07  1.785481e-08  8.955918e-10
[35,]  3.600304e-06  2.302483e-06  8.100397e-07  1.556985e-07  1.634239e-08
[36,]  9.999446e-07  1.262618e-06  9.648351e-07  4.068932e-07  9.376284e-08
[37,]  3.965618e-07  2.563552e-07  3.491835e-07  3.175416e-07  1.604251e-07
[38,]  8.470923e-07  1.813437e-07  6.176184e-08  7.662385e-08  8.204573e-08
[39,]  3.489131e-06  6.443977e-07  9.799109e-08  1.738872e-08  1.368103e-08
[40,]  1.947900e-05  5.662087e-06  9.381417e-07  9.753872e-08  8.354776e-09
[41,]  4.004939e-05  2.502237e-05  8.551015e-06  1.604039e-06  1.677610e-07
[42,]  2.535853e-05  3.414884e-05  2.552557e-05  1.042212e-05  2.323432e-06
[43,]  8.642134e-06  1.452141e-05  2.287302e-05  2.045684e-05  1.000307e-05
[44,]  1.219595e-05  5.586627e-06  6.797805e-06  1.204044e-05  1.285777e-05
[45,]  1.504478e-05  8.095045e-06  3.506182e-06  2.745200e-06  4.999826e-06
[46,]  2.377429e-05  9.671263e-06  4.540554e-06  1.975651e-06  1.040038e-06
[47,]  4.191857e-05  2.064550e-05  6.935832e-06  2.368616e-06  9.562437e-07
[48,]  3.948821e-05  3.293232e-05  1.747916e-05  5.644911e-06  1.382647e-06
[49,]  2.697208e-05  2.522896e-05  2.225690e-05  1.320656e-05  4.609021e-06
[50,]  1.513310e-05  1.530285e-05  1.376567e-05  1.252523e-05  8.384294e-06

> image(op$xords, op$yords, op$zden, col=terrain.colors(100), axes=TRUE,main='Bivariate Kernel Density Plot (y,z)',xlab=par6,ylab=par7)
> if (par3=='Y') contour(op$xords, op$yords, op$zden, add=TRUE)
> if (par4=='Y') points(y,z)
> (r<-lm(z ~ y))

Call:
lm(formula = z ~ y)

Coefficients:
(Intercept)            y  
   1559.526        2.323  

> abline(r)
> box()
> dev.off()
null device 
          1 
> postscript(file="/var/www/html/rcomp/tmp/764h91226437354.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) 
> op <- KernSur(x,z, xgridsize=par1, ygridsize=par2, correlation=cor(x,z), xbandwidth=dpik(x), ybandwidth=dpik(z))
> op
$xords
 [1] 175.4808 180.2265 184.9722 189.7179 194.4636 199.2092 203.9549 208.7006
 [9] 213.4463 218.1920 222.9376 227.6833 232.4290 237.1747 241.9204 246.6660
[17] 251.4117 256.1574 260.9031 265.6488 270.3944 275.1401 279.8858 284.6315
[25] 289.3772 294.1228 298.8685 303.6142 308.3599 313.1056 317.8512 322.5969
[33] 327.3426 332.0883 336.8340 341.5796 346.3253 351.0710 355.8167 360.5624
[41] 365.3080 370.0537 374.7994 379.5451 384.2908 389.0364 393.7821 398.5278
[49] 403.2735 408.0192

$yords
 [1] 1136.459 1233.973 1331.487 1429.001 1526.515 1624.029 1721.543 1819.057
 [9] 1916.570 2014.084 2111.598 2209.112 2306.626 2404.140 2501.654 2599.168
[17] 2696.682 2794.196 2891.710 2989.223 3086.737 3184.251 3281.765 3379.279
[25] 3476.793 3574.307 3671.821 3769.335 3866.849 3964.363 4061.877 4159.390
[33] 4256.904 4354.418 4451.932 4549.446 4646.960 4744.474 4841.988 4939.502
[41] 5037.016 5134.530 5232.043 5329.557 5427.071 5524.585 5622.099 5719.613
[49] 5817.127 5914.641

$zden
              [,1]         [,2]         [,3]         [,4]         [,5]
 [1,] 1.443980e-04 1.851687e-04 1.793694e-04 1.367638e-04 9.135548e-05
 [2,] 1.537813e-04 2.600732e-04 3.368814e-04 3.334742e-04 2.621793e-04
 [3,] 1.302279e-04 2.574555e-04 4.198404e-04 5.401260e-04 5.413429e-04
 [4,] 1.152699e-04 2.292127e-04 4.090826e-04 6.235393e-04 7.771267e-04
 [5,] 1.065076e-04 2.168691e-04 3.930193e-04 6.319222e-04 8.793948e-04
 [6,] 8.598137e-05 1.955691e-04 3.813925e-04 6.474926e-04 9.552405e-04
 [7,] 6.137487e-05 1.516670e-04 3.299955e-04 6.209199e-04 1.007638e-03
 [8,] 4.632625e-05 1.115445e-04 2.505410e-04 5.145569e-04 9.336247e-04
 [9,] 3.637337e-05 8.950146e-05 1.929519e-04 3.898189e-04 7.454645e-04
[10,] 2.330085e-05 6.895825e-05 1.602841e-04 3.149553e-04 5.718651e-04
[11,] 1.013522e-05 3.995481e-05 1.169010e-04 2.621466e-04 4.798384e-04
[12,] 2.927049e-06 1.539533e-05 6.043248e-05 1.760330e-04 3.872153e-04
[13,] 6.772611e-07 4.247644e-06 2.118680e-05 8.140820e-05 2.355881e-04
[14,] 1.530381e-07 1.076754e-06 6.036587e-06 2.747515e-05 1.001196e-04
[15,] 3.048465e-08 2.584820e-07 1.697067e-06 8.634842e-06 3.521055e-05
[16,] 7.973193e-09 5.758526e-08 4.217915e-07 2.593516e-06 1.235480e-05
[17,] 4.820399e-09 2.570297e-08 1.299050e-07 7.146863e-07 3.867593e-06
[18,] 2.848494e-09 1.807854e-08 8.862311e-08 3.595280e-07 1.417848e-06
[19,] 1.232613e-09 9.892290e-09 6.111724e-08 2.892264e-07 1.069121e-06
[20,] 3.892068e-10 3.953507e-09 3.075568e-08 1.845907e-07 8.519515e-07
[21,] 8.592591e-11 1.135169e-09 1.132356e-08 8.569668e-08 4.986880e-07
[22,] 1.785139e-11 2.341752e-10 2.943599e-09 2.888414e-08 2.138909e-07
[23,] 1.132665e-11 7.190892e-11 6.342641e-10 6.903948e-09 6.563268e-08
[24,] 1.583553e-11 6.788586e-11 3.380412e-10 1.939021e-09 1.544235e-08
[25,] 3.467277e-11 1.068270e-10 3.816442e-10 1.633518e-09 7.062002e-09
[26,] 6.262673e-11 2.275703e-10 6.569268e-10 1.985035e-09 7.413941e-09
[27,] 6.618948e-11 3.486403e-10 1.293315e-09 3.620407e-09 9.530193e-09
[28,] 3.860442e-11 3.042930e-10 1.660073e-09 6.328670e-09 1.760957e-08
[29,] 1.233281e-11 1.460641e-10 1.194638e-09 6.755884e-09 2.657369e-08
[30,] 2.156051e-12 3.838760e-11 4.718545e-10 4.004808e-09 2.348849e-08
[31,] 2.062413e-13 5.520613e-12 1.020158e-10 1.301440e-09 1.146326e-08
[32,] 1.079458e-14 4.344116e-13 1.206877e-11 2.314674e-10 3.064736e-09
[33,] 3.091352e-16 1.870373e-14 7.812207e-13 2.252594e-11 4.483954e-10
[34,] 4.843983e-18 4.406227e-16 2.766921e-14 1.199471e-12 3.589642e-11
[35,] 4.153065e-20 5.679597e-18 5.362062e-16 3.494692e-14 1.572369e-12
[36,] 1.948260e-22 4.005715e-20 5.685633e-18 5.571090e-16 3.768515e-14
[37,] 5.000775e-25 1.545806e-22 3.298665e-20 4.859412e-18 4.941949e-16
[38,] 7.023278e-28 3.263939e-25 1.047152e-22 2.319206e-20 3.545996e-18
[39,] 5.397024e-31 3.770865e-28 1.818834e-25 6.056293e-23 1.392164e-20
[40,] 2.269241e-34 2.383700e-31 1.728575e-28 8.653389e-26 2.990571e-23
[41,] 5.220586e-38 8.244698e-35 8.988676e-32 6.765157e-29 3.515039e-26
[42,] 6.571573e-42 1.560304e-38 2.557495e-35 2.893884e-32 2.260570e-29
[43,] 4.526190e-46 1.615686e-42 3.981502e-39 6.773256e-36 7.954606e-33
[44,] 1.705717e-50 9.154101e-47 3.391486e-43 8.674106e-40 1.531547e-36
[45,] 3.517179e-55 2.837838e-51 1.580689e-47 6.078064e-44 1.613449e-40
[46,] 3.968177e-60 4.813587e-56 4.030993e-52 2.330318e-48 9.300145e-45
[47,] 2.449642e-65 4.467503e-61 5.624612e-57 4.888547e-53 2.933180e-49
[48,] 8.274209e-71 2.268679e-66 4.294229e-62 5.611210e-58 5.061741e-54
[49,] 1.529193e-76 6.303669e-72 1.793866e-67 3.524077e-63 4.779399e-59
[50,] 1.546346e-82 9.583459e-78 4.100184e-73 1.210997e-68 2.469195e-64
              [,6]         [,7]         [,8]         [,9]        [,10]
 [1,] 6.172904e-05 4.256835e-05 2.587246e-05 1.219250e-05 4.185833e-06
 [2,] 1.820065e-04 1.278139e-04 9.086114e-05 5.670594e-05 2.748550e-05
 [3,] 4.368576e-04 3.142477e-04 2.284980e-04 1.667915e-04 1.065740e-04
 [4,] 7.763458e-04 6.376343e-04 4.728308e-04 3.541103e-04 2.640096e-04
 [5,] 1.031214e-03 1.003135e-03 8.263107e-04 6.258547e-04 4.788638e-04
 [6,] 1.209724e-03 1.305559e-03 1.203108e-03 9.719552e-04 7.400975e-04
 [7,] 1.398197e-03 1.638556e-03 1.623587e-03 1.388729e-03 1.071287e-03
 [8,] 1.464243e-03 1.949157e-03 2.164527e-03 2.002996e-03 1.588340e-03
 [9,] 1.298330e-03 1.977021e-03 2.554987e-03 2.740155e-03 2.423405e-03
[10,] 1.006995e-03 1.673251e-03 2.477465e-03 3.127780e-03 3.275438e-03
[11,] 7.894936e-04 1.271241e-03 2.001866e-03 2.881492e-03 3.565173e-03
[12,] 6.752121e-04 1.022850e-03 1.504205e-03 2.228756e-03 3.111981e-03
[13,] 5.136378e-04 8.708372e-04 1.240939e-03 1.677291e-03 2.321730e-03
[14,] 2.836025e-04 6.137687e-04 1.027598e-03 1.410572e-03 1.778290e-03
[15,] 1.174040e-04 3.163566e-04 6.722770e-04 1.119481e-03 1.512306e-03
[16,] 4.594562e-05 1.382403e-04 3.437251e-04 7.008078e-04 1.154689e-03
[17,] 1.736843e-05 6.083227e-05 1.686415e-04 3.839698e-04 7.338603e-04
[18,] 6.005254e-06 2.422125e-05 8.060681e-05 2.123314e-04 4.521939e-04
[19,] 3.376777e-06 1.066739e-05 3.534926e-05 1.079170e-04 2.720645e-04
[20,] 3.027969e-06 8.613878e-06 2.195160e-05 5.730215e-05 1.511005e-04
[21,] 2.240662e-06 7.763555e-06 2.105339e-05 4.771553e-05 1.025760e-04
[22,] 1.208348e-06 5.268164e-06 1.778789e-05 4.683282e-05 9.980675e-05
[23,] 4.775348e-07 2.630216e-06 1.111760e-05 3.644897e-05 9.340563e-05
[24,] 1.341465e-07 9.537482e-07 5.145903e-06 2.113732e-05 6.712916e-05
[25,] 3.666483e-08 2.549314e-07 1.714244e-06 9.059469e-06 3.631202e-05
[26,] 2.784748e-08 1.021958e-07 4.867087e-07 2.830814e-06 1.442244e-05
[27,] 3.063900e-08 1.057673e-07 3.240121e-07 1.040690e-06 4.519126e-06
[28,] 4.198291e-08 1.150365e-07 3.650845e-07 1.036551e-06 2.585317e-06
[29,] 7.471190e-08 1.676520e-07 3.945525e-07 1.126801e-06 3.070745e-06
[30,] 9.555021e-08 2.742668e-07 5.979057e-07 1.239293e-06 3.114309e-06
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[12,] 1.240751e-09 7.292501e-11 2.973122e-12 8.388119e-14 1.635777e-15
[13,] 7.020363e-09 6.093060e-10 3.703293e-11 1.564469e-12 4.577725e-14
[14,] 2.366182e-08 2.892412e-09 2.566462e-10 1.608656e-11 7.034087e-13
[15,] 6.098648e-08 8.797752e-09 1.041956e-09 9.316352e-11 5.987960e-12
[16,] 2.008838e-07 2.627524e-08 3.145738e-09 3.378734e-10 2.947529e-11
[17,] 8.024134e-07 1.139058e-07 1.256199e-08 1.189435e-09 1.051259e-10
[18,] 2.416380e-06 4.651202e-07 6.412867e-08 6.471587e-09 5.086391e-10
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[21,] 5.619711e-05 1.848513e-05 4.502419e-06 8.192560e-07 1.129622e-07
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[23,] 4.973299e-04 3.131549e-04 1.497246e-04 5.268616e-05 1.341637e-05
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[38,] 5.696214e-04  5.145775e-04  4.335616e-04  3.116406e-04  1.803842e-04
[39,] 5.298871e-04  5.018200e-04  4.580893e-04  3.717271e-04  2.503943e-04
[40,] 4.363985e-04  4.425408e-04  4.383010e-04  3.997019e-04  3.113209e-04
[41,] 3.412303e-04  3.349799e-04  3.549808e-04  3.630906e-04  3.310724e-04
[42,] 3.383481e-04  2.681405e-04  2.490515e-04  2.634823e-04  2.745685e-04
[43,] 3.650864e-04  2.999422e-04  2.248264e-04  1.831477e-04  1.792276e-04
[44,] 3.170703e-04  3.200117e-04  2.813728e-04  2.060684e-04  1.420991e-04
[45,] 2.259076e-04  2.509573e-04  2.819415e-04  2.701913e-04  2.015535e-04
[46,] 1.323488e-04  1.535371e-04  1.914074e-04  2.416877e-04  2.524004e-04
[47,] 5.418425e-05  7.471103e-05  9.600235e-05  1.372966e-04  1.938389e-04
[48,] 1.360608e-05  2.517580e-05  3.739277e-05  5.463083e-05  9.023847e-05
[49,] 2.067361e-06  5.182933e-06  1.017414e-05  1.654113e-05  2.801582e-05
[50,] 2.168442e-07  6.345627e-07  1.705742e-06  3.568980e-06  6.462328e-06
              [,46]         [,47]         [,48]         [,49]         [,50]
 [1,] 4.157822e-129 1.681620e-135 4.694999e-142 9.049595e-149 1.204173e-155
 [2,] 6.011875e-122 3.655579e-128 1.534435e-134 4.446582e-141 8.895496e-148
 [3,] 4.756241e-115 4.348047e-121 2.743919e-127 1.195455e-133 3.595516e-140
 [4,] 2.058884e-108 2.829740e-114 2.684777e-120 1.758549e-126 7.951820e-133
 [5,] 4.876531e-102 1.007650e-107 1.437329e-113 1.415424e-119 9.622387e-126
 [6,]  6.319788e-96 1.963295e-101 4.210335e-107 6.233488e-113 6.371060e-119
 [7,]  4.481322e-90  2.093019e-95 6.748219e-101 1.502062e-106 2.308089e-112
 [8,]  1.738687e-84  1.220879e-89  5.917976e-95 1.980414e-100 4.575146e-106
 [9,]  3.691038e-79  3.896584e-84  2.839680e-89  1.428685e-94 4.962144e-100
[10,]  4.287347e-74  6.804688e-79  7.455526e-84  5.639356e-89  2.944738e-94
[11,]  2.724838e-69  6.501962e-74  1.071024e-78  1.217965e-83  9.561721e-89
[12,]  9.475555e-65  3.399325e-69  8.418451e-74  1.439301e-78  1.698781e-83
[13,]  1.802932e-60  9.724147e-65  3.620560e-69  9.306351e-74  1.651388e-78
[14,]  1.877009e-56  1.522028e-60  8.519839e-65  3.292450e-69  8.783611e-74
[15,]  1.069222e-52  1.303491e-56  1.096988e-60  6.373437e-65  2.556300e-69
[16,]  3.332570e-49  6.108062e-53  7.728258e-57  6.750528e-61  4.070614e-65
[17,]  5.683337e-46  1.566070e-49  2.979023e-53  3.912136e-57  3.546665e-61
[18,]  5.303257e-43  2.197019e-46  6.283194e-50  1.240522e-53  1.690810e-57
[19,]  2.707677e-40  1.686435e-43  7.251032e-47  2.152323e-50  4.410436e-54
[20,]  7.564304e-38  7.083020e-41  4.578569e-44  2.043241e-47  6.294728e-51
[21,]  1.156343e-35  1.627782e-38  1.581909e-41  1.061330e-44  4.915748e-48
[22,]  9.675379e-34  2.047126e-36  2.990672e-39  3.016499e-42  2.100480e-45
[23,]  4.469256e-32  1.412617e-34  3.096404e-37  4.692391e-40  4.911343e-43
[24,]  2.866239e-30  7.867493e-33  2.010312e-35  4.173220e-38  6.370253e-41
[25,]  5.296181e-27  1.169541e-29  1.814485e-32  2.035872e-35  1.783903e-38
[26,]  8.804560e-24  2.904154e-26  6.633151e-29  1.048237e-31  1.145969e-34
[27,]  8.048234e-21  3.989310e-23  1.369178e-25  3.250785e-28  5.335933e-31
[28,]  4.033864e-18  3.003452e-20  1.548603e-22  5.524338e-25  1.362581e-27
[29,]  1.109863e-15  1.240517e-17  9.604299e-20  5.145724e-22  1.906566e-24
[30,]  1.679903e-13  2.816039e-15  3.271170e-17  2.630522e-19  1.463312e-21
[31,]  1.404150e-11  3.524704e-13  6.135146e-15  7.396857e-17  6.172125e-19
[32,]  6.522666e-10  2.445772e-11  6.365475e-13  1.148540e-14  1.435343e-16
[33,]  1.701244e-08  9.492108e-10  3.681462e-11  9.911772e-13  1.850476e-14
[34,]  2.530049e-07  2.088535e-08  1.200984e-09  4.803223e-11  1.334359e-12
[35,]  2.191994e-06  2.655304e-07  2.247802e-08  1.326986e-09  5.454384e-11
[36,]  1.138584e-05  1.999108e-06  2.467134e-07  2.132110e-08  1.287107e-09
[37,]  3.698097e-05  9.201517e-06  1.630278e-06  2.039270e-07  1.791552e-08
[38,]  8.088947e-05  2.724349e-05  6.721994e-06  1.193155e-06  1.505137e-07
[39,]  1.350857e-04  5.709117e-05  1.846858e-05  4.459729e-06  7.860639e-07
[40,]  1.960562e-04  9.768555e-05  3.825303e-05  1.165231e-05  2.706852e-06
[41,]  2.500040e-04  1.488093e-04  6.871343e-05  2.471187e-05  6.956479e-06
[42,]  2.519263e-04  1.875159e-04  1.076199e-04  4.682247e-05  1.554850e-05
[43,]  1.853454e-04  1.716928e-04  1.279414e-04  7.233824e-05  3.036333e-05
[44,]  1.153773e-04  1.113749e-04  1.031877e-04  7.773978e-05  4.407015e-05
[45,]  1.227425e-04  7.632348e-05  6.113784e-05  5.446005e-05  4.147208e-05
[46,]  1.964640e-04  1.141225e-04  5.644822e-05  3.293187e-05  2.557277e-05
[47,]  2.183166e-04  1.784078e-04  1.042274e-04  4.596789e-05  1.930351e-05
[48,]  1.405665e-04  1.687546e-04  1.445396e-04  8.688182e-05  3.730629e-05
[49,]  5.313774e-05  8.999453e-05  1.141146e-04  1.021242e-04  6.362858e-05
[50,]  1.282863e-05  2.757208e-05  5.013091e-05  6.672390e-05  6.223641e-05

> image(op$xords, op$yords, op$zden, col=terrain.colors(100), axes=TRUE,main='Bivariate Kernel Density Plot (x,z)',xlab=par5,ylab=par7)
> if (par3=='Y') contour(op$xords, op$yords, op$zden, add=TRUE)
> if (par4=='Y') points(x,z)
> (r<-lm(z ~ x))

Call:
lm(formula = z ~ x)

Coefficients:
(Intercept)            x  
   -1470.84        15.84  

> abline(r)
> box()
> dev.off()
null device 
          1 
> 
> system("convert tmp/1zle21226437353.ps tmp/1zle21226437353.png")
> system("convert tmp/2fd6g1226437353.ps tmp/2fd6g1226437353.png")
> system("convert tmp/3d6851226437353.ps tmp/3d6851226437353.png")
> system("convert tmp/48tu51226437353.ps tmp/48tu51226437353.png")
> system("convert tmp/5bc431226437353.ps tmp/5bc431226437353.png")
> system("convert tmp/6b0n11226437353.ps tmp/6b0n11226437353.png")
> system("convert tmp/764h91226437354.ps tmp/764h91226437354.png")
> 
> 
> proc.time()
   user  system elapsed 
  2.314   1.320   2.910