Correlation Function of PSCz 0.6 Jy with high-latitude mask
(Hamilton A. J. S., Tegmark M., 2001, MNRAS, in press, astro-ph/0008392).
http://casa.colorado.edu/~ajsh/pscz/

Version of October 2001.

r is the pair separation in Mpc/h.
xi(r) is the correlation function, constructed as the Fourier transform
of the correlated power spectrum P(k).
xi-(r) and xi+(r) are not 1-sigma limits, but rather they are the Fourier
transforms of the +- 1-sigma extremes P(k) +- DeltaP(k)
of the correlated power spectrum.
Notice that xi- is not always less than xi+, and that xi- and xi+
do not necessarily encompass the central value xi.

r        xi(r)    xi-(r)   xi+(r)
0.00961  16200.     2980.    26000.
0.0111   12500.     2890.    19800.
0.0128    9130.     2790.    14500.
0.0148    6320.     2670.    10300.
0.0171    4240.     2520.     7130.
0.0197    3070.     2360.     5100.
0.0228    2810.     2170.     4150.
0.0263    3070.     1950.     3890.
0.0304    3070.     1720.     3570.
0.0351    2260.     1480.     2650.
0.0405    1170.     1250.     1510.
0.0468     931.     1030.     1150.
0.0541    1160.      841.     1270.
0.0624     841.      660.      974.    
0.0721     577.      486.      687.    
0.0833     364.      336.      447.    
0.0961     435.      250.      562.    
0.111      278.      219.      370.    
0.128      282.      207.      343.    
0.148      198.      155.      247.    
0.171      90.0      58.0      120.    
0.197      91.5      63.7      120.    
0.228      86.5      70.1      103.    
0.263      76.6      65.2      88.2    
0.304      45.3      38.3      52.3    
0.351      31.9      25.1      38.7    
0.405      32.6      25.1      40.0    
0.468      31.1      26.9      35.3    
0.541      24.4      24.7      24.0    
0.624      19.8      19.1      20.6    
0.721      13.4      11.2      15.6    
0.833      11.5      10.1      12.9    
0.961      11.2      10.7      11.7    
 1.11      8.18      7.60      8.76    
 1.28      6.12      5.54      6.70    
 1.48      5.01      4.31      5.71    
 1.71      4.19      3.77      4.62    
 1.97      3.67      3.23      4.12    
 2.28      3.15      2.67      3.63    
 2.63      2.11      1.77      2.45    
 3.04      1.67      1.41      1.92    
 3.51      1.53      1.32      1.74    
 4.05      1.09     0.905      1.28    
 4.68     0.853     0.709     0.996    
 5.41     0.736     0.609     0.864    
 6.24     0.592     0.474     0.709    
 7.21     0.501     0.408     0.593    
 8.33     0.409     0.327     0.490    
 9.61     0.319     0.250     0.389    
 11.1     0.286     0.235     0.337    
 12.8     0.191     0.144     0.238    
 14.8     0.149     0.107     0.191    
 17.1     0.127     0.0886    0.165    
 19.7     0.106     0.0751    0.138    
 22.8     0.0670    0.0441    0.0899
 26.3     0.0387    0.0196    0.0576
 30.4     0.0180    0.00487   0.0310
 35.1     0.0154    0.00411   0.0267
 40.5     0.0154    0.00636   0.0245
 46.8     0.0104    0.00433   0.0164
 54.1    -0.00132  -0.00500   0.00234
 62.4    -0.00101  -0.00306   0.00102
 72.1     0.000883 -0.000326  0.00209
 83.3    -0.000406 -0.000897  0.000089
 96.1    -0.00112  -0.00137  -0.000863
 111.    -0.000982 -0.000927 -0.00103
 128.    -0.000597 -0.000373 -0.000813
 148.    -0.000491 -0.000247 -0.000734
 171.     0.000605  0.000817  0.000387
 197.    -0.000587 -0.000299 -0.000881
 228.    -0.000591 -0.000441 -0.000741
 263.     0.000223  0.000222  0.000227
 304.     0.000331  0.000265  0.000395
 351.    -0.000153 -0.000184 -0.000125