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'""!#!# B!#ȅB'!#Ȣɢ'̅"' '`@ȅ""`$ '!# B;X@WX! ''""㿠@`??@@㿠@`<??@@@??Q_p?E@?Q?l??@@?@?@@@@A@@@@@?@?@@Q@S?\(\?QR?>Ey0:??????@@ !½?@ (R.B>퍿@ !½??@???@ !½@?z򚼯H>z򚼯H??@ !½@??>퍿@ !½?@? == == == == == POINT PATTERN ANALYSIS == == (Version 1.0a) == == == == Developed by == == DongMei Chen and Arthur Getis == == San Diego State University == == == This package includes a variety of pattern analysis techniques. Please press ENTER to continue... Please select the analytical routine that you want. (Enter the number in front of the routine desired (0-14).) Wrong Input. Good Bye! Wrong Input. 1 - Basic descriptive statistics 2 - Nearest neighbor analysis 3 - Refined nearest neighbor analysis 4 - K-Function (second-order analysis) 5 - Weighted K-Function analysis 6 - Cluster: Knox Time-space analysis 7 - Join-count statistic 8 - Global Moran's I 9 - Global Geary's c 10 - General Getis-Ord's G 11 - Local Ii statistic 12 - Local Gi statistic 13 - Local Gi* statistic 14 - Local K-Function 0 - quit w+rCan't open data file %s. %f%f%f%f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %14.4f Observed mean, Expected mean, Variance, Z-value The input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %14.4f Observed mean, Expected mean, Variance, Z-value %12.4f %12.4f %12.4f %12.4f %12.4f %12.4f %12.4f %12.4f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d X Y Z The input data file: %s The total number of points: %d X Y Z Minimum %10.3f%10.3f%10.3f Maximum %10.3f%10.3f%10.3f Mean %10.3f%10.3f%10.3f Stand. Dev.%10.3f%10.3f%10.3f Skewness %10.3f%10.3f%10.3f Kurtosis %10.3f%10.3f%10.3f Minimum %10.3f%10.3f%10.3f Maximum %10.3f%10.3f%10.3f Mean %10.3f%10.3f%10.3f Stand. Dev.%10.3f%10.3f%10.3f Skewness %10.3f%10.3f%10.3f Kurtosis %10.3f%10.3f%10.3f Not enough memory! Exiting...! === Join-Count Statistic == Three inputs will be needed: a): input BW data file (1 for black, 0 for white) b): input weight matrix file c): Output data file The input BW data file should be one column representing N points, coded as 1 for black, 0 for white. The weight matrix file should be an N by N matrix. Please enter the name of the B/W data file: %30sPlease enter the file containing the weight matrix: %30sPlease enter the name of the output file: %30sThe input BW data file: %30s The input weight matrix file: %30s The output file: %30s To continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === Global Moran's I == In this program, the I can be calculated using either your own weight matrix, or a program calculated distance weight matrix. For the distance weight matrix, a series of I values (the correlogram) with specified distance intervals can be calculated. For tests of significance we use the assumption of randomization. Please enter the name of the input data file: %30sPlease enter the name of the output data file: %30sWhich kind of weighting scheme will be used? 1 - values in input weight matrix file 2 - A/(distance)**M %dPlease enter the file of the weight matrix: %30s The value of A ? %f The value of M (power)? %fDo you want to use increments or bands 1 - increments, 2 - bands. %dEnter the maximum search distance: %fEnter the number of increments (or bands): %dnoInput errorTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === Global Geary's c == In this program, the c can be calculated using either your own weight matrix, or a program calculated distance weight matrix. For the distance weight matrix, a series of c values (the correlogram) with specified distance intervals can be calculated. For tests of significance we use the assumption of randomization. Please enter the name of the input data file: %30sPlease enter the name of the output data file: %30sWhich kind of weighting scheme will be used? 1 - values in input weight matrix file 2 - A/(distance)**M %dPlease enter the file of the weight matrix: %30s The value of A ? %f The value of M (power)? %fDo you want to use increments or bands 1 - increments, 2 - bands. %dEnter the maximum search distance: %fEnter the number of increments: %dnoInput errorTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === Global Getis and Ord's G == In this program, the G is calculated for a specified distances from all points where the maximum distance can be divided into as with many increments as desired. Please enter the name of the input data file: %30sPlease enter the name of output data file: %30sEnter the maximum search distance: %fEnter the number of increments: %dTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. == Basic Descriptive Statistics == This program will calculate the following for X, Y and Z: a) the total number of points, b) minimum, c) maximum, d) mean, e) standard deviation, f) skewness, and g) kurtosis; The format of the input data file should be x, y and z values. Please enter the name of the input data file: %30sPlease enter the name of the output data file: %20sTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. == Local Moran's Ii == In this program, the Ii can be calculated using weight matrix values or calculated distance measures; For distance weight matrix, the Ii for correlograms with distance intervals can be calculated. Please enter the name of the input data file: %30sPlease enter the name of the output data file: %20sDo you have a weight matrix file? (1 for yes, 2 for no) %dPlease enter the filename of the weight matrix: %30sno The value of M (power)? %f Enter the maximum search distance: %f Enter the number of increments: %dTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. == Local Gi statistic == In this program, the Gi is calculated for a specified distances from each ith point where the maximum distance can be divided into as with many increments as desired. Please enter the name of the input data file: %30sPlease enter the name of output data file: %30sEnter the maximum search distance: %fEnter the number of increments: %dTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. == Local Gi* Statistic == In this program, the Gi is calculated for a specified distances from each ith point where the maximum distance can be divided into as with many increments as desired. Please enter the name of the input data file: %30sPlease enter the name of output data file: %30sEnter the maximum search distance: %fEnter the number of increments: %dTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. == Nearest Neighbor Analysis == This is for the study of points in a rectangle or square area of any size. The input data file should contain N rows of X, Y coordinates, and Z values all of which are 1s. Please enter the name of the input data file: %30sPlease enter the output file name: %20sTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === Refined Nearest Neighbor Analysis == This is for the study of points in a rectangle or square area of any size where an adjustment is made for points closer to the boundary than to their nearest neighbors. The format of the input data file should be X, Y coordinates, and Z values made up of 1s. Please enter the name of the input data file: %30sPlease enter the output file: %20sTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === K-Function or Second Order Analysis == This is used for a rectangle or square area of any size. The format of the input data file should be X, Y coordinates, and Z values made up of 1s. Please enter the name of the input data file: %30sPlease enter the output file name : %20sPlease enter the maximum distance that you want: %fPlease enter the number of increments: %fPlease enter the number of permutations for creating the confidence envelope: %dTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === Weighted K-Function or Second Order Analysis == This is for a rectangle or square area of any size. The format of the input data file should be the X, Y coordinates, and the Z values. Please enter the name of the input data file: %30sPlease enter the name of the output file: %20sPlease enter the maximum search radius: %fPlease enter the number of increments : %fPlease enter the number of permutations for creating the confidence envelope: %dTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === Local K-Function or Local Second Order Analysis == The format of the input data file should be X, Y coordinates, and Z values made up of 1s. Please enter the name of the input data file: %30sPlease enter the output file name : %20sPlease enter the maximum distance that you want: %fPlease enter the number of increments: %fPlease enter the number of permutations for creating the confidence envelope: %dTo continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. === Knox Statistic == The inputs that are needed include: a): input data file name, b): output data file name, c): the distance interval d): the time interval The input file should contain X, Y coordinates, and T values where T represents time as a continuous variable, Please enter the name of the input data file: %30sPlease enter the name of the output file: %20sPlease enter the distance: %fPlease enter the time interval:%f The input data file: %20s The distance interval used: %10.3f The time interval used: %10.3f To continue, enter 1 To start this routine again, enter 2 To select another routine, enter 3 %d Computing is finished. w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d rCan't open weight matrix file %s. The weight matrix file is %s The weight matrix file is %s %fThe weight matrix file doesn't match with your data. Geary's c Variance Z-value Geary's c Variance Z-value %10.4f %12.6f %12.5f %10.4f %12.6f %12.5f Distance Geary's c Variance Z-value Distance Geary's c Variance Z-value %11.4f %9.5f %12.6f %12.5f %11.4f %9.5f %12.6f %12.5f Band Geary's c Variance Z-value Band Geary's c Variance Z-value %9.3f-%9.3f %9.5f %10.4f %10.4f %9.3f-%9.3f %10.4f %9.5f %10.4f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d Distance G(d) Expected G(d) Variance Z-value Distance G(d) Expected G(d) Variance Z-value %11.4f %9.5f %10.4f %12.5f %12.4f %11.4f %9.5f %10.4f %12.5f %12.4f Can't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d Can't open weight matrix file %s. The weight matrix file is %s The weight matrix file is %s %fThe weight matrix file doesn't match with your data. Moran's I Expected I Variance Z-value Moran's I Expected I Variance Z-value %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f Distance Moran's I Expected I Variance Z-value Distance Moran's I Expected I Variance Z-value %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f %10.4f Band Moran's I Expected I Variance Z-value Band Moran's I Expected I Variance Z-value %9.3f-%9.3f %9.5f %10.4f %10.4f %10.4f %9.3f-%9.3f %9.5f %10.5f %10.4f %10.4f w+rCan't open data file %s. %f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d rCan't open weight matrix file %s. %fThe weight matrix file doesn't match with your data.The weight matrix file is %s The weight matrix file is %s The number of black points is %10.0f The number of white points is %10.0f The number of joins is %10.0f The observed number of BW joins is %10.0f The expected number of BW joins is %10.2f The Variance of BW joins is %10.4f The Z statistic for BW joins is %10.4f The number of black points is %10.0f The number of white points is %10.0f The number of joins is %10.0f The observed number of BW joins is %10.0f The expected number of BW joins is %10.2f The Variance of BW joins is %10.4f The Z statistic for BW joins is %10.4f This Z is significant at p=0.001 This Z is significant at p=0.001 This Z is significant at p=0.005 This Z is significant at p=0.005 This Z is significant at p=0.01 This Z is significant at p=0.01 This Z is significant at p=0.05 This Z is significant at p=0.05 This Z is not significant (p=0.05) This Z is not significant (p=0.05) w+rCan't open %s file. %f%f%f%f%f%f%f%f%f The input data file: %s The output data file: %s The input data file: %s The output data file: %s DISTANCE TIME N11 N12 N21 N22 E[N11] P DISTANCE TIME N11 N12 N21 N22 E[N11] P %8.3f%9.2f %8d %8d%8d %8d %9.3f %8.5f %8.3f %9.3f %8d %8d%8d %8d %10.3f %8.5f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d rCan't open weight matrix file %s. The weight matrix file is %s The weight matrix file is %s %fThe weight matrix file doesn't match with your data. # Geary's ci # Geary's ci Distance: %f %6d %12.4f %6d %12.4f Can't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d Distance: %f Distance: %f # Gi*(d) # Gi*(d) %8d %12.5f %8d %12.5f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d Distance: %f Distance: %f # Gi(d) # Gi(d) %7d %12.5f %7d %12.5f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The input data file: %s The total number of points: %d rCan't open weight matrix file %s. The weight matrix file is %s The weight matrix file is %s %fThe weight matrix file doesn't match with your data. # Moran's Ii Expected I Variance Z-value # Moran's Ii Expected I Variance Z-value Distance: %14.5f Distance: %14.5f %6d %10.4f %10.4f %10.4f %10.4f %6d %10.4f %10.4f %10.4f %10.4f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %14.4f The input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %14.4f r, n1, n2, F(r), P(r), |F(r) - P(r)| r, n1, n2, F(r), P(r), |F(r) - P(r)| fubar at %5.3f %9.3f %7d %7d %8.3f %8.3f %8.3f %8.3f %7d %5d %8.3f %8.3f %8.3f fubar at %5.3f The Maximum d(r) is %10.3f at r=%10.4f The Maximum d(r) is %10.3f at r=%10.4f This d(r) is at %8.3f signficance levelThis d(r) is at the %8.3f significance level Can't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %f The maximum search distance: %f The step size: %f The number of permutation for significance envelope:%d The input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %14.4f The maximum search distance: %f The step size: %f The number of permutations for the confidence of significance envelope:%d The computing will take a while. Please wait! Distance Observed L(d) Minimum L(d) Maximum L(d) Distance Observed L(d) Minimum L(d) Maximum L(d) %11.5f %13.5f %13.5f %13.5f %11.5f %13.5f %13.5f %13.5f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The beginning time: %f The end time: %f The total area: %f The maximum search distance: %f The step size of space: %f The step size of time: %f The input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The beginning time: %f The end time: %f The total area: %14.4f The maximum search distance: %f The spatial step size: %f The temporal step size: %f Distance Time Observed K(d,t) K(d) K(t) D(d,t) Distance Time Observed K(d,t) K(d) K(t) D(d,t) %10.3f %10.3f %11.4f %11.4f %11.4f %10.3f %10.3f %11.4f %11.4f %11.4f %11.4f w+rCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %f The maximum search distance: %f The step size: %f The number of permutations for the confidence envelope:%d The input data file: %s The total number of points: %d The minimum x coordinate: %14.5f The maximum x coordinate: %14.5f The minimum y coordinate: %14.5f The maximum y coordinate: %14.5f The total area: %14.4f The maximum search distance: %14.5f The step size: %14.5f The number of permutations for the confidence envelope:%d It will take a while to calculate the envelope. Please wait! Distance Observed L(d) Minimum L(d) Maximum L(d) Distance Observed L(d) Minimum L(d) Maximum L(d) %12.4f %12.4f %12.4f %12.4f %12.4f %12.4f %12.4f %12.4f Distance Observed L*(d) Minimum L*(d) Maximum L*(d) Distance Observed L*(d) Minimum L*(d) Maximum L*(d) %12.4f %12.4f %12.5f %12.5f %12.4f %12.4f %12.5f %12.5f ============================================ r Can't open data file %s. %20s Please check to make sure your input file: 1) Is an ASCII file (no word, excel, dbf, etc. files) 2) Contains only the following characters '.0123456789' 3) Contains only numbers less than 20 digits long %20sr Can't open data file %s. %20s Note: For this routine, the data file may contain only 0s and 1s. Please check to make sure your input file: 1) Is an ASCII file (no word, excel, dbf, etc. files) 2) Contains only the following characters '.0123456789' 3) Contains only numbers less than 20 digits long %20sCan't open data file %s. %f%f%f%f%f%f%f%f%fThe input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %f The maximum search distance: %f The step size: %f The number of permutation for significance envelope:%d The input data file: %s The total number of points: %d The minimum x coordinate: %f The maximum x coordinate: %f The minimum y coordinate: %f The maximum y coordinate: %f The total area: %14.4f The maximum search distance: %f The step size: %f The number of permutations for the confidence of significance envelope:%d The computing will take a while. Please wait! 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SMI@(#)int_limits.h 1.5 98/01/06 SMI@(#)stdarg.h 1.41 97/11/22 SMI@(#)locale.h 1.18 98/01/22 SMI@(#)libintl.h 1.12 97/08/20 SMI@(#)stddef.h 1.15 97/12/22 SMIacomp: WorkShop Compilers 5.0 98/12/15 C 5.0@(#)stdio.h 1.69 98/07/13 SMI@(#)feature_tests.h 1.17 97/12/04 SMI@(#)isa_defs.h 1.16 99/05/25 SMI@(#)va_list.h 1.11 97/11/22 SMI@(#)stdio_tag.h 1.3 98/04/20 SMI@(#)stdio_impl.h 1.7 98/04/17 SMI@(#)assert.h 1.9 92/07/14 SMI@(#)math.h 2.7 98/01/27@(#)floatingpoint.h 2.4 94/06/09@(#)ieeefp.h 2.7 94/11/09@(#)ctype.h 1.30 98/01/16 SMI@(#)setjmp.h 1.32 98/01/30 SMI@(#)stdlib.h 1.44 98/01/22 SMI@(#)float.h 1.15 97/11/22 SMI@(#)signal.h 1.37 98/01/17 SMI@(#)types.h 1.63 98/04/28 SMI@(#)machtypes.h 1.12 96/08/01 SMI@(#)int_types.h 1.6 97/08/20 SMI@(#)select.h 1.16 98/04/27 SMI@(#)time.h 2.62 98/02/04 SMI@(#)time.h 1.36 98/03/27 SMI@(#)time_impl.h 1.3 98/02/13 SMI@(#)signal.h 1.53 98/06/30 SMI@(#)unistd.h 1.36 98/07/16 SMI@(#)siginfo.h 1.54 98/03/27 SMI@(#)machsig.h 1.14 98/02/05 SMI@(#)procset.h 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SMI@(#)stdio_impl.h 1.7 98/04/17 SMI@(#)ieeefp.h 2.7 94/11/09@(#)search.h 1.16 97/02/12 SMI@(#)types.h 1.63 98/04/28 SMI@(#)machtypes.h 1.12 96/08/01 SMI@(#)int_types.h 1.6 97/08/20 SMI@(#)select.h 1.16 98/04/27 SMI@(#)time.h 2.62 98/02/04 SMI@(#)time.h 1.36 98/03/27 SMI@(#)time_impl.h 1.3 98/02/13 SMI@(#)stdlib.h 1.44 98/01/22 SMI@(#)string.h 1.22 97/12/22 SMI@(#)errno.h 1.15 98/03/02 SMI@(#)errno.h 1.19 98/01/14 SMI@(#)assert.h 1.9 92/07/14 SMI@(#)ctype.h 1.30 98/01/16 SMI@(#)setjmp.h 1.32 98/01/30 SMI@(#)float.h 1.15 97/11/22 SMI@(#)signal.h 1.37 98/01/17 SMI@(#)signal.h 1.53 98/06/30 SMI@(#)unistd.h 1.36 98/07/16 SMI@(#)siginfo.h 1.54 98/03/27 SMI@(#)machsig.h 1.14 98/02/05 SMI@(#)procset.h 1.18 98/06/30 SMI@(#)limits.h 1.48 98/07/20 SMI@(#)int_limits.h 1.5 98/01/06 SMI@(#)stdarg.h 1.41 97/11/22 SMI@(#)locale.h 1.18 98/01/22 SMI@(#)libintl.h 1.12 97/08/20 SMI@(#)stddef.h 1.15 97/12/22 SMIacomp: WorkShop Compilers 5.0 98/12/15 C 5.0@(#)stdio.h 1.69 98/07/13 SMI@(#)feature_tests.h 1.17 97/12/04 SMI@(#)isa_defs.h 1.16 99/05/25 SMI@(#)va_list.h 1.11 97/11/22 SMI@(#)stdio_tag.h 1.3 98/04/20 SMI@(#)stdio_impl.h 1.7 98/04/17 SMI@(#)assert.h 1.9 92/07/14 SMI@(#)math.h 2.7 98/01/27@(#)floatingpoint.h 2.4 94/06/09@(#)ieeefp.h 2.7 94/11/09@(#)ctype.h 1.30 98/01/16 SMI@(#)setjmp.h 1.32 98/01/30 SMI@(#)stdlib.h 1.44 98/01/22 SMI@(#)float.h 1.15 97/11/22 SMI@(#)signal.h 1.37 98/01/17 SMI@(#)types.h 1.63 98/04/28 SMI@(#)machtypes.h 1.12 96/08/01 SMI@(#)int_types.h 1.6 97/08/20 SMI@(#)select.h 1.16 98/04/27 SMI@(#)time.h 2.62 98/02/04 SMI@(#)time.h 1.36 98/03/27 SMI@(#)time_impl.h 1.3 98/02/13 SMI@(#)signal.h 1.53 98/06/30 SMI@(#)unistd.h 1.36 98/07/16 SMI@(#)siginfo.h 1.54 98/03/27 SMI@(#)machsig.h 1.14 98/02/05 SMI@(#)procset.h 1.18 98/06/30 SMI@(#)string.h 1.22 97/12/22 SMI@(#)limits.h 1.48 98/07/20 SMI@(#)int_limits.h 1.5 98/01/06 SMI@(#)stdarg.h 1.41 97/11/22 SMI@(#)locale.h 1.18 98/01/22 SMI@(#)libintl.h 1.12 97/08/20 SMI@(#)stddef.h 1.15 97/12/22 SMIacomp: WorkShop Compilers 5.0 98/12/15 C 5.0@(#)stdio.h 1.69 98/07/13 SMI@(#)feature_tests.h 1.17 97/12/04 SMI@(#)isa_defs.h 1.16 99/05/25 SMI@(#)va_list.h 1.11 97/11/22 SMI@(#)stdio_tag.h 1.3 98/04/20 SMI@(#)stdio_impl.h 1.7 98/04/17 SMI@(#)assert.h 1.9 92/07/14 SMI@(#)math.h 2.7 98/01/27@(#)floatingpoint.h 2.4 94/06/09@(#)ieeefp.h 2.7 94/11/09@(#)ctype.h 1.30 98/01/16 SMI@(#)setjmp.h 1.32 98/01/30 SMI@(#)stdlib.h 1.44 98/01/22 SMI@(#)float.h 1.15 97/11/22 SMI@(#)signal.h 1.37 98/01/17 SMI@(#)types.h 1.63 98/04/28 SMI@(#)machtypes.h 1.12 96/08/01 SMI@(#)int_types.h 1.6 97/08/20 SMI@(#)select.h 1.16 98/04/27 SMI@(#)time.h 2.62 98/02/04 SMI@(#)time.h 1.36 98/03/27 SMI@(#)time_impl.h 1.3 98/02/13 SMI@(#)signal.h 1.53 98/06/30 SMI@(#)unistd.h 1.36 98/07/16 SMI@(#)siginfo.h 1.54 98/03/27 SMI@(#)machsig.h 1.14 98/02/05 SMI@(#)procset.h 1.18 98/06/30 SMI@(#)string.h 1.22 97/12/22 SMI@(#)limits.h 1.48 98/07/20 SMI@(#)int_limits.h 1.5 98/01/06 SMI@(#)stdarg.h 1.41 97/11/22 SMI@(#)locale.h 1.18 98/01/22 SMI@(#)libintl.h 1.12 97/08/20 SMI@(#)stddef.h 1.15 97/12/22 SMIacomp: WorkShop Compilers 5.0 98/12/15 C 5.0@(#)stdio.h 1.69 98/07/13 SMI@(#)feature_tests.h 1.17 97/12/04 SMI@(#)isa_defs.h 1.16 99/05/25 SMI@(#)va_list.h 1.11 97/11/22 SMI@(#)stdio_tag.h 1.3 98/04/20 SMI@(#)stdio_impl.h 1.7 98/04/17 SMI@(#)assert.h 1.9 92/07/14 SMI@(#)math.h 2.7 98/01/27@(#)floatingpoint.h 2.4 94/06/09@(#)ieeefp.h 2.7 94/11/09@(#)ctype.h 1.30 98/01/16 SMI@(#)setjmp.h 1.32 98/01/30 SMI@(#)stdlib.h 1.44 98/01/22 SMI@(#)float.h 1.15 97/11/22 SMI@(#)signal.h 1.37 98/01/17 SMI@(#)types.h 1.63 98/04/28 SMI@(#)machtypes.h 1.12 96/08/01 SMI@(#)int_types.h 1.6 97/08/20 SMI@(#)select.h 1.16 98/04/27 SMI@(#)time.h 2.62 98/02/04 SMI@(#)time.h 1.36 98/03/27 SMI@(#)time_impl.h 1.3 98/02/13 SMI@(#)signal.h 1.53 98/06/30 SMI@(#)unistd.h 1.36 98/07/16 SMI@(#)siginfo.h 1.54 98/03/27 SMI@(#)machsig.h 1.14 98/02/05 SMI@(#)procset.h 1.18 98/06/30 SMI@(#)string.h 1.22 97/12/22 SMI@(#)limits.h 1.48 98/07/20 SMI@(#)int_limits.h 1.5 98/01/06 SMI@(#)stdarg.h 1.41 97/11/22 SMI@(#)locale.h 1.18 98/01/22 SMI@(#)libintl.h 1.12 97/08/20 SMI@(#)stddef.h 1.15 97/12/22 SMIacomp: WorkShop Compilers 5.0 98/12/15 C 5.0ld: Software Generation Utilities - Solaris/ELF (3.0).interp.hash.dynsym.dynstr.SUNW_version.rela.ex_shared.rela.bss.rela.plt.text.init.fini.exception_ranges.rodata.rodata1.got.plt.dynamic.ex_shared.data.data1.bss.symtab.strtab.stab.index.comment.shstrtab.stab.indexstrppa.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c ppa.c -W0,-xpmainmainmenu.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c mainmenu.c -W0,-xpnearest.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c nearest.c -W0,-xpbstat.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c bstat.c -W0,-xpfunc.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c func.c -W0,-xpfuncglobal.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c funcglobal.c -W0,-xpfuncbasic.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c funcbasic.c -W0,-xpfunclocal.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c funclocal.c -W0,-xpfuncnear.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c funcnear.c -W0,-xpfunctime.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c functime.c -W0,-xpggeary.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c ggeary.c -W0,-xpggetis.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c ggetis.c -W0,-xpgmoran.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c gmoran.c -W0,-xpjointcnt.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c jointcnt.c -W0,-xpknox.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c knox.c -W0,-xplgeary.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c lgeary.c -W0,-xplgstar.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c lgstar.c -W0,-xplgstat.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c lgstat.c -W0,-xplmoran.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c lmoran.c -W0,-xprefined.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c refined.c -W0,-xpsecond.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c second.c -W0,-xptsecond.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c tsecond.c -W0,-xpwsecond.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c wsecond.c -W0,-xpjfun.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c jfun.c -W0,-xplsecond.cXa ; V=3.1 ; R=WorkShop Compilers 5.0 98/12/15 C 5.0/data/aldstadt/ppa/source2; /opt/SUNWspro/bin/../SC5.0/bin/cc -oppa -lm -c lsecond.c -W0,-xp  tt*o@@@-0 =  G QHHW00P]0X0XPc00u00 }33ZB (0:  @ C, m[