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: .GPM file format

  1. Mar 8, 2006 #1

    DaveC426913

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    Gold Member

    URGENT: ".GPM" file format - CAD/DXF?

    Does anyone know what software a .GPM (Graphics Printing Format) file can be opened in? It seems to be related to CAD and .DXF formats.

    If anyone has a peice of CAD software that they could use to open this I'd sure appreciate it. (I'll fwd the file to you when I here from you).


    The contents look like this:

    20CWPUZ2 ÔwE ^ 0 ÔwE ^ 1 ÔwE ^ 0 ÔwE ^ 1 ÔwE ^ Complete the crossword puzzle. Use the clues to help you solve the puzzle. science.connect 2 First edition Colbourne et al English ú  English ú  18 wE ^ 596 E ^ 18 E ^ 3898 E ^ 4438 E ^ 1345 E ^ 5783 E ^ 2284 E ^ 0 84 E ^ 8067 E ^ 806718 Øü*  0 @ °ù 6 @ °ù SAMPLE 0 @ °ù 32 °ù 0 °ù -1 °ù 7 Àù ÃF 17 Àù ÃF POPULATION 33 Àù ÃF 78 Àù ÃF 0 Àù ÃF -1 Àù ÃF 18 Àù ÃF 27 Àù ÃF NONLINEAR 79 Àù ÃF 150 Àù ÃF 0 0 Àù ÃF -1 Àù ÃF 28 Àù ÃF 37 Àù ÃF NONRANDOM 151 Àù ÃF 195 Àù ÃF 0 5 Àù ÃF -1 Àù ÃF 38 Àù ÃF 44 Àù ÃF RANDOM 196 Àù ÃF 300 Àù ÃF 0 0 Àù ÃF -1 Àù ÃF 45 Àù ÃF 51 Àù ÃF LINEAR 301 Àù ÃF 363 Àù ÃF 0 3 Àù ÃF -1 Àù ÃF 52 Àù ÃF 62 Àù ÃF SYSTEMATIC 364 Àù ÃF 407 Àù ÃF 0 7 Àù ÃF -1 Àù ÃF 63 Àù ÃF 73 Àù ÃF HYPOTHESIS 408 Àù ÃF 473 Àù ÃF 0 3 Àù ÃF -1 Àù ÃF 74 Àù ÃF 84 Àù ÃF STRATIFIED 474 Àù ÃF 560 Àù ÃF 0 0 Àù ÃF -1 Àù ÃF 85 Àù ÃF 96 Àù ÃF INDEPENDENT 561 Àù ÃF 643 Àù ÃF 0 3 Àù ÃF -1 Àù ÃF 97 Àù ÃF 108 Àù ÃF INTERPOLATE 644 Àù ÃF 700 Àù ÃF 0 0 Àù ÃF -1 Àù ÃF 109 Àù ÃF 120 Àù ÃF EXTRAPOLATE 701 Àù ÃF 754 Àù ÃF 0 4 Àù ÃF -1 Àù ÃF 121 Àù ÃF 130 Àù ÃF DEPENDENT 755 Àù ÃF 834 Àù ÃF 0 4 Àù ÃF -1 Àù ÃF 131 Àù ÃF 135 Àù ÃF BIAS 835 Àù ÃF 873 Àù ÃF 0 3 Àù ÃF -1 Àù ÃF 136 Àù ÃF 145 Àù ÃF INFERENCE 874 Àù ÃF 929 Àù ÃF 0 9 Àù ÃF -1 Àù ÃF 146 Àù ÃF 153 Àù ÃF OUTLIER 930 Àù ÃF 979 Àù ÃF 0 9 Àù ÃF -1 Àù ÃF 154 Àù ÃF 161 Àù ÃF BESTFIT 980 Àù ÃF 1065 ù ÃF 0 65 ù ÃF -1 5 ù ÃF 162 Àù ÃF 168 Àù ÃF CENSUS 1066 ù ÃF 1099 ù ÃF 0 99 ù ÃF -1 9 ù ÃF 1 Àù ÃF 0 Àù ÃF 8 Àù ÃF 0 Àù ÃF 2 Àù ÃF 1 Àù ÃF 11 Àù ÃF 0 Àù ÃF 3 Àù ÃF 1 Àù ÃF 14 Àù ÃF 1 Àù ÃF 3 Àù ÃF 0 Àù ÃF 14 Àù ÃF 1 Àù ÃF 4 Àù ÃF 1 Àù ÃF 9 Àù ÃF 3 Àù ÃF 5 Àù ÃF 0 Àù ÃF 7 Àù ÃF 5 Àù ÃF 6 Àù ÃF 1 Àù ÃF 20 Àù ÃF 5 Àù ÃF 7 Àù ÃF 1 Àù ÃF 16 Àù ÃF 6 Àù ÃF 8 Àù ÃF 1 Àù ÃF 18 Àù ÃF 6 Àù ÃF 9 Àù ÃF 1 Àù ÃF 10 Àù ÃF 9 Àù ÃF 9 Àù ÃF 0 Àù ÃF 10 Àù ÃF 9 Àù ÃF 10 Àù ÃF 1 Àù ÃF 13 Àù ÃF 9 Àù ÃF 11 Àù ÃF 0 Àù ÃF 5 Àù ÃF 11 Àù ÃF 12 Àù ÃF 1 Àù ÃF 2 Àù ÃF 13 Àù ÃF 13 Àù ÃF 0 Àù ÃF 2 Àù ÃF 14 Àù ÃF 14 Àù ÃF 0 Àù ÃF 5 Àù ÃF 17 Àù ÃF 15 Àù ÃF 0 Àù ÃF 4 Àù ÃF 19 Àù ÃF 16 Àù ÃF 0 Àù ÃF 12 Àù ÃF 19 Àù ÃF SAMPLE 0 ›}@ POPULATION 0 ›}@ NONLINEAR 0 ›}@ NONRANDOM 0 ›}@ RANDOM 0 ›}@ LINEAR 0 ›}@ SYSTEMATIC 0 ›}@ HYPOTHESIS 0 ›}@ STRATIFIED 0 ›}@ INDEPENDENT 0 ›}@ INTERPOLATE 0 ›}@ EXTRAPOLATE 0 ›}@ DEPENDENT 0 ›}@ BIAS 0 ›}@ INFERENCE 0 ›}@ OUTLIER 0 ›}@ BESTFIT 0 ›}@ CENSUS 0 ›}@ {\rtf1\ansi \deff0{\fonttbl
    {\f0\fnil\fcharset0\fprq0 Arial;
    }}{\colortbl;
    \red0\green0\blue0;
    \red0\green0\blue255;
    \red0\green255\blue255;
    \red0\green255\blue0;
    \red255\green0\blue255;
    \red255\green0\blue0;
    \red255\green255\blue0;
    \red255\green255\blue255;
    \red0\green0\blue128;
    \red0\green128\blue0;
    \red128\green0\blue128;
    \red128\green0\blue0;
    \red128\green128\blue0;
    \red128\green128\blue128;
    \red192\green192\blue192;
    }\hyphauto1\deflang1033\margl1440\margr2160\margt1440\margb1440
    \pard
    \nowidctlpar\hyphpar0
    \li0\ri0\fi0
    \ql\sb20\plain \f0
    \fs20
    \cf1
    {sample\par
    }\plain \f0
    \fs20
    \cf1
    {population\par
    }\plain \f0
    \fs20
    \cf1
    {nonlinear\par
    }\plain \f0
    \fs20
    \cf1
    {nonrandom\par
    }\plain \f0
    \fs20
    \cf1
    {random\par
    }\plain \f0
    \fs20
    \cf1
    {linear\par
    }\plain \f0
    \fs20
    \cf1
    {systematic\par
    }\plain \f0
    \fs20
    \cf1
    {hypothesis\par
    }\plain \f0
    \fs20
    \cf1
    {stratified\par
    }\plain \f0
    \fs20
    \cf1
    {independent\par
    }\plain \f0
    \fs20
    \cf1
    {interpolate\par
    }\plain \f0
    \fs20
    \cf1
    {extrapolate\par
    }\plain \f0
    \fs20
    \cf1
    {dependent\par
    }\plain \f0
    \fs20
    \cf1
    {bias\par
    }\plain \f0
    \fs20
    \cf1
    {inference\par
    }\plain \f0
    \fs20
    \cf1
    {outlier\par
    }\plain \f0
    \fs20
    \cf1
    {bestfit\par
    }\plain \f0
    \fs20
    \cf1
    {census\par
    }\plain \f0
    \fs20
    \cf1
    \par
    \pard
    } {\rtf1\ansi \deff0{\fonttbl
    {\f0\fnil\fcharset0\fprq0 Arial;
    }}{\colortbl;
    \red0\green0\blue0;
    \red0\green0\blue255;
    \red0\green255\blue255;
    \red0\green255\blue0;
    \red255\green0\blue255;
    \red255\green0\blue0;
    \red255\green255\blue0;
    \red255\green255\blue255;
    \red0\green0\blue128;
    \red0\green128\blue0;
    \red128\green0\blue128;
    \red128\green0\blue0;
    \red128\green128\blue0;
    \red128\green128\blue128;
    \red192\green192\blue192;
    }\hyphauto1\deflang1033\margl1440\margr2160\margt1440\margb1440
    \pard
    \nowidctlpar\hyphpar0
    \li0\ri0\fi0
    \ql\sb20\plain \f0
    \fs20
    \cf1
    {a subset drawn from a population\par
    }\plain \f0
    \fs20
    \cf1
    {the entire group from which a sample is drawn\par
    }\plain \f0
    \fs20
    \cf1
    {a relationship between two data sets that does not form a straight line\par
    }\plain \f0
    \fs20
    \cf1
    {a sampling technique that is possibly biased\par
    }\plain \f0
    \fs20
    \cf1
    {a sample drawn without a pattern, usually resulting in a sample that is represen
    tative of the population\par
    }\plain \f0
    \fs20
    \cf1
    {a relation between two sets of data that forms a straight line\par
    }\plain \f0
    \fs20
    \cf1
    {a random sample based on a selection system\par
    }\plain \f0
    \fs20
    \cf1
    {a prediction of a relationship between variables in an experiment\par
    }\plain \f0
    \fs20
    \cf1
    {a sampling technique that draws random samples from different groups in the popu
    lation\par
    }\plain \f0
    \fs20
    \cf1
    {the variable that cannot be controlled (usually on the horizontal axis of a grap
    h)\par
    }\plain \f0
    \fs20
    \cf1
    {use a pattern to predict values within the range of data\par
    }\plain \f0
    \fs20
    \cf1
    {use a pattern to predict values beyond the data range\par
    }\plain \f0
    \fs20
    \cf1
    {the variable whose values are related to the values of the independent variable\par
    }\plain \f0
    \fs20
    \cf1
    {survey responses that may skew results\par
    }\plain \f0
    \fs20
    \cf1
    {a conclusion drawn about a population based on a sample\par
    }\plain \f0
    \fs20
    \cf1
    {a piece of data that is far away from the pattern\par
    }\plain \f0
    \fs20
    \cf1
    {(two words) the straight line that is representative of the pattern within a dat
    a set\par
    }\plain \f0
    \fs20
    \cf1
    {a survey of the entire population\par
    }\plain \f0
    \fs20
    \cf1
    \par
    \pard
    }
     
    Last edited: Mar 8, 2006
  2. jcsd
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