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    <title>topic the code is not displaying the correct information on the plots in SAS Programming</title>
    <link>https://communities.sas.com/t5/SAS-Programming/the-code-is-not-displaying-the-correct-information-on-the-plots/m-p/899001#M355344</link>
    <description>&lt;P&gt;Hello,&amp;nbsp;&lt;/P&gt;
&lt;P&gt;I have this sample of my data and the parameter estimates is not correct for the second subject.&amp;nbsp;&lt;/P&gt;
&lt;P&gt;I need help with modifying this program so it will display the correct parameter estimates on the graphs.&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;data analysis1;&lt;BR /&gt;input usubjid $ atptn aval;; &lt;BR /&gt;datalines;&lt;BR /&gt;1 0 1.529&lt;BR /&gt;1 0 0.94&lt;BR /&gt;1 0.175 1.139&lt;BR /&gt;1 0.337 0.286&lt;BR /&gt;1 0.446 0.814&lt;BR /&gt;1 0.582 0.274&lt;BR /&gt;1 0.679 0.843&lt;BR /&gt;1 0.926 1.106&lt;BR /&gt;1 1.053 0.796&lt;BR /&gt;1 1.182 0.378&lt;BR /&gt;1 1.27 -0.206&lt;BR /&gt;1 1.375 0.838&lt;BR /&gt;1 1.573 1.025&lt;BR /&gt;1 1.808 0.511&lt;BR /&gt;1 1.912 1.424&lt;BR /&gt;1 2.056 0.441&lt;BR /&gt;1 2.273 1.46&lt;BR /&gt;1 2.292 0.64&lt;BR /&gt;1 2.552 1.247&lt;BR /&gt;1 2.624 1.012&lt;BR /&gt;1 2.841 0.964&lt;BR /&gt;1 2.858 1.126&lt;BR /&gt;1 3.139 0.952&lt;BR /&gt;1 3.263 0.736&lt;BR /&gt;1 3.406 1.131&lt;BR /&gt;1 3.594 0.736&lt;BR /&gt;1 3.688 0.589&lt;BR /&gt;1 3.917 0.933&lt;BR /&gt;1 3.956 0.813&lt;BR /&gt;1 4.15 0.728&lt;BR /&gt;1 4.243 1.163&lt;BR /&gt;1 4.504 0.894&lt;BR /&gt;1 4.698 0.96&lt;BR /&gt;1 4.801 0.889&lt;BR /&gt;1 4.936 0.79&lt;BR /&gt;1 5.071 1.569&lt;BR /&gt;1 5.166 0.79&lt;BR /&gt;1 5.417 1.611&lt;BR /&gt;1 5.525 0.95&lt;BR /&gt;1 5.749 1.39&lt;BR /&gt;1 5.937 0.899&lt;BR /&gt;1 6.085 1.16&lt;BR /&gt;1 6.242 1.124&lt;BR /&gt;1 6.394 1.418&lt;BR /&gt;1 6.455 0.907&lt;BR /&gt;1 6.727 1.253&lt;BR /&gt;1 6.77 1.424&lt;BR /&gt;1 7.07 1.385&lt;BR /&gt;1 7.341 1.178&lt;BR /&gt;1 7.389 1.481&lt;BR /&gt;1 7.698 1.459&lt;BR /&gt;1 7.724 1.59&lt;BR /&gt;1 7.946 1.424&lt;BR /&gt;1 8.048 0.257&lt;BR /&gt;1 8.224 1.218&lt;BR /&gt;1 8.4 1.267&lt;BR /&gt;1 8.405 1.508&lt;BR /&gt;1 8.723 -3.163&lt;BR /&gt;1 9.04 1.113&lt;BR /&gt;1 9.044 1.413&lt;BR /&gt;1 9.4 1.373&lt;BR /&gt;1 9.594 1.33&lt;BR /&gt;1 9.724 1.43&lt;BR /&gt;1 9.935 1.315&lt;BR /&gt;1 10.06 1.562&lt;BR /&gt;1 10.346 1.337&lt;BR /&gt;1 10.371 1.34&lt;BR /&gt;1 10.649 1.311&lt;BR /&gt;1 10.907 1.465&lt;BR /&gt;1 10.923 1.439&lt;BR /&gt;1 11.076 1.527&lt;BR /&gt;1 11.216 1.744&lt;BR /&gt;1 11.369 1.433&lt;BR /&gt;1 11.505 1.671&lt;BR /&gt;1 11.662 1.647&lt;BR /&gt;1 11.701 1.377&lt;BR /&gt;1 11.827 1.386&lt;BR /&gt;1 11.994 1.129&lt;BR /&gt;1 12.191 1.297&lt;BR /&gt;1 12.249 1.785&lt;BR /&gt;1 12.441 1.32&lt;BR /&gt;1 12.52 1.201&lt;BR /&gt;1 12.858 2.02&lt;BR /&gt;1 12.913 1.655&lt;BR /&gt;1 13.148 1.63&lt;BR /&gt;1 13.149 2.156&lt;BR /&gt;1 13.388 1.635&lt;BR /&gt;1 13.456 2.069&lt;BR /&gt;1 13.713 1.93&lt;BR /&gt;1 13.746 2.284&lt;BR /&gt;1 14.052 0.371&lt;BR /&gt;1 14.217 1.555&lt;BR /&gt;1 14.337 1.516&lt;BR /&gt;1 14.477 1.147&lt;BR /&gt;1 14.738 1.421&lt;BR /&gt;1 15 1.32&lt;BR /&gt;1 15.061 1.292&lt;BR /&gt;1 15.262 1.37&lt;BR /&gt;1 15.374 0.816&lt;BR /&gt;1 15.649 1.434&lt;BR /&gt;1 15.684 1.57&lt;BR /&gt;1 15.963 1.27&lt;BR /&gt;1 16.039 1.684&lt;BR /&gt;1 16.137 1.495&lt;BR /&gt;1 16.272 1.027&lt;BR /&gt;1 16.318 1.522&lt;BR /&gt;1 16.532 1.509&lt;BR /&gt;1 16.6 1.651&lt;BR /&gt;1 16.919 1.586&lt;BR /&gt;1 17.252 1.465&lt;BR /&gt;1 17.358 1.63&lt;BR /&gt;1 17.537 1.506&lt;BR /&gt;1 17.613 1.631&lt;BR /&gt;1 17.716 1.431&lt;BR /&gt;1 17.899 1.602&lt;BR /&gt;1 18.095 1.891&lt;BR /&gt;1 18.196 1.59&lt;BR /&gt;1 18.459 2.206&lt;BR /&gt;1 18.503 1.443&lt;BR /&gt;1 18.793 1.576&lt;BR /&gt;1 18.82 1.552&lt;BR /&gt;1 19.113 1.432&lt;BR /&gt;1 19.207 1.512&lt;BR /&gt;1 19.413 1.638&lt;BR /&gt;1 19.522 1.408&lt;BR /&gt;1 19.573 1.535&lt;BR /&gt;1 19.751 1.076&lt;BR /&gt;1 19.774 1.799&lt;BR /&gt;1 19.993 1.474&lt;BR /&gt;1 20.023 1.799&lt;BR /&gt;1 20.221 1.497&lt;BR /&gt;1 20.416 1.694&lt;BR /&gt;1 20.55 1.523&lt;BR /&gt;1 20.919 1.71&lt;BR /&gt;1 20.972 1.685&lt;BR /&gt;1 21.229 1.506&lt;BR /&gt;1 21.246 1.733&lt;BR /&gt;1 21.581 1.902&lt;BR /&gt;1 21.726 1.489&lt;BR /&gt;1 21.87 1.544&lt;BR /&gt;1 21.954 1.451&lt;BR /&gt;1 22.161 4.476&lt;BR /&gt;1 22.346 1.452&lt;BR /&gt;1 22.434 1.338&lt;BR /&gt;1 22.582 1.546&lt;BR /&gt;1 22.706 1.458&lt;BR /&gt;1 22.855 1.56&lt;BR /&gt;1 22.997 1.5&lt;BR /&gt;1 23.155 1.26&lt;BR /&gt;1 23.372 1.736&lt;BR /&gt;1 23.398 1.348&lt;BR /&gt;1 23.593 1.249&lt;BR /&gt;1 23.727 1.461&lt;BR /&gt;1 23.824 1.427&lt;BR /&gt;1 24.042 1.578&lt;BR /&gt;1 24.101 1.203&lt;BR /&gt;1 24.333 1.158&lt;BR /&gt;1 24.601 1.422&lt;BR /&gt;1 24.629 1.993&lt;BR /&gt;1 24.875 1.55&lt;BR /&gt;1 24.933 1.585&lt;BR /&gt;1 25.096 1.556&lt;BR /&gt;1 25.279 1.358&lt;BR /&gt;1 25.45 1.807&lt;BR /&gt;1 25.55 1.499&lt;BR /&gt;1 25.863 1.408&lt;BR /&gt;1 25.871 1.323&lt;BR /&gt;1 26.129 1.293&lt;BR /&gt;1 26.154 1.413&lt;BR /&gt;1 26.399 1.313&lt;BR /&gt;1 26.483 1.573&lt;BR /&gt;1 26.654 1.743&lt;BR /&gt;1 26.904 2.397&lt;BR /&gt;1 27.194 3.419&lt;BR /&gt;1 27.274 1.246&lt;BR /&gt;1 27.455 1.547&lt;BR /&gt;1 27.498 1.486&lt;BR /&gt;1 27.753 1.558&lt;BR /&gt;1 27.764 1.753&lt;BR /&gt;1 28.018 1.524&lt;BR /&gt;1 28.026 2.132&lt;BR /&gt;1 28.3 1.5&lt;BR /&gt;1 28.357 -2.542&lt;BR /&gt;1 28.672 1.074&lt;BR /&gt;1 28.753 1.718&lt;BR /&gt;1 28.855 1.581&lt;BR /&gt;1 29.038 1.796&lt;BR /&gt;1 29.059 1.181&lt;BR /&gt;1 29.203 1.74&lt;BR /&gt;1 29.371 1.863&lt;BR /&gt;1 29.409 1.986&lt;BR /&gt;1 29.771 1.189&lt;BR /&gt;1 29.857 2.851&lt;BR /&gt;1 30.056 1.621&lt;BR /&gt;1 30.159 3.181&lt;BR /&gt;1 30.338 1.42&lt;BR /&gt;1 30.357 0.797&lt;BR /&gt;1 30.611 1.268&lt;BR /&gt;1 31.009 1.788&lt;BR /&gt;1 31.066 1.682&lt;BR /&gt;1 31.332 1.724&lt;BR /&gt;1 31.393 1.232&lt;BR /&gt;1 31.646 -0.49&lt;BR /&gt;1 31.933 1.514&lt;BR /&gt;1 31.973 1.241&lt;BR /&gt;1 32.259 1.734&lt;BR /&gt;1 32.367 1.881&lt;BR /&gt;1 32.53 1.734&lt;BR /&gt;1 32.795 1.326&lt;BR /&gt;1 32.797 0.04&lt;BR /&gt;1 33.053 1.374&lt;BR /&gt;1 33.061 1.528&lt;BR /&gt;1 33.351 1.983&lt;BR /&gt;1 33.391 1.714&lt;BR /&gt;1 33.631 3.306&lt;BR /&gt;1 33.727 1.387&lt;BR /&gt;1 33.942 2.025&lt;BR /&gt;1 34.06 1.481&lt;BR /&gt;1 34.253 1.453&lt;BR /&gt;1 34.34 1.532&lt;BR /&gt;1 34.546 -3.74&lt;BR /&gt;1 34.656 1.598&lt;BR /&gt;1 34.829 1.701&lt;BR /&gt;1 34.963 1.341&lt;BR /&gt;1 35.221 1.447&lt;BR /&gt;1 35.23 1.335&lt;BR /&gt;1 35.491 1.5&lt;BR /&gt;1 35.622 1.552&lt;BR /&gt;1 35.647 1.341&lt;BR /&gt;1 35.824 1.295&lt;BR /&gt;1 35.961 1.418&lt;BR /&gt;1 36.09 1.231&lt;BR /&gt;1 36.286 1.437&lt;BR /&gt;1 36.374 1.157&lt;BR /&gt;1 36.566 1.528&lt;BR /&gt;1 36.662 3.07&lt;BR /&gt;1 36.883 1.934&lt;BR /&gt;1 36.928 1.383&lt;BR /&gt;1 37.156 1.477&lt;BR /&gt;1 37.169 1.392&lt;BR /&gt;1 37.448 1.554&lt;BR /&gt;1 37.481 1.409&lt;BR /&gt;1 37.69 1.6&lt;BR /&gt;1 37.804 1.338&lt;BR /&gt;1 38.036 1.408&lt;BR /&gt;1 38.111 1.354&lt;BR /&gt;1 38.334 1.836&lt;BR /&gt;1 38.39 1.387&lt;BR /&gt;1 38.605 1.314&lt;BR /&gt;1 38.653 1.473&lt;BR /&gt;1 38.802 1.679&lt;BR /&gt;1 38.933 1.624&lt;BR /&gt;1 39.081 0.86&lt;BR /&gt;1 39.116 1.996&lt;BR /&gt;1 39.246 1.506&lt;BR /&gt;1 39.416 1.656&lt;BR /&gt;1 39.569 1.683&lt;BR /&gt;1 39.768 2.08&lt;BR /&gt;1 39.849 1.183&lt;BR /&gt;1 40.023 1.35&lt;BR /&gt;1 40.071 2.01&lt;BR /&gt;1 40.191 1.025&lt;BR /&gt;1 40.38 1.954&lt;BR /&gt;1 40.465 1.386&lt;BR /&gt;1 40.68 2.116&lt;BR /&gt;1 40.755 1.833&lt;BR /&gt;1 40.981 1.703&lt;BR /&gt;1 41.065 0.781&lt;BR /&gt;1 41.302 2.147&lt;BR /&gt;1 41.365 1.158&lt;BR /&gt;1 41.608 2.202&lt;BR /&gt;1 41.617 1.469&lt;BR /&gt;1 41.879 1.878&lt;BR /&gt;1 41.894 1.943&lt;BR /&gt;1 42.188 2.379&lt;BR /&gt;1 42.237 1.891&lt;BR /&gt;1 42.459 1.922&lt;BR /&gt;1 42.576 1.709&lt;BR /&gt;1 42.754 2.385&lt;BR /&gt;1 42.912 2.067&lt;BR /&gt;1 43.092 2.165&lt;BR /&gt;1 43.202 2.022&lt;BR /&gt;1 43.387 2.222&lt;BR /&gt;1 43.417 1.995&lt;BR /&gt;1 43.576 1.894&lt;BR /&gt;1 43.716 2.242&lt;BR /&gt;1 43.913 2.224&lt;BR /&gt;1 44.034 1.813&lt;BR /&gt;1 44.216 2.197&lt;BR /&gt;1 44.339 2.35&lt;BR /&gt;1 44.523 2.209&lt;BR /&gt;1 44.622 2.247&lt;BR /&gt;1 44.783 3.054&lt;BR /&gt;1 44.829 3&lt;BR /&gt;1 44.94 2.882&lt;BR /&gt;1 45.099 2.13&lt;BR /&gt;1 45.28 2.509&lt;BR /&gt;1 45.428 1.758&lt;BR /&gt;1 45.65 2.06&lt;BR /&gt;1 45.766 3.325&lt;BR /&gt;1 45.929 2.288&lt;BR /&gt;1 45.979 2.121&lt;BR /&gt;1 46.159 1.413&lt;BR /&gt;1 46.305 2.325&lt;BR /&gt;1 46.449 1.976&lt;BR /&gt;1 46.609 1.583&lt;BR /&gt;1 46.776 2.273&lt;BR /&gt;1 46.919 2.018&lt;BR /&gt;1 47.106 1.75&lt;BR /&gt;1 47.261 2.226&lt;BR /&gt;1 47.432 1.877&lt;BR /&gt;1 47.59 2.98&lt;BR /&gt;1 47.763 1.8&lt;BR /&gt;1 47.876 1.546&lt;BR /&gt;1 48.098 3.087&lt;BR /&gt;1 48.162 1.48&lt;BR /&gt;1 48.423 1.719&lt;BR /&gt;1 48.433 2.332&lt;BR /&gt;1 48.599 2.075&lt;BR /&gt;1 48.711 1.773&lt;BR /&gt;1 48.766 -0.195&lt;BR /&gt;1 48.859 2.149&lt;BR /&gt;1 49.029 1.715&lt;BR /&gt;1 49.035 1.822&lt;BR /&gt;1 49.277 -0.02&lt;BR /&gt;1 49.321 1.91&lt;BR /&gt;1 49.597 1.126&lt;BR /&gt;1 49.597 1.826&lt;BR /&gt;1 49.888 1.907&lt;BR /&gt;1 49.951 -0.132&lt;BR /&gt;1 50.209 1.894&lt;BR /&gt;1 50.295 -0.391&lt;BR /&gt;1 50.537 1.788&lt;BR /&gt;1 50.677 1.094&lt;BR /&gt;1 50.818 1.946&lt;BR /&gt;1 50.992 1.7&lt;BR /&gt;1 51.115 1.891&lt;BR /&gt;1 51.384 1.801&lt;BR /&gt;1 51.448 1.824&lt;BR /&gt;1 51.739 2.095&lt;BR /&gt;1 51.747 1.94&lt;BR /&gt;1 51.94 1.876&lt;BR /&gt;1 51.994 1.629&lt;BR /&gt;1 52.158 1.518&lt;BR /&gt;1 52.339 1.9&lt;BR /&gt;1 52.515 1.499&lt;BR /&gt;1 52.665 1.847&lt;BR /&gt;1 52.878 1.764&lt;BR /&gt;1 52.985 1.675&lt;BR /&gt;1 53.238 2.193&lt;BR /&gt;1 53.308 1.61&lt;BR /&gt;1 53.562 2.493&lt;BR /&gt;1 53.578 1.809&lt;BR /&gt;1 53.91 1.699&lt;BR /&gt;1 53.926 1.956&lt;BR /&gt;1 54.22 1.547&lt;BR /&gt;1 54.226 1.554&lt;BR /&gt;1 54.533 1.521&lt;BR /&gt;1 54.539 0.696&lt;BR /&gt;1 54.831 1.219&lt;BR /&gt;1 54.86 1.235&lt;BR /&gt;1 55.182 1.501&lt;BR /&gt;1 55.225 1.291&lt;BR /&gt;1 55.509 1.57&lt;BR /&gt;1 55.571 1.736&lt;BR /&gt;1 55.703 1.555&lt;BR /&gt;1 55.894 1.723&lt;BR /&gt;1 55.909 1.541&lt;BR /&gt;1 56.198 1.785&lt;BR /&gt;1 56.251 2.553&lt;BR /&gt;1 56.551 1.983&lt;BR /&gt;1 56.563 0.375&lt;BR /&gt;1 56.851 1.647&lt;BR /&gt;1 56.852 2.032&lt;BR /&gt;1 57.159 1.988&lt;BR /&gt;1 57.197 1.751&lt;BR /&gt;1 57.482 2.018&lt;BR /&gt;1 57.531 2.414&lt;BR /&gt;1 57.785 1.895&lt;BR /&gt;1 57.874 1.813&lt;BR /&gt;1 58.076 3.159&lt;BR /&gt;1 58.165 1.82&lt;BR /&gt;1 58.342 1.727&lt;BR /&gt;1 58.513 -8.604&lt;BR /&gt;1 58.663 2.356&lt;BR /&gt;1 58.857 1.565&lt;BR /&gt;1 58.996 1.654&lt;BR /&gt;1 59.189 2.005&lt;BR /&gt;1 59.307 2.153&lt;BR /&gt;1 59.548 1.953&lt;BR /&gt;1 59.637 2.709&lt;BR /&gt;1 59.907 1.94&lt;BR /&gt;1 59.922 3.634&lt;BR /&gt;1 60.112 1.871&lt;BR /&gt;1 60.155 2.194&lt;BR /&gt;1 60.242 2.167&lt;BR /&gt;1 60.351 1.802&lt;BR /&gt;1 60.433 1.836&lt;BR /&gt;1 60.601 2.766&lt;BR /&gt;1 60.633 2.341&lt;BR /&gt;1 60.87 2.052&lt;BR /&gt;1 60.967 1.593&lt;BR /&gt;1 61.178 2.131&lt;BR /&gt;1 61.303 2.209&lt;BR /&gt;1 61.503 2.376&lt;BR /&gt;1 61.647 2.092&lt;BR /&gt;1 61.839 2.024&lt;BR /&gt;1 61.987 2.218&lt;BR /&gt;1 62.02 2.097&lt;BR /&gt;1 62.203 2.313&lt;BR /&gt;1 62.325 2.378&lt;BR /&gt;1 62.475 1.867&lt;BR /&gt;1 62.671 1.966&lt;BR /&gt;1 62.691 2.043&lt;BR /&gt;1 62.715 2.213&lt;BR /&gt;1 62.911 0.761&lt;BR /&gt;1 62.912 2.996&lt;BR /&gt;1 63.122 2.002&lt;BR /&gt;1 63.198 1.932&lt;BR /&gt;1 63.462 1.709&lt;BR /&gt;1 63.6 2.226&lt;BR /&gt;1 63.812 2.425&lt;BR /&gt;1 63.916 1.475&lt;BR /&gt;1 63.999 2.168&lt;BR /&gt;1 64.189 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/&gt;2 36.589 -1.662&lt;BR /&gt;2 36.687 -2.471&lt;BR /&gt;2 36.751 -2.471&lt;BR /&gt;2 36.857 -1.416&lt;BR /&gt;2 36.888 -4.547&lt;BR /&gt;2 36.92 -3.138&lt;BR /&gt;2 37.037 -2.463&lt;BR /&gt;2 37.091 -2.445&lt;BR /&gt;2 37.102 -8.146&lt;BR /&gt;2 37.184 -2.823&lt;BR /&gt;2 37.193 -2.24&lt;BR /&gt;2 37.396 0.055&lt;BR /&gt;2 37.435 -6.368&lt;BR /&gt;2 37.794 -3.034&lt;BR /&gt;2 37.802 -3.786&lt;BR /&gt;2 38.02 -2.765&lt;BR /&gt;2 38.111 -5.366&lt;BR /&gt;2 38.145 -6.235&lt;BR /&gt;2 38.182 -3.727&lt;BR /&gt;2 38.276 0.7&lt;BR /&gt;2 38.361 -6.989&lt;BR /&gt;2 38.44 -0.769&lt;BR /&gt;2 38.472 -4.296&lt;BR /&gt;2 38.52 -0.291&lt;BR /&gt;2 38.623 -0.422&lt;BR /&gt;2 38.682 -0.293&lt;BR /&gt;2 38.777 -3.167&lt;BR /&gt;2 38.935 -0.536&lt;BR /&gt;2 39.181 -4.33&lt;BR /&gt;2 39.296 -2.376&lt;BR /&gt;2 39.396 -3.753&lt;BR /&gt;2 39.517 -0.436&lt;BR /&gt;2 39.578 -0.364&lt;BR /&gt;2 39.601 -6.672&lt;BR /&gt;2 39.832 -3.02&lt;BR /&gt;2 39.91 -4.034&lt;BR /&gt;2 40.044 -8.152&lt;BR /&gt;2 40.242 -5.434&lt;BR /&gt;2 40.282 -5.206&lt;BR /&gt;2 40.551 -0.39&lt;BR /&gt;2 40.623 -5.778&lt;BR /&gt;2 40.834 -0.39&lt;BR /&gt;2 41.011 -4.18&lt;BR /&gt;2 41.148 -4.389&lt;BR /&gt;2 41.383 -7.87&lt;BR /&gt;2 41.449 -5.121&lt;BR /&gt;2 41.609 -1.482&lt;BR /&gt;2 41.719 -9.726&lt;BR /&gt;2 41.861 -6.792&lt;BR /&gt;2 41.974 -9.973&lt;BR /&gt;2 42.197 -10.147&lt;BR /&gt;2 42.258 -1.354&lt;BR /&gt;2 42.284 -10.008&lt;BR /&gt;2 42.366 -10.078&lt;BR /&gt;2 42.463 -8.766&lt;BR /&gt;2 42.526 -8.547&lt;BR /&gt;2 42.619 -9.644&lt;BR /&gt;2 42.649 -1.374&lt;BR /&gt;2 42.693 -7.715&lt;BR /&gt;2 42.785 -7.144&lt;BR /&gt;2 42.875 -5.249&lt;BR /&gt;2 42.986 -7.986&lt;BR /&gt;2 43.024 -0.703&lt;BR /&gt;2 43.038 -6.927&lt;BR /&gt;2 43.118 0.55&lt;BR /&gt;2 43.369 -4.782&lt;BR /&gt;2 43.371 -2.66&lt;BR /&gt;2 43.604 0.617&lt;BR /&gt;2 43.744 -7.577&lt;BR /&gt;2 43.896 -0.001&lt;BR /&gt;2 44.071 -7.954&lt;BR /&gt;2 44.246 -5.561&lt;BR /&gt;2 44.405 -2.334&lt;BR /&gt;2 44.579 -0.678&lt;BR /&gt;2 44.608 -2.13&lt;BR /&gt;2 44.816 -1.835&lt;BR /&gt;2 44.936 -3.041&lt;BR /&gt;2 45.164 -2.591&lt;BR /&gt;2 45.186 0.763&lt;BR /&gt;2 45.397 -2.294&lt;BR /&gt;2 45.539 0.763&lt;BR /&gt;2 45.758 -0.483&lt;BR /&gt;2 45.883 -4.295&lt;BR /&gt;2 45.991 -1.977&lt;BR /&gt;2 46.212 -4.192&lt;BR /&gt;2 46.216 -7.508&lt;BR /&gt;2 46.528 -8.073&lt;BR /&gt;2 46.539 -7.659&lt;BR /&gt;2 46.769 -1.79&lt;BR /&gt;2 46.864 -1.009&lt;BR /&gt;2 47.008 -0.089&lt;BR /&gt;2 47.099 -4.909&lt;BR /&gt;2 47.194 -2.572&lt;BR /&gt;2 47.208 -2.078&lt;BR /&gt;2 47.256 -7.029&lt;BR /&gt;2 47.352 -3.375&lt;BR /&gt;2 47.426 -1.888&lt;BR /&gt;2 47.605 -2.364&lt;BR /&gt;2 47.764 -2.434&lt;BR /&gt;2 47.976 -2.576&lt;BR /&gt;2 48.087 -0.876&lt;BR /&gt;2 48.317 -1.253&lt;BR /&gt;2 48.43 -1.094&lt;BR /&gt;2 48.535 -1.409&lt;BR /&gt;2 48.761 -1.094&lt;BR /&gt;2 48.768 0.546&lt;BR /&gt;2 49.049 -2.613&lt;BR /&gt;2 49.12 -5.673&lt;BR /&gt;2 49.41 -2.213&lt;BR /&gt;2 49.455 -2.175&lt;BR /&gt;2 49.646 -5.11&lt;BR /&gt;2 49.758 -6.693&lt;BR /&gt;2 49.846 -5.11&lt;BR /&gt;2 50.128 -8.783&lt;BR /&gt;2 50.138 -1.733&lt;BR /&gt;2 50.354 -8.732&lt;BR /&gt;2 50.443 -7.49&lt;BR /&gt;2 50.462 -5.535&lt;BR /&gt;2 50.515 -6.787&lt;BR /&gt;2 50.74 -8.349&lt;BR /&gt;2 50.811 -9.741&lt;BR /&gt;2 51.102 -7.577&lt;BR /&gt;2 51.154 -8.162&lt;BR /&gt;2 51.38 -5.472&lt;BR /&gt;2 51.466 -2.177&lt;BR /&gt;2 51.475 -7.89&lt;BR /&gt;2 51.554 -5.981&lt;BR /&gt;2 51.63 -1.939&lt;BR /&gt;2 51.711 -2.587&lt;BR /&gt;2 51.815 -2.017&lt;BR /&gt;2 51.826 -8.809&lt;BR /&gt;2 51.999 -10.87&lt;BR /&gt;2 52.054 -8.621&lt;BR /&gt;2 52.287 -8.163&lt;BR /&gt;2 52.366 -0.607&lt;BR /&gt;2 52.502 -7.746&lt;BR /&gt;2 52.578 -8.356&lt;BR /&gt;2 52.652 -8.556&lt;BR /&gt;2 52.694 -1.268&lt;BR /&gt;2 52.893 -7.615&lt;BR /&gt;2 53.097 -4.216&lt;BR /&gt;2 53.215 -7.638&lt;BR /&gt;2 53.452 -2.885&lt;BR /&gt;2 53.616 -8.421&lt;BR /&gt;2 53.801 -1.051&lt;BR /&gt;2 53.987 -1.389&lt;BR /&gt;2 54.205 -9.352&lt;BR /&gt;2 54.226 -3.233&lt;BR /&gt;2 54.293 -8.045&lt;BR /&gt;2 54.38 -8.28&lt;BR /&gt;2 54.466 -7.953&lt;BR /&gt;2 54.565 -0.742&lt;BR /&gt;2 54.658 -9.246&lt;BR /&gt;2 54.914 -5.872&lt;BR /&gt;2 55.023 -7.49&lt;BR /&gt;2 55.241 -7.25&lt;BR /&gt;2 55.271 -4.616&lt;BR /&gt;2 55.489 -7.371&lt;BR /&gt;2 55.516 -3.905&lt;BR /&gt;2 55.579 -3.131&lt;BR /&gt;2 55.653 -6.651&lt;BR /&gt;2 55.751 -8.191&lt;BR /&gt;2 55.817 -8.284&lt;BR /&gt;2 55.862 -5.323&lt;BR /&gt;2 56.058 -8.995&lt;BR /&gt;2 56.159 -5.323&lt;BR /&gt;2 56.419 -3.653&lt;BR /&gt;2 56.491 -9.292&lt;BR /&gt;2 56.637 -10.602&lt;BR /&gt;2 56.731 -7.82&lt;BR /&gt;2 56.857 -7.319&lt;BR /&gt;2 56.999 -11.027&lt;BR /&gt;2 57.107 -7.331&lt;BR /&gt;2 57.178 -8.621&lt;BR /&gt;2 57.257 -7.586&lt;BR /&gt;2 57.332 -7.764&lt;BR /&gt;2 57.36 -8.198&lt;BR /&gt;2 57.42 -8.188&lt;BR /&gt;2 57.551 -7.617&lt;BR /&gt;2 57.575 -7.202&lt;BR /&gt;2 57.592 -5.951&lt;BR /&gt;2 57.644 -7.45&lt;BR /&gt;2 57.691 -7.615&lt;BR /&gt;2 57.726 -4.509&lt;BR /&gt;2 57.756 -8.296&lt;BR /&gt;2 57.835 0.451&lt;BR /&gt;2 57.859 -7.456&lt;BR /&gt;2 57.89 -3.715&lt;BR /&gt;2 57.92 -4.892&lt;BR /&gt;2 58.005 -6.399&lt;BR /&gt;2 58.029 -2.682&lt;BR /&gt;2 58.055 -8.279&lt;BR /&gt;2 58.162 -3.538&lt;BR /&gt;2 58.223 -4.248&lt;BR /&gt;2 58.225 -6.865&lt;BR /&gt;2 58.33 -3.277&lt;BR /&gt;2 58.395 -2.224&lt;BR /&gt;2 58.441 -7.127&lt;BR /&gt;2 58.5 -3.33&lt;BR /&gt;2 58.557 -12.052&lt;BR /&gt;2 58.666 -11.962&lt;BR /&gt;2 58.694 -3.165&lt;BR /&gt;2 58.841 -0.825&lt;BR /&gt;2 59.084 -1.264&lt;BR /&gt;2 59.261 -4.39&lt;BR /&gt;2 59.429 0.345&lt;BR /&gt;2 59.618 -3.517&lt;BR /&gt;2 59.784 -1.605&lt;BR /&gt;2 59.971 -3.756&lt;BR /&gt;2 60.005 -7.291&lt;BR /&gt;2 60.194 -9.017&lt;BR /&gt;2 60.307 -12.337&lt;BR /&gt;2 60.421 -8.908&lt;BR /&gt;2 60.515 -6.681&lt;BR /&gt;2 60.586 -9.356&lt;BR /&gt;2 60.626 -7.816&lt;BR /&gt;2 60.695 -8.546&lt;BR /&gt;2 60.926 -2.471&lt;BR /&gt;2 60.992 -4.575&lt;BR /&gt;2 61.29 -6.172&lt;BR /&gt;2 61.351 2.202&lt;BR /&gt;2 61.664 -7.303&lt;BR /&gt;2 61.682 -14.067&lt;BR /&gt;2 61.878 -6.593&lt;BR /&gt;2 61.983 -2.577&lt;BR /&gt;2 62.013 -0.944&lt;BR /&gt;2 62.042 -8.364&lt;BR /&gt;2 62.137 -2.535&lt;BR /&gt;2 62.345 -2.435&lt;BR /&gt;2 62.396 -3.667&lt;BR /&gt;2 62.595 -2.832&lt;BR /&gt;2 62.69 -0.087&lt;BR /&gt;2 62.795 -3.032&lt;BR /&gt;2 63.044 0.522&lt;BR /&gt;2 63.137 -6.247&lt;BR /&gt;2 63.38 0.441&lt;BR /&gt;2 63.441 -3.168&lt;BR /&gt;2 63.596 -1.544&lt;BR /&gt;2 63.653 -1.679&lt;BR /&gt;2 63.773 -2.02&lt;BR /&gt;2 63.787 -2.76&lt;BR /&gt;2 63.824 -1.861&lt;BR /&gt;2 63.915 0.669&lt;BR /&gt;2 64.102 -2.208&lt;BR /&gt;2 64.126 -11.542&lt;BR /&gt;2 64.321 -4.44&lt;BR /&gt;2 64.395 -2.883&lt;BR /&gt;2 64.398 -8.274&lt;BR /&gt;2 64.635 -2.513&lt;BR /&gt;2 64.729 -1.578&lt;BR /&gt;2 64.939 0.331&lt;BR /&gt;2 64.978 -3.131&lt;BR /&gt;2 65.173 -1.716&lt;BR /&gt;2 65.286 -4.408&lt;BR /&gt;2 65.536 -2.197&lt;BR /&gt;2 65.584 -4.745&lt;BR /&gt;2 65.733 -2.861&lt;BR /&gt;2 65.904 -3.293&lt;BR /&gt;2 65.954 -6.026&lt;BR /&gt;2 66.267 -7.142&lt;BR /&gt;2 66.299 -1.396&lt;BR /&gt;2 66.488 -4.368&lt;BR /&gt;2 66.657 -10.076&lt;BR /&gt;2 66.721 -6.726&lt;BR /&gt;2 67.014 -0.09&lt;BR /&gt;2 67.087 -4.773&lt;BR /&gt;2 67.308 -8.292&lt;BR /&gt;2 67.318 -9.429&lt;BR /&gt;2 67.402 -7.931&lt;BR /&gt;2 67.607 -5.574&lt;BR /&gt;2 67.635 -6.885&lt;BR /&gt;2 67.949 -3.603&lt;BR /&gt;2 67.976 -1.862&lt;BR /&gt;2 68.202 -1.353&lt;BR /&gt;2 68.278 -2.039&lt;BR /&gt;2 68.338 -6.391&lt;BR /&gt;2 68.355 -8.681&lt;BR /&gt;2 68.459 -2.594&lt;BR /&gt;2 68.658 -1.152&lt;BR /&gt;2 68.685 -3.98&lt;BR /&gt;2 68.903 -2.454&lt;BR /&gt;2 68.995 -2.307&lt;BR /&gt;2 69.048 -10.073&lt;BR /&gt;2 69.072 -1.855&lt;BR /&gt;2 69.164 -3.044&lt;BR /&gt;2 69.365 -2.241&lt;BR /&gt;2 69.392 -1.417&lt;BR /&gt;2 69.71 -0.288&lt;BR /&gt;2 69.731 -13.231&lt;BR /&gt;2 70.105 -2.939&lt;BR /&gt;2 70.105 -0.251&lt;BR /&gt;2 70.439 -0.609&lt;BR /&gt;2 70.439 -0.016&lt;BR /&gt;2 70.764 -1.266&lt;BR /&gt;2 70.824 -1.86&lt;BR /&gt;2 71.059 -1.165&lt;BR /&gt;2 71.2 -5.091&lt;BR /&gt;2 71.355 -0.817&lt;BR /&gt;2 71.531 -1.018&lt;BR /&gt;2 71.75 -1.386&lt;BR /&gt;2 71.75 -1.747&lt;BR /&gt;2 71.84 -2.173&lt;BR /&gt;2 71.919 -8.782&lt;BR /&gt;2 72.124 -2.431&lt;BR /&gt;2 72.166 -0.266&lt;BR /&gt;2 72.38 -0.816&lt;BR /&gt;2 72.456 -1.704&lt;BR /&gt;2 72.6 -3.179&lt;BR /&gt;2 72.783 -7.013&lt;BR /&gt;2 72.815 -4.285&lt;BR /&gt;2 73.037 -3.636&lt;BR /&gt;2 73.111 -7.013&lt;BR /&gt;2 73.374 -10.531&lt;BR /&gt;2 73.475 -7.013&lt;BR /&gt;2 73.71 -12.17&lt;BR /&gt;2 73.792 -4.655&lt;BR /&gt;2 74.071 -11.59&lt;BR /&gt;2 74.138 -0.111&lt;BR /&gt;2 74.417 -11.679&lt;BR /&gt;2 74.484 -4.05&lt;BR /&gt;2 74.817 -11.124&lt;BR /&gt;2 74.819 -7.809&lt;BR /&gt;2 75.043 -5.297&lt;BR /&gt;2 75.093 -7.962&lt;BR /&gt;2 75.261 -2.539&lt;BR /&gt;2 75.323 -7.32&lt;BR /&gt;2 75.397 -9.477&lt;BR /&gt;2 75.472 -9.794&lt;BR /&gt;2 75.571 -9.2&lt;BR /&gt;2 75.64 -9.896&lt;BR /&gt;2 75.644 0.095&lt;BR /&gt;2 75.735 -9.402&lt;BR /&gt;2 75.804 -8.198&lt;BR /&gt;2 75.911 -9.074&lt;BR /&gt;2 75.971 -8.615&lt;BR /&gt;2 76.006 -7.355&lt;BR /&gt;2 76.077 -8.937&lt;BR /&gt;2 76.138 -8.388&lt;BR /&gt;2 76.231 -8.923&lt;BR /&gt;2 76.417 0.227&lt;BR /&gt;2 76.483 -6.341&lt;BR /&gt;2 76.815 -11.055&lt;BR /&gt;2 76.84 -7.722&lt;BR /&gt;2 77.176 -3.804&lt;BR /&gt;2 77.209 -2.095&lt;BR /&gt;2 77.411 -3.449&lt;BR /&gt;2 77.509 -7.877&lt;BR /&gt;2 77.572 -5.106&lt;BR /&gt;2 77.745 -3.17&lt;BR /&gt;2 77.967 -10.761&lt;BR /&gt;2 78.117 -0.295&lt;BR /&gt;2 78.334 -6.146&lt;BR /&gt;2 78.517 -1.685&lt;BR /&gt;2 78.663 -2.648&lt;BR /&gt;2 78.878 -1.154&lt;BR /&gt;2 79.075 -9.464&lt;BR /&gt;2 79.265 -1.425&lt;BR /&gt;2 79.421 -2.07&lt;BR /&gt;2 79.46 -1.425&lt;BR /&gt;2 79.648 -1.273&lt;BR /&gt;2 79.753 -1.33&lt;BR /&gt;2 79.827 -0.901&lt;BR /&gt;;&lt;BR /&gt;run;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&lt;BR /&gt;proc reg data=analysis1 ; &lt;BR /&gt;by usubjid ; &lt;BR /&gt;model aval=atptn; &lt;BR /&gt;ods output ParameterEstimates=PE;&lt;BR /&gt;run;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;data _null_;&lt;BR /&gt;set PE;&lt;BR /&gt;by usubjid;&lt;BR /&gt;if _n_ = 1 then call symput('Int', put(estimate, BEST6.)); &lt;BR /&gt;else call symput('Slope', put(estimate, BEST6.)); &lt;BR /&gt;run;&lt;/P&gt;
&lt;P&gt;&lt;BR /&gt;proc sgplot data=analysis1 noautolegend;&lt;BR /&gt;by usubjid; &lt;BR /&gt;title "Regression Line with Slope and Intercept";&lt;BR /&gt;reg y=aval x=atptn;&lt;BR /&gt;inset "Intercept = &amp;amp;Int" "Slope = &amp;amp;Slope" / &lt;BR /&gt;border title="Parameter Estimates" position=topleft;&lt;BR /&gt;run;&lt;/P&gt;</description>
    <pubDate>Tue, 17 Oct 2023 18:56:01 GMT</pubDate>
    <dc:creator>LOLO12</dc:creator>
    <dc:date>2023-10-17T18:56:01Z</dc:date>
    <item>
      <title>the code is not displaying the correct information on the plots</title>
      <link>https://communities.sas.com/t5/SAS-Programming/the-code-is-not-displaying-the-correct-information-on-the-plots/m-p/899001#M355344</link>
      <description>&lt;P&gt;Hello,&amp;nbsp;&lt;/P&gt;
&lt;P&gt;I have this sample of my data and the parameter estimates is not correct for the second subject.&amp;nbsp;&lt;/P&gt;
&lt;P&gt;I need help with modifying this program so it will display the correct parameter estimates on the graphs.&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;data analysis1;&lt;BR /&gt;input usubjid $ atptn aval;; &lt;BR /&gt;datalines;&lt;BR /&gt;1 0 1.529&lt;BR /&gt;1 0 0.94&lt;BR /&gt;1 0.175 1.139&lt;BR /&gt;1 0.337 0.286&lt;BR /&gt;1 0.446 0.814&lt;BR /&gt;1 0.582 0.274&lt;BR /&gt;1 0.679 0.843&lt;BR /&gt;1 0.926 1.106&lt;BR /&gt;1 1.053 0.796&lt;BR /&gt;1 1.182 0.378&lt;BR /&gt;1 1.27 -0.206&lt;BR /&gt;1 1.375 0.838&lt;BR /&gt;1 1.573 1.025&lt;BR /&gt;1 1.808 0.511&lt;BR /&gt;1 1.912 1.424&lt;BR /&gt;1 2.056 0.441&lt;BR /&gt;1 2.273 1.46&lt;BR /&gt;1 2.292 0.64&lt;BR /&gt;1 2.552 1.247&lt;BR /&gt;1 2.624 1.012&lt;BR /&gt;1 2.841 0.964&lt;BR /&gt;1 2.858 1.126&lt;BR /&gt;1 3.139 0.952&lt;BR /&gt;1 3.263 0.736&lt;BR /&gt;1 3.406 1.131&lt;BR /&gt;1 3.594 0.736&lt;BR /&gt;1 3.688 0.589&lt;BR /&gt;1 3.917 0.933&lt;BR /&gt;1 3.956 0.813&lt;BR /&gt;1 4.15 0.728&lt;BR /&gt;1 4.243 1.163&lt;BR /&gt;1 4.504 0.894&lt;BR /&gt;1 4.698 0.96&lt;BR /&gt;1 4.801 0.889&lt;BR /&gt;1 4.936 0.79&lt;BR /&gt;1 5.071 1.569&lt;BR /&gt;1 5.166 0.79&lt;BR /&gt;1 5.417 1.611&lt;BR /&gt;1 5.525 0.95&lt;BR /&gt;1 5.749 1.39&lt;BR /&gt;1 5.937 0.899&lt;BR /&gt;1 6.085 1.16&lt;BR /&gt;1 6.242 1.124&lt;BR /&gt;1 6.394 1.418&lt;BR /&gt;1 6.455 0.907&lt;BR /&gt;1 6.727 1.253&lt;BR /&gt;1 6.77 1.424&lt;BR /&gt;1 7.07 1.385&lt;BR /&gt;1 7.341 1.178&lt;BR /&gt;1 7.389 1.481&lt;BR /&gt;1 7.698 1.459&lt;BR /&gt;1 7.724 1.59&lt;BR /&gt;1 7.946 1.424&lt;BR /&gt;1 8.048 0.257&lt;BR /&gt;1 8.224 1.218&lt;BR /&gt;1 8.4 1.267&lt;BR /&gt;1 8.405 1.508&lt;BR /&gt;1 8.723 -3.163&lt;BR /&gt;1 9.04 1.113&lt;BR /&gt;1 9.044 1.413&lt;BR /&gt;1 9.4 1.373&lt;BR /&gt;1 9.594 1.33&lt;BR /&gt;1 9.724 1.43&lt;BR /&gt;1 9.935 1.315&lt;BR /&gt;1 10.06 1.562&lt;BR /&gt;1 10.346 1.337&lt;BR /&gt;1 10.371 1.34&lt;BR /&gt;1 10.649 1.311&lt;BR /&gt;1 10.907 1.465&lt;BR /&gt;1 10.923 1.439&lt;BR /&gt;1 11.076 1.527&lt;BR /&gt;1 11.216 1.744&lt;BR /&gt;1 11.369 1.433&lt;BR /&gt;1 11.505 1.671&lt;BR /&gt;1 11.662 1.647&lt;BR /&gt;1 11.701 1.377&lt;BR /&gt;1 11.827 1.386&lt;BR /&gt;1 11.994 1.129&lt;BR /&gt;1 12.191 1.297&lt;BR /&gt;1 12.249 1.785&lt;BR /&gt;1 12.441 1.32&lt;BR /&gt;1 12.52 1.201&lt;BR /&gt;1 12.858 2.02&lt;BR /&gt;1 12.913 1.655&lt;BR /&gt;1 13.148 1.63&lt;BR /&gt;1 13.149 2.156&lt;BR /&gt;1 13.388 1.635&lt;BR /&gt;1 13.456 2.069&lt;BR /&gt;1 13.713 1.93&lt;BR /&gt;1 13.746 2.284&lt;BR /&gt;1 14.052 0.371&lt;BR /&gt;1 14.217 1.555&lt;BR /&gt;1 14.337 1.516&lt;BR /&gt;1 14.477 1.147&lt;BR /&gt;1 14.738 1.421&lt;BR /&gt;1 15 1.32&lt;BR /&gt;1 15.061 1.292&lt;BR /&gt;1 15.262 1.37&lt;BR /&gt;1 15.374 0.816&lt;BR /&gt;1 15.649 1.434&lt;BR /&gt;1 15.684 1.57&lt;BR /&gt;1 15.963 1.27&lt;BR /&gt;1 16.039 1.684&lt;BR /&gt;1 16.137 1.495&lt;BR /&gt;1 16.272 1.027&lt;BR /&gt;1 16.318 1.522&lt;BR /&gt;1 16.532 1.509&lt;BR /&gt;1 16.6 1.651&lt;BR /&gt;1 16.919 1.586&lt;BR /&gt;1 17.252 1.465&lt;BR /&gt;1 17.358 1.63&lt;BR /&gt;1 17.537 1.506&lt;BR /&gt;1 17.613 1.631&lt;BR /&gt;1 17.716 1.431&lt;BR /&gt;1 17.899 1.602&lt;BR /&gt;1 18.095 1.891&lt;BR /&gt;1 18.196 1.59&lt;BR /&gt;1 18.459 2.206&lt;BR /&gt;1 18.503 1.443&lt;BR /&gt;1 18.793 1.576&lt;BR /&gt;1 18.82 1.552&lt;BR /&gt;1 19.113 1.432&lt;BR /&gt;1 19.207 1.512&lt;BR /&gt;1 19.413 1.638&lt;BR /&gt;1 19.522 1.408&lt;BR /&gt;1 19.573 1.535&lt;BR /&gt;1 19.751 1.076&lt;BR /&gt;1 19.774 1.799&lt;BR /&gt;1 19.993 1.474&lt;BR /&gt;1 20.023 1.799&lt;BR /&gt;1 20.221 1.497&lt;BR /&gt;1 20.416 1.694&lt;BR /&gt;1 20.55 1.523&lt;BR /&gt;1 20.919 1.71&lt;BR /&gt;1 20.972 1.685&lt;BR /&gt;1 21.229 1.506&lt;BR /&gt;1 21.246 1.733&lt;BR /&gt;1 21.581 1.902&lt;BR /&gt;1 21.726 1.489&lt;BR /&gt;1 21.87 1.544&lt;BR /&gt;1 21.954 1.451&lt;BR /&gt;1 22.161 4.476&lt;BR /&gt;1 22.346 1.452&lt;BR /&gt;1 22.434 1.338&lt;BR /&gt;1 22.582 1.546&lt;BR /&gt;1 22.706 1.458&lt;BR /&gt;1 22.855 1.56&lt;BR /&gt;1 22.997 1.5&lt;BR /&gt;1 23.155 1.26&lt;BR /&gt;1 23.372 1.736&lt;BR /&gt;1 23.398 1.348&lt;BR /&gt;1 23.593 1.249&lt;BR /&gt;1 23.727 1.461&lt;BR /&gt;1 23.824 1.427&lt;BR /&gt;1 24.042 1.578&lt;BR /&gt;1 24.101 1.203&lt;BR /&gt;1 24.333 1.158&lt;BR /&gt;1 24.601 1.422&lt;BR /&gt;1 24.629 1.993&lt;BR /&gt;1 24.875 1.55&lt;BR /&gt;1 24.933 1.585&lt;BR /&gt;1 25.096 1.556&lt;BR /&gt;1 25.279 1.358&lt;BR /&gt;1 25.45 1.807&lt;BR /&gt;1 25.55 1.499&lt;BR /&gt;1 25.863 1.408&lt;BR /&gt;1 25.871 1.323&lt;BR /&gt;1 26.129 1.293&lt;BR /&gt;1 26.154 1.413&lt;BR /&gt;1 26.399 1.313&lt;BR /&gt;1 26.483 1.573&lt;BR /&gt;1 26.654 1.743&lt;BR /&gt;1 26.904 2.397&lt;BR /&gt;1 27.194 3.419&lt;BR /&gt;1 27.274 1.246&lt;BR /&gt;1 27.455 1.547&lt;BR /&gt;1 27.498 1.486&lt;BR /&gt;1 27.753 1.558&lt;BR /&gt;1 27.764 1.753&lt;BR /&gt;1 28.018 1.524&lt;BR /&gt;1 28.026 2.132&lt;BR /&gt;1 28.3 1.5&lt;BR /&gt;1 28.357 -2.542&lt;BR /&gt;1 28.672 1.074&lt;BR /&gt;1 28.753 1.718&lt;BR /&gt;1 28.855 1.581&lt;BR /&gt;1 29.038 1.796&lt;BR /&gt;1 29.059 1.181&lt;BR /&gt;1 29.203 1.74&lt;BR /&gt;1 29.371 1.863&lt;BR /&gt;1 29.409 1.986&lt;BR /&gt;1 29.771 1.189&lt;BR /&gt;1 29.857 2.851&lt;BR /&gt;1 30.056 1.621&lt;BR /&gt;1 30.159 3.181&lt;BR /&gt;1 30.338 1.42&lt;BR /&gt;1 30.357 0.797&lt;BR /&gt;1 30.611 1.268&lt;BR /&gt;1 31.009 1.788&lt;BR /&gt;1 31.066 1.682&lt;BR /&gt;1 31.332 1.724&lt;BR /&gt;1 31.393 1.232&lt;BR /&gt;1 31.646 -0.49&lt;BR /&gt;1 31.933 1.514&lt;BR /&gt;1 31.973 1.241&lt;BR /&gt;1 32.259 1.734&lt;BR /&gt;1 32.367 1.881&lt;BR /&gt;1 32.53 1.734&lt;BR /&gt;1 32.795 1.326&lt;BR /&gt;1 32.797 0.04&lt;BR /&gt;1 33.053 1.374&lt;BR /&gt;1 33.061 1.528&lt;BR /&gt;1 33.351 1.983&lt;BR /&gt;1 33.391 1.714&lt;BR /&gt;1 33.631 3.306&lt;BR /&gt;1 33.727 1.387&lt;BR /&gt;1 33.942 2.025&lt;BR /&gt;1 34.06 1.481&lt;BR /&gt;1 34.253 1.453&lt;BR /&gt;1 34.34 1.532&lt;BR /&gt;1 34.546 -3.74&lt;BR /&gt;1 34.656 1.598&lt;BR /&gt;1 34.829 1.701&lt;BR /&gt;1 34.963 1.341&lt;BR /&gt;1 35.221 1.447&lt;BR /&gt;1 35.23 1.335&lt;BR /&gt;1 35.491 1.5&lt;BR /&gt;1 35.622 1.552&lt;BR /&gt;1 35.647 1.341&lt;BR /&gt;1 35.824 1.295&lt;BR /&gt;1 35.961 1.418&lt;BR /&gt;1 36.09 1.231&lt;BR /&gt;1 36.286 1.437&lt;BR /&gt;1 36.374 1.157&lt;BR /&gt;1 36.566 1.528&lt;BR /&gt;1 36.662 3.07&lt;BR /&gt;1 36.883 1.934&lt;BR /&gt;1 36.928 1.383&lt;BR /&gt;1 37.156 1.477&lt;BR /&gt;1 37.169 1.392&lt;BR /&gt;1 37.448 1.554&lt;BR /&gt;1 37.481 1.409&lt;BR /&gt;1 37.69 1.6&lt;BR /&gt;1 37.804 1.338&lt;BR /&gt;1 38.036 1.408&lt;BR /&gt;1 38.111 1.354&lt;BR /&gt;1 38.334 1.836&lt;BR /&gt;1 38.39 1.387&lt;BR /&gt;1 38.605 1.314&lt;BR /&gt;1 38.653 1.473&lt;BR /&gt;1 38.802 1.679&lt;BR /&gt;1 38.933 1.624&lt;BR /&gt;1 39.081 0.86&lt;BR /&gt;1 39.116 1.996&lt;BR /&gt;1 39.246 1.506&lt;BR /&gt;1 39.416 1.656&lt;BR /&gt;1 39.569 1.683&lt;BR /&gt;1 39.768 2.08&lt;BR /&gt;1 39.849 1.183&lt;BR /&gt;1 40.023 1.35&lt;BR /&gt;1 40.071 2.01&lt;BR /&gt;1 40.191 1.025&lt;BR /&gt;1 40.38 1.954&lt;BR /&gt;1 40.465 1.386&lt;BR /&gt;1 40.68 2.116&lt;BR /&gt;1 40.755 1.833&lt;BR /&gt;1 40.981 1.703&lt;BR /&gt;1 41.065 0.781&lt;BR /&gt;1 41.302 2.147&lt;BR /&gt;1 41.365 1.158&lt;BR /&gt;1 41.608 2.202&lt;BR /&gt;1 41.617 1.469&lt;BR /&gt;1 41.879 1.878&lt;BR /&gt;1 41.894 1.943&lt;BR /&gt;1 42.188 2.379&lt;BR /&gt;1 42.237 1.891&lt;BR /&gt;1 42.459 1.922&lt;BR /&gt;1 42.576 1.709&lt;BR /&gt;1 42.754 2.385&lt;BR /&gt;1 42.912 2.067&lt;BR /&gt;1 43.092 2.165&lt;BR /&gt;1 43.202 2.022&lt;BR /&gt;1 43.387 2.222&lt;BR /&gt;1 43.417 1.995&lt;BR /&gt;1 43.576 1.894&lt;BR /&gt;1 43.716 2.242&lt;BR /&gt;1 43.913 2.224&lt;BR /&gt;1 44.034 1.813&lt;BR /&gt;1 44.216 2.197&lt;BR /&gt;1 44.339 2.35&lt;BR /&gt;1 44.523 2.209&lt;BR /&gt;1 44.622 2.247&lt;BR /&gt;1 44.783 3.054&lt;BR /&gt;1 44.829 3&lt;BR /&gt;1 44.94 2.882&lt;BR /&gt;1 45.099 2.13&lt;BR /&gt;1 45.28 2.509&lt;BR /&gt;1 45.428 1.758&lt;BR /&gt;1 45.65 2.06&lt;BR /&gt;1 45.766 3.325&lt;BR /&gt;1 45.929 2.288&lt;BR /&gt;1 45.979 2.121&lt;BR /&gt;1 46.159 1.413&lt;BR /&gt;1 46.305 2.325&lt;BR /&gt;1 46.449 1.976&lt;BR /&gt;1 46.609 1.583&lt;BR /&gt;1 46.776 2.273&lt;BR /&gt;1 46.919 2.018&lt;BR /&gt;1 47.106 1.75&lt;BR /&gt;1 47.261 2.226&lt;BR /&gt;1 47.432 1.877&lt;BR /&gt;1 47.59 2.98&lt;BR /&gt;1 47.763 1.8&lt;BR /&gt;1 47.876 1.546&lt;BR /&gt;1 48.098 3.087&lt;BR /&gt;1 48.162 1.48&lt;BR /&gt;1 48.423 1.719&lt;BR /&gt;1 48.433 2.332&lt;BR /&gt;1 48.599 2.075&lt;BR /&gt;1 48.711 1.773&lt;BR /&gt;1 48.766 -0.195&lt;BR /&gt;1 48.859 2.149&lt;BR /&gt;1 49.029 1.715&lt;BR /&gt;1 49.035 1.822&lt;BR /&gt;1 49.277 -0.02&lt;BR /&gt;1 49.321 1.91&lt;BR /&gt;1 49.597 1.126&lt;BR /&gt;1 49.597 1.826&lt;BR /&gt;1 49.888 1.907&lt;BR /&gt;1 49.951 -0.132&lt;BR /&gt;1 50.209 1.894&lt;BR /&gt;1 50.295 -0.391&lt;BR /&gt;1 50.537 1.788&lt;BR /&gt;1 50.677 1.094&lt;BR /&gt;1 50.818 1.946&lt;BR /&gt;1 50.992 1.7&lt;BR /&gt;1 51.115 1.891&lt;BR /&gt;1 51.384 1.801&lt;BR /&gt;1 51.448 1.824&lt;BR /&gt;1 51.739 2.095&lt;BR /&gt;1 51.747 1.94&lt;BR /&gt;1 51.94 1.876&lt;BR /&gt;1 51.994 1.629&lt;BR /&gt;1 52.158 1.518&lt;BR /&gt;1 52.339 1.9&lt;BR /&gt;1 52.515 1.499&lt;BR /&gt;1 52.665 1.847&lt;BR /&gt;1 52.878 1.764&lt;BR /&gt;1 52.985 1.675&lt;BR /&gt;1 53.238 2.193&lt;BR /&gt;1 53.308 1.61&lt;BR /&gt;1 53.562 2.493&lt;BR /&gt;1 53.578 1.809&lt;BR /&gt;1 53.91 1.699&lt;BR /&gt;1 53.926 1.956&lt;BR /&gt;1 54.22 1.547&lt;BR /&gt;1 54.226 1.554&lt;BR /&gt;1 54.533 1.521&lt;BR /&gt;1 54.539 0.696&lt;BR /&gt;1 54.831 1.219&lt;BR /&gt;1 54.86 1.235&lt;BR /&gt;1 55.182 1.501&lt;BR /&gt;1 55.225 1.291&lt;BR /&gt;1 55.509 1.57&lt;BR /&gt;1 55.571 1.736&lt;BR /&gt;1 55.703 1.555&lt;BR /&gt;1 55.894 1.723&lt;BR /&gt;1 55.909 1.541&lt;BR /&gt;1 56.198 1.785&lt;BR /&gt;1 56.251 2.553&lt;BR /&gt;1 56.551 1.983&lt;BR /&gt;1 56.563 0.375&lt;BR /&gt;1 56.851 1.647&lt;BR /&gt;1 56.852 2.032&lt;BR /&gt;1 57.159 1.988&lt;BR /&gt;1 57.197 1.751&lt;BR /&gt;1 57.482 2.018&lt;BR /&gt;1 57.531 2.414&lt;BR /&gt;1 57.785 1.895&lt;BR /&gt;1 57.874 1.813&lt;BR /&gt;1 58.076 3.159&lt;BR /&gt;1 58.165 1.82&lt;BR /&gt;1 58.342 1.727&lt;BR /&gt;1 58.513 -8.604&lt;BR /&gt;1 58.663 2.356&lt;BR /&gt;1 58.857 1.565&lt;BR /&gt;1 58.996 1.654&lt;BR /&gt;1 59.189 2.005&lt;BR /&gt;1 59.307 2.153&lt;BR /&gt;1 59.548 1.953&lt;BR /&gt;1 59.637 2.709&lt;BR /&gt;1 59.907 1.94&lt;BR /&gt;1 59.922 3.634&lt;BR /&gt;1 60.112 1.871&lt;BR /&gt;1 60.155 2.194&lt;BR /&gt;1 60.242 2.167&lt;BR /&gt;1 60.351 1.802&lt;BR /&gt;1 60.433 1.836&lt;BR /&gt;1 60.601 2.766&lt;BR /&gt;1 60.633 2.341&lt;BR /&gt;1 60.87 2.052&lt;BR /&gt;1 60.967 1.593&lt;BR /&gt;1 61.178 2.131&lt;BR /&gt;1 61.303 2.209&lt;BR /&gt;1 61.503 2.376&lt;BR /&gt;1 61.647 2.092&lt;BR /&gt;1 61.839 2.024&lt;BR /&gt;1 61.987 2.218&lt;BR /&gt;1 62.02 2.097&lt;BR /&gt;1 62.203 2.313&lt;BR /&gt;1 62.325 2.378&lt;BR /&gt;1 62.475 1.867&lt;BR /&gt;1 62.671 1.966&lt;BR /&gt;1 62.691 2.043&lt;BR /&gt;1 62.715 2.213&lt;BR /&gt;1 62.911 0.761&lt;BR /&gt;1 62.912 2.996&lt;BR /&gt;1 63.122 2.002&lt;BR /&gt;1 63.198 1.932&lt;BR /&gt;1 63.462 1.709&lt;BR /&gt;1 63.6 2.226&lt;BR /&gt;1 63.812 2.425&lt;BR /&gt;1 63.916 1.475&lt;BR /&gt;1 63.999 2.168&lt;BR /&gt;1 64.189 1.192&lt;BR /&gt;1 64.257 1.542&lt;BR /&gt;1 64.444 0.287&lt;BR /&gt;1 64.47 1.753&lt;BR /&gt;1 64.486 1.798&lt;BR /&gt;1 64.672 1.593&lt;BR /&gt;1 64.796 1.617&lt;BR /&gt;1 64.958 1.363&lt;BR /&gt;1 65.052 1.212&lt;BR /&gt;1 65.239 2.518&lt;BR /&gt;1 65.406 1.647&lt;BR /&gt;1 65.513 1.425&lt;BR /&gt;1 65.705 1.35&lt;BR /&gt;1 65.839 1.748&lt;BR /&gt;1 66.022 1.62&lt;BR /&gt;1 66.19 2.076&lt;BR /&gt;1 66.313 2.164&lt;BR /&gt;1 66.518 2.047&lt;BR /&gt;1 66.68 2.884&lt;BR /&gt;1 66.841 1.896&lt;BR /&gt;1 67.021 2.594&lt;BR /&gt;1 67.144 -7.217&lt;BR /&gt;1 67.362 2.128&lt;BR /&gt;1 67.438 1.717&lt;BR /&gt;1 67.544 2.112&lt;BR /&gt;1 67.717 2.62&lt;BR /&gt;1 67.769 2.025&lt;BR /&gt;1 68.022 2.494&lt;BR /&gt;1 68.134 -7.187&lt;BR /&gt;1 68.342 2.381&lt;BR /&gt;1 68.443 1.617&lt;BR /&gt;1 68.647 1.942&lt;BR /&gt;1 68.807 2.273&lt;BR /&gt;1 68.846 1.632&lt;BR /&gt;1 69.012 2.398&lt;BR /&gt;1 69.209 2.03&lt;BR /&gt;1 69.262 2.26&lt;BR /&gt;1 69.397 2.069&lt;BR /&gt;1 69.519 1.747&lt;BR /&gt;1 69.554 2.254&lt;BR /&gt;1 69.711 1.523&lt;BR /&gt;1 69.893 1.649&lt;BR /&gt;1 69.916 2.102&lt;BR /&gt;1 70.171 1.618&lt;BR /&gt;1 70.207 1.907&lt;BR /&gt;1 70.47 1.889&lt;BR /&gt;1 70.489 1.445&lt;BR /&gt;1 70.607 1.857&lt;BR /&gt;1 70.652 0.168&lt;BR /&gt;1 70.654 1.736&lt;BR /&gt;1 70.698 1.691&lt;BR /&gt;1 70.812 1.469&lt;BR /&gt;1 70.909 0.051&lt;BR /&gt;1 71.055 1.23&lt;BR /&gt;1 71.066 1.747&lt;BR /&gt;1 71.268 0.733&lt;BR /&gt;1 71.376 1.666&lt;BR /&gt;1 71.542 1.283&lt;BR /&gt;1 71.581 1.66&lt;BR /&gt;1 71.769 1.568&lt;BR /&gt;1 71.892 0.936&lt;BR /&gt;1 72.053 1.59&lt;BR /&gt;1 72.201 0.589&lt;BR /&gt;1 72.402 1.526&lt;BR /&gt;1 72.409 1.536&lt;BR /&gt;1 72.606 1.61&lt;BR /&gt;1 72.698 1.657&lt;BR /&gt;1 72.954 1.592&lt;BR /&gt;1 72.993 1.5&lt;BR /&gt;1 73.253 1.887&lt;BR /&gt;1 73.288 1.544&lt;BR /&gt;1 73.53 2.137&lt;BR /&gt;1 73.558 1.209&lt;BR /&gt;1 73.824 -0.134&lt;BR /&gt;1 73.827 1.776&lt;BR /&gt;1 74.08 1.29&lt;BR /&gt;1 74.088 1.836&lt;BR /&gt;1 74.361 1.893&lt;BR 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/&gt;2 36.589 -1.662&lt;BR /&gt;2 36.687 -2.471&lt;BR /&gt;2 36.751 -2.471&lt;BR /&gt;2 36.857 -1.416&lt;BR /&gt;2 36.888 -4.547&lt;BR /&gt;2 36.92 -3.138&lt;BR /&gt;2 37.037 -2.463&lt;BR /&gt;2 37.091 -2.445&lt;BR /&gt;2 37.102 -8.146&lt;BR /&gt;2 37.184 -2.823&lt;BR /&gt;2 37.193 -2.24&lt;BR /&gt;2 37.396 0.055&lt;BR /&gt;2 37.435 -6.368&lt;BR /&gt;2 37.794 -3.034&lt;BR /&gt;2 37.802 -3.786&lt;BR /&gt;2 38.02 -2.765&lt;BR /&gt;2 38.111 -5.366&lt;BR /&gt;2 38.145 -6.235&lt;BR /&gt;2 38.182 -3.727&lt;BR /&gt;2 38.276 0.7&lt;BR /&gt;2 38.361 -6.989&lt;BR /&gt;2 38.44 -0.769&lt;BR /&gt;2 38.472 -4.296&lt;BR /&gt;2 38.52 -0.291&lt;BR /&gt;2 38.623 -0.422&lt;BR /&gt;2 38.682 -0.293&lt;BR /&gt;2 38.777 -3.167&lt;BR /&gt;2 38.935 -0.536&lt;BR /&gt;2 39.181 -4.33&lt;BR /&gt;2 39.296 -2.376&lt;BR /&gt;2 39.396 -3.753&lt;BR /&gt;2 39.517 -0.436&lt;BR /&gt;2 39.578 -0.364&lt;BR /&gt;2 39.601 -6.672&lt;BR /&gt;2 39.832 -3.02&lt;BR /&gt;2 39.91 -4.034&lt;BR /&gt;2 40.044 -8.152&lt;BR /&gt;2 40.242 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-2.13&lt;BR /&gt;2 44.816 -1.835&lt;BR /&gt;2 44.936 -3.041&lt;BR /&gt;2 45.164 -2.591&lt;BR /&gt;2 45.186 0.763&lt;BR /&gt;2 45.397 -2.294&lt;BR /&gt;2 45.539 0.763&lt;BR /&gt;2 45.758 -0.483&lt;BR /&gt;2 45.883 -4.295&lt;BR /&gt;2 45.991 -1.977&lt;BR /&gt;2 46.212 -4.192&lt;BR /&gt;2 46.216 -7.508&lt;BR /&gt;2 46.528 -8.073&lt;BR /&gt;2 46.539 -7.659&lt;BR /&gt;2 46.769 -1.79&lt;BR /&gt;2 46.864 -1.009&lt;BR /&gt;2 47.008 -0.089&lt;BR /&gt;2 47.099 -4.909&lt;BR /&gt;2 47.194 -2.572&lt;BR /&gt;2 47.208 -2.078&lt;BR /&gt;2 47.256 -7.029&lt;BR /&gt;2 47.352 -3.375&lt;BR /&gt;2 47.426 -1.888&lt;BR /&gt;2 47.605 -2.364&lt;BR /&gt;2 47.764 -2.434&lt;BR /&gt;2 47.976 -2.576&lt;BR /&gt;2 48.087 -0.876&lt;BR /&gt;2 48.317 -1.253&lt;BR /&gt;2 48.43 -1.094&lt;BR /&gt;2 48.535 -1.409&lt;BR /&gt;2 48.761 -1.094&lt;BR /&gt;2 48.768 0.546&lt;BR /&gt;2 49.049 -2.613&lt;BR /&gt;2 49.12 -5.673&lt;BR /&gt;2 49.41 -2.213&lt;BR /&gt;2 49.455 -2.175&lt;BR /&gt;2 49.646 -5.11&lt;BR /&gt;2 49.758 -6.693&lt;BR /&gt;2 49.846 -5.11&lt;BR /&gt;2 50.128 -8.783&lt;BR /&gt;2 50.138 -1.733&lt;BR /&gt;2 50.354 -8.732&lt;BR /&gt;2 50.443 -7.49&lt;BR /&gt;2 50.462 -5.535&lt;BR /&gt;2 50.515 -6.787&lt;BR /&gt;2 50.74 -8.349&lt;BR /&gt;2 50.811 -9.741&lt;BR /&gt;2 51.102 -7.577&lt;BR /&gt;2 51.154 -8.162&lt;BR /&gt;2 51.38 -5.472&lt;BR /&gt;2 51.466 -2.177&lt;BR /&gt;2 51.475 -7.89&lt;BR /&gt;2 51.554 -5.981&lt;BR /&gt;2 51.63 -1.939&lt;BR /&gt;2 51.711 -2.587&lt;BR /&gt;2 51.815 -2.017&lt;BR /&gt;2 51.826 -8.809&lt;BR /&gt;2 51.999 -10.87&lt;BR /&gt;2 52.054 -8.621&lt;BR /&gt;2 52.287 -8.163&lt;BR /&gt;2 52.366 -0.607&lt;BR /&gt;2 52.502 -7.746&lt;BR /&gt;2 52.578 -8.356&lt;BR /&gt;2 52.652 -8.556&lt;BR /&gt;2 52.694 -1.268&lt;BR /&gt;2 52.893 -7.615&lt;BR /&gt;2 53.097 -4.216&lt;BR /&gt;2 53.215 -7.638&lt;BR /&gt;2 53.452 -2.885&lt;BR /&gt;2 53.616 -8.421&lt;BR /&gt;2 53.801 -1.051&lt;BR /&gt;2 53.987 -1.389&lt;BR /&gt;2 54.205 -9.352&lt;BR /&gt;2 54.226 -3.233&lt;BR /&gt;2 54.293 -8.045&lt;BR /&gt;2 54.38 -8.28&lt;BR /&gt;2 54.466 -7.953&lt;BR /&gt;2 54.565 -0.742&lt;BR /&gt;2 54.658 -9.246&lt;BR /&gt;2 54.914 -5.872&lt;BR /&gt;2 55.023 -7.49&lt;BR /&gt;2 55.241 -7.25&lt;BR /&gt;2 55.271 -4.616&lt;BR /&gt;2 55.489 -7.371&lt;BR /&gt;2 55.516 -3.905&lt;BR /&gt;2 55.579 -3.131&lt;BR /&gt;2 55.653 -6.651&lt;BR /&gt;2 55.751 -8.191&lt;BR /&gt;2 55.817 -8.284&lt;BR /&gt;2 55.862 -5.323&lt;BR /&gt;2 56.058 -8.995&lt;BR /&gt;2 56.159 -5.323&lt;BR /&gt;2 56.419 -3.653&lt;BR /&gt;2 56.491 -9.292&lt;BR /&gt;2 56.637 -10.602&lt;BR /&gt;2 56.731 -7.82&lt;BR /&gt;2 56.857 -7.319&lt;BR /&gt;2 56.999 -11.027&lt;BR /&gt;2 57.107 -7.331&lt;BR /&gt;2 57.178 -8.621&lt;BR /&gt;2 57.257 -7.586&lt;BR /&gt;2 57.332 -7.764&lt;BR /&gt;2 57.36 -8.198&lt;BR /&gt;2 57.42 -8.188&lt;BR /&gt;2 57.551 -7.617&lt;BR /&gt;2 57.575 -7.202&lt;BR /&gt;2 57.592 -5.951&lt;BR /&gt;2 57.644 -7.45&lt;BR /&gt;2 57.691 -7.615&lt;BR /&gt;2 57.726 -4.509&lt;BR /&gt;2 57.756 -8.296&lt;BR /&gt;2 57.835 0.451&lt;BR /&gt;2 57.859 -7.456&lt;BR /&gt;2 57.89 -3.715&lt;BR /&gt;2 57.92 -4.892&lt;BR /&gt;2 58.005 -6.399&lt;BR /&gt;2 58.029 -2.682&lt;BR /&gt;2 58.055 -8.279&lt;BR /&gt;2 58.162 -3.538&lt;BR /&gt;2 58.223 -4.248&lt;BR /&gt;2 58.225 -6.865&lt;BR /&gt;2 58.33 -3.277&lt;BR /&gt;2 58.395 -2.224&lt;BR /&gt;2 58.441 -7.127&lt;BR /&gt;2 58.5 -3.33&lt;BR /&gt;2 58.557 -12.052&lt;BR /&gt;2 58.666 -11.962&lt;BR /&gt;2 58.694 -3.165&lt;BR /&gt;2 58.841 -0.825&lt;BR /&gt;2 59.084 -1.264&lt;BR /&gt;2 59.261 -4.39&lt;BR /&gt;2 59.429 0.345&lt;BR /&gt;2 59.618 -3.517&lt;BR /&gt;2 59.784 -1.605&lt;BR /&gt;2 59.971 -3.756&lt;BR /&gt;2 60.005 -7.291&lt;BR /&gt;2 60.194 -9.017&lt;BR /&gt;2 60.307 -12.337&lt;BR /&gt;2 60.421 -8.908&lt;BR /&gt;2 60.515 -6.681&lt;BR /&gt;2 60.586 -9.356&lt;BR /&gt;2 60.626 -7.816&lt;BR /&gt;2 60.695 -8.546&lt;BR /&gt;2 60.926 -2.471&lt;BR /&gt;2 60.992 -4.575&lt;BR /&gt;2 61.29 -6.172&lt;BR /&gt;2 61.351 2.202&lt;BR /&gt;2 61.664 -7.303&lt;BR /&gt;2 61.682 -14.067&lt;BR /&gt;2 61.878 -6.593&lt;BR /&gt;2 61.983 -2.577&lt;BR /&gt;2 62.013 -0.944&lt;BR /&gt;2 62.042 -8.364&lt;BR /&gt;2 62.137 -2.535&lt;BR /&gt;2 62.345 -2.435&lt;BR /&gt;2 62.396 -3.667&lt;BR /&gt;2 62.595 -2.832&lt;BR /&gt;2 62.69 -0.087&lt;BR /&gt;2 62.795 -3.032&lt;BR /&gt;2 63.044 0.522&lt;BR /&gt;2 63.137 -6.247&lt;BR /&gt;2 63.38 0.441&lt;BR /&gt;2 63.441 -3.168&lt;BR /&gt;2 63.596 -1.544&lt;BR /&gt;2 63.653 -1.679&lt;BR /&gt;2 63.773 -2.02&lt;BR /&gt;2 63.787 -2.76&lt;BR /&gt;2 63.824 -1.861&lt;BR /&gt;2 63.915 0.669&lt;BR /&gt;2 64.102 -2.208&lt;BR /&gt;2 64.126 -11.542&lt;BR /&gt;2 64.321 -4.44&lt;BR /&gt;2 64.395 -2.883&lt;BR /&gt;2 64.398 -8.274&lt;BR /&gt;2 64.635 -2.513&lt;BR /&gt;2 64.729 -1.578&lt;BR /&gt;2 64.939 0.331&lt;BR /&gt;2 64.978 -3.131&lt;BR /&gt;2 65.173 -1.716&lt;BR /&gt;2 65.286 -4.408&lt;BR /&gt;2 65.536 -2.197&lt;BR /&gt;2 65.584 -4.745&lt;BR /&gt;2 65.733 -2.861&lt;BR /&gt;2 65.904 -3.293&lt;BR /&gt;2 65.954 -6.026&lt;BR /&gt;2 66.267 -7.142&lt;BR /&gt;2 66.299 -1.396&lt;BR /&gt;2 66.488 -4.368&lt;BR /&gt;2 66.657 -10.076&lt;BR /&gt;2 66.721 -6.726&lt;BR /&gt;2 67.014 -0.09&lt;BR /&gt;2 67.087 -4.773&lt;BR /&gt;2 67.308 -8.292&lt;BR /&gt;2 67.318 -9.429&lt;BR /&gt;2 67.402 -7.931&lt;BR /&gt;2 67.607 -5.574&lt;BR /&gt;2 67.635 -6.885&lt;BR /&gt;2 67.949 -3.603&lt;BR /&gt;2 67.976 -1.862&lt;BR /&gt;2 68.202 -1.353&lt;BR /&gt;2 68.278 -2.039&lt;BR /&gt;2 68.338 -6.391&lt;BR /&gt;2 68.355 -8.681&lt;BR /&gt;2 68.459 -2.594&lt;BR /&gt;2 68.658 -1.152&lt;BR /&gt;2 68.685 -3.98&lt;BR /&gt;2 68.903 -2.454&lt;BR /&gt;2 68.995 -2.307&lt;BR /&gt;2 69.048 -10.073&lt;BR /&gt;2 69.072 -1.855&lt;BR /&gt;2 69.164 -3.044&lt;BR /&gt;2 69.365 -2.241&lt;BR /&gt;2 69.392 -1.417&lt;BR /&gt;2 69.71 -0.288&lt;BR /&gt;2 69.731 -13.231&lt;BR /&gt;2 70.105 -2.939&lt;BR /&gt;2 70.105 -0.251&lt;BR /&gt;2 70.439 -0.609&lt;BR /&gt;2 70.439 -0.016&lt;BR /&gt;2 70.764 -1.266&lt;BR /&gt;2 70.824 -1.86&lt;BR /&gt;2 71.059 -1.165&lt;BR /&gt;2 71.2 -5.091&lt;BR /&gt;2 71.355 -0.817&lt;BR /&gt;2 71.531 -1.018&lt;BR /&gt;2 71.75 -1.386&lt;BR /&gt;2 71.75 -1.747&lt;BR /&gt;2 71.84 -2.173&lt;BR /&gt;2 71.919 -8.782&lt;BR /&gt;2 72.124 -2.431&lt;BR /&gt;2 72.166 -0.266&lt;BR /&gt;2 72.38 -0.816&lt;BR /&gt;2 72.456 -1.704&lt;BR /&gt;2 72.6 -3.179&lt;BR /&gt;2 72.783 -7.013&lt;BR /&gt;2 72.815 -4.285&lt;BR /&gt;2 73.037 -3.636&lt;BR /&gt;2 73.111 -7.013&lt;BR /&gt;2 73.374 -10.531&lt;BR /&gt;2 73.475 -7.013&lt;BR /&gt;2 73.71 -12.17&lt;BR /&gt;2 73.792 -4.655&lt;BR /&gt;2 74.071 -11.59&lt;BR /&gt;2 74.138 -0.111&lt;BR /&gt;2 74.417 -11.679&lt;BR /&gt;2 74.484 -4.05&lt;BR /&gt;2 74.817 -11.124&lt;BR /&gt;2 74.819 -7.809&lt;BR /&gt;2 75.043 -5.297&lt;BR /&gt;2 75.093 -7.962&lt;BR /&gt;2 75.261 -2.539&lt;BR /&gt;2 75.323 -7.32&lt;BR /&gt;2 75.397 -9.477&lt;BR /&gt;2 75.472 -9.794&lt;BR /&gt;2 75.571 -9.2&lt;BR /&gt;2 75.64 -9.896&lt;BR /&gt;2 75.644 0.095&lt;BR /&gt;2 75.735 -9.402&lt;BR /&gt;2 75.804 -8.198&lt;BR /&gt;2 75.911 -9.074&lt;BR /&gt;2 75.971 -8.615&lt;BR /&gt;2 76.006 -7.355&lt;BR /&gt;2 76.077 -8.937&lt;BR /&gt;2 76.138 -8.388&lt;BR /&gt;2 76.231 -8.923&lt;BR /&gt;2 76.417 0.227&lt;BR /&gt;2 76.483 -6.341&lt;BR /&gt;2 76.815 -11.055&lt;BR /&gt;2 76.84 -7.722&lt;BR /&gt;2 77.176 -3.804&lt;BR /&gt;2 77.209 -2.095&lt;BR /&gt;2 77.411 -3.449&lt;BR /&gt;2 77.509 -7.877&lt;BR /&gt;2 77.572 -5.106&lt;BR /&gt;2 77.745 -3.17&lt;BR /&gt;2 77.967 -10.761&lt;BR /&gt;2 78.117 -0.295&lt;BR /&gt;2 78.334 -6.146&lt;BR /&gt;2 78.517 -1.685&lt;BR /&gt;2 78.663 -2.648&lt;BR /&gt;2 78.878 -1.154&lt;BR /&gt;2 79.075 -9.464&lt;BR /&gt;2 79.265 -1.425&lt;BR /&gt;2 79.421 -2.07&lt;BR /&gt;2 79.46 -1.425&lt;BR /&gt;2 79.648 -1.273&lt;BR /&gt;2 79.753 -1.33&lt;BR /&gt;2 79.827 -0.901&lt;BR /&gt;;&lt;BR /&gt;run;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&lt;BR /&gt;proc reg data=analysis1 ; &lt;BR /&gt;by usubjid ; &lt;BR /&gt;model aval=atptn; &lt;BR /&gt;ods output ParameterEstimates=PE;&lt;BR /&gt;run;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;data _null_;&lt;BR /&gt;set PE;&lt;BR /&gt;by usubjid;&lt;BR /&gt;if _n_ = 1 then call symput('Int', put(estimate, BEST6.)); &lt;BR /&gt;else call symput('Slope', put(estimate, BEST6.)); &lt;BR /&gt;run;&lt;/P&gt;
&lt;P&gt;&lt;BR /&gt;proc sgplot data=analysis1 noautolegend;&lt;BR /&gt;by usubjid; &lt;BR /&gt;title "Regression Line with Slope and Intercept";&lt;BR /&gt;reg y=aval x=atptn;&lt;BR /&gt;inset "Intercept = &amp;amp;Int" "Slope = &amp;amp;Slope" / &lt;BR /&gt;border title="Parameter Estimates" position=topleft;&lt;BR /&gt;run;&lt;/P&gt;</description>
      <pubDate>Tue, 17 Oct 2023 18:56:01 GMT</pubDate>
      <guid>https://communities.sas.com/t5/SAS-Programming/the-code-is-not-displaying-the-correct-information-on-the-plots/m-p/899001#M355344</guid>
      <dc:creator>LOLO12</dc:creator>
      <dc:date>2023-10-17T18:56:01Z</dc:date>
    </item>
    <item>
      <title>Re: the code is not displaying the correct information on the plots</title>
      <link>https://communities.sas.com/t5/SAS-Programming/the-code-is-not-displaying-the-correct-information-on-the-plots/m-p/899003#M355345</link>
      <description>&lt;P&gt;A simple macro will get this done. Perhaps there is a solution using INSET that does not require macros, but I am not aware of such a non-macro solution.&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;PRE&gt;&lt;CODE class=" language-sas"&gt;data _null_;
    set PE;
    if variable='atptn' then call symputx('slope'||left(usubjid), put(estimate, BEST6.));
    if variable='Intercept' then call symputx('int'||left(usubjid), put(estimate, BEST6.));
run;

%macro dothis;
    %do i = 1 %to 2;
    proc sgplot data=analysis1(where=(usubjid="&amp;amp;i")) noautolegend;
        by usubjid;
        title "Regression Line with Slope and Intercept";
        reg y=aval x=atptn;
        inset "Intercept = &amp;amp;&amp;amp;int&amp;amp;i" "Slope = &amp;amp;&amp;amp;slope&amp;amp;i" /
        border title="Parameter Estimates" position=topleft;
    run;
    %end;
%mend;
%dothis
&lt;/CODE&gt;&lt;/PRE&gt;
&lt;P&gt;&amp;nbsp;&lt;/P&gt;
&lt;P&gt;&lt;BR /&gt;This will be very inefficient if you have thousands of values of usubjid.&lt;/P&gt;</description>
      <pubDate>Tue, 17 Oct 2023 19:24:15 GMT</pubDate>
      <guid>https://communities.sas.com/t5/SAS-Programming/the-code-is-not-displaying-the-correct-information-on-the-plots/m-p/899003#M355345</guid>
      <dc:creator>PaigeMiller</dc:creator>
      <dc:date>2023-10-17T19:24:15Z</dc:date>
    </item>
  </channel>
</rss>

