MiCurry/bookmarks-2021-08-15.html

## bookmarks-2021-08-15.html
<!DOCTYPE NETSCAPE-Bookmark-file-1>
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<TITLE>Bookmarks</TITLE>
<H1>Bookmarks Menu</H1>

<DL><p>
    <HR>    <DT><A HREF="place:type=6&sort=14&maxResults=10" ADD_DATE="1539104004" LAST_MODIFIED="1539104004">Recent Tags</A>
    <HR>    <DT><H3 ADD_DATE="1539104004" LAST_MODIFIED="1539104004">Mozilla Firefox</H3>
    <DL><p>
        <DT><A HREF="https://support.mozilla.org/en-US/products/firefox" ADD_DATE="1539104004" LAST_MODIFIED="1539104004" ICON_URI="fake-favicon-uri:https://support.mozilla.org/en-US/products/firefox" ICON="data:image/png;base64,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">Help and Tutorials</A>
        <DT><A HREF="https://www.mozilla.org/en-US/firefox/customize/" ADD_DATE="1539104004" LAST_MODIFIED="1539104004" ICON_URI="fake-favicon-uri:https://www.mozilla.org/en-US/firefox/customize/" ICON="data:image/png;base64,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">Customize Firefox</A>
        <DT><A HREF="https://www.mozilla.org/en-US/contribute/" ADD_DATE="1539104004" LAST_MODIFIED="1539104004" ICON_URI="fake-favicon-uri:https://www.mozilla.org/en-US/contribute/" ICON="data:image/png;base64,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">Get Involved</A>
        <DT><A HREF="https://www.mozilla.org/en-US/about/" ADD_DATE="1539104004" LAST_MODIFIED="1539104004" ICON_URI="fake-favicon-uri:https://www.mozilla.org/en-US/about/" 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oQ3AFYAN4NAG4ArABnBoA3AFYAM4tAG4ArABHNoAP//8c4+2VjM3NoAKjQmwAbQyAH8rBBvAoQ3AFYAN4NAG4ArABnBoA3AFYAM4tAG4ArABHNoAXAHYAA5tAK0rgHhHGBvgKRoTYANoZYC8vLweba1mboO+Auh0OvnNJU5OThbodDr5pW5avSne2gDiNZ/WWvpCqd+eDTBt2jQ5t97a2jqnwWKAzMxMODs7w9XVtV99ZXcG6C9Dhw5FcXExgIcvs1ArREO2tLQgMTHRpjnZygAlJSWYPHmyTXOzlQHWrFlj67GoTuNIkoTAwEAsWrQIS5YsQUpKCpYsWdKD1NRUJCUlYeXKlSgvLweg/iuSgIdviPzqq6+QlJSE1NTUXrX0RkpKClJTU5GYmIhx48bZjQGU7weorKzEpk2bsHDhQixdurTPPJYtW4bY2FgMHz7crg2gzC07Oxtz585FWlpan320ePFiLF++HJGRkWq8AUg9A4g3pdfX18NgMKCurq4H9fX1qK6uRn19vTzzq9WQymOZTCY0Nzf3quFRGAwG1NfXo6KiAkuWLLHIj9IAylnSaDSioaFBbse+8mhsbMS5c+fw8ssvQ5Ke7nrBVhWgra2tz7EjqK6uRlNTE7777juMHDlyQH2kiQEECxYsQGtrqyqNQh2tra1Yvnz5gAaOlgZ40igvL8crr7xi1wYYaIjzFhQUyK+KtYsKEBcXB4PBAJPJhO7ubrm09YVIRIsKYDabH3v+3hC6a2pqsHjxYrusAP3JraurCyaTCSUlJQgPD3/aWdJm26CPy81oNKKzsxMmkwm5ubkICAigrwDi5AkJCaivrwfw/7X4YAuhu66uTl4CDcYKIK6rSktLMX36dNUqgBY3wgYSZrNZXjrn5eXZxxKIDeA4BtCiAgwk2AAaBxuAKwAbAGwArgBsADYAVwA2ABuAKwAbgA3AFYANwAbQ6mtRBhJsAI2DDfBoA2jxxVgDCTaAxsEG4ArABgAbgCsAG4ANwBVgYMTHx6O2thZmsxlGo1F+yGkwIXQbDAakpKQMqHH1ej0kScLmzZvR0dEhP9hFkUd3dzfMZjMuX76MiIiIpx0kkCRJ3gUS56DITTzoZzab7e9hOOXj0IO5ApjNZjQ1NWHZsmVPVAG2bduGrq4uALQVwGw2o7y8HJGRkapUAA8PDxw5ckQ+B1VuwtxHjx7FqFGjnnb8qlcBXn/9dZw9exbl5eUoKyvDjRs3Bh1lZWW4c+cOzp8/j3nz5j1RBXj33XdRWlqKmzdv4vr16yR5XLt2DZWVlSgsLMSUKVOe2gCSJGHIkCH4+uuvcfv2bdy4cYMst6tXr6KyshJ79+6Fn58ffQUQ+Pr6Ijw8HJGRkZgxYwYiIyMHHTNmzMCrr76KiIgI+Pv7P1E7hISEyPlTtYPIIzw8HD4+Pqr0r5OTE8aNG2dxDqrcZs6cibCwMHnSsYsKwDCDEHIBDEMJuQCGoYRcAMNQQi6AYSghF8AwlJALYBhKyAUwDCXkAhiGEnIBDEMJuQCGoYRcAMNQQi6AYSghF8AwlJALYBhKyAUwDCXkAhiGEnIBDEMJuQCGoYRcAMNQQi6AYSghF8AwlJALYBhKyAUwDCXkAhiGEnIBDEMJuQCGoYRcAMNQQi6AYSghF8AwlJALYBhKyAUwDCXkAhiGEnIBDEMJuQCGoYRcAMNQQi6AYSghF8AwlJALYBhKyAUwDCXkAhiGEnIBDEMJuQCGoYRcAMNQQi6AYSghF8AwlJALYBhKyAUwDCXkAhiGEnIBDEMJuQCGoYRcAMOQ8T91u7zlz9xGLwAAAABJRU5ErkJggg==">About 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    <DL><p>
        <DT><A HREF="https://github.com/MPAS-Dev/MPAS-Model/blob/master/src/core_init_atmosphere/Makefile" ADD_DATE="1538497592" LAST_MODIFIED="1538497592" ICON_URI="fake-favicon-uri:https://github.com/MPAS-Dev/MPAS-Model/blob/master/src/core_init_atmosphere/Makefile" 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">MPAS-Model/Makefile at master · MPAS-Dev/MPAS-Model</A>
    </DL><p>
    <DT><H3 ADD_DATE="1539703052" LAST_MODIFIED="1596488627">Interal</H3>
    <DL><p>
        <DT><A HREF="https://www2.fin.ucar.edu/hr/new-employee-orientation/new-employees" ADD_DATE="1539702317" LAST_MODIFIED="1539703052" ICON_URI="fake-favicon-uri:https://www2.fin.ucar.edu/hr/new-employee-orientation/new-employees" ICON="data:image/png;base64,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">New Employees | UCAR Operations</A>
        <DT><A HREF="https://drive.google.com/file/d/1V8oumqLT257gm3IG7_1Z8P8oLcsGOURj/view" ADD_DATE="1539703063" LAST_MODIFIED="1539703066" ICON_URI="fake-favicon-uri:https://drive.google.com/file/d/1V8oumqLT257gm3IG7_1Z8P8oLcsGOURj/view" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAAxklEQVRYhe2XMQ7DIAxFyaVgJ70Al8nYG0bKCo2UrReIFGWp3IkqRRRMUsPiL3mxjHnAZ7AAgM5qaVyvlsdNQY1wvVqslgYAOmG1NLU2DsNqaUTNk8duQrTa3AcDMAADfABi2qYRnvfha8GVuqNQAF7H5v+oKwbYphHVGFuXBQhzr3WNNi6tQ3uAKldsQq9fV4vNpWAumZAcYJ9d8nuRAaTe7AzAaRPmAELlvEIOkPMKGQDWK0mAVsEADMAA7Uez5sMpNB7P3+R9onk8e96jAAAAAElFTkSuQmCC">Orientation;FinalSlideDeck.pdf - Google Drive</A>
    </DL><p>
    <DT><H3 ADD_DATE="1550852938" LAST_MODIFIED="1596488623">kd-tree</H3>
    <DL><p>
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">K Dimensional Tree | Set 3 (Delete) - GeeksforGeeks</A>
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    <DL><p>
        <DT><A HREF="https://stackoverflow.com/questions/6931846/sleep-in-fortran" ADD_DATE="1539371811" LAST_MODIFIED="1539371811" ICON_URI="fake-favicon-uri:https://stackoverflow.com/questions/6931846/sleep-in-fortran" 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">Sleep in Fortran - Stack Overflow</A>
        <DT><A HREF="https://help.ubuntu.com/community/SSH/OpenSSH/Configuring" ADD_DATE="1539890772" LAST_MODIFIED="1539890772">SSH/OpenSSH/Configuring - Community Help Wiki</A>
        <DT><A HREF="https://www.mmm.ucar.edu/weather-research-and-forecasting-model" ADD_DATE="1540246912" LAST_MODIFIED="1540246912" ICON_URI="https://www.mmm.ucar.edu/sites/default/themes/atmos/favicon.ico" ICON="data:image/png;base64,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">Weather Research and Forecasting Model | MMM: Mesoscale &amp; Microscale Meteorology Laboratory</A>
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        <DT><A HREF="http://www2.mmm.ucar.edu/people/duda/files/mpas/talks/" ADD_DATE="1543877543" LAST_MODIFIED="1543877543" LAST_CHARSET="windows-1252">Index of /people/duda/files/mpas/talks</A>
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">tomedunn/fortran-linked-list: Fortran module showing how to implement a linked-list in Fortran using unlimited polymorphic derived types.</A>
        <DT><A HREF="https://github.com/tomedunn/fortran-linked-list/blob/master/src/linked_list_type.f90" ADD_DATE="1549924145" LAST_MODIFIED="1549924145" ICON_URI="fake-favicon-uri:https://github.com/tomedunn/fortran-linked-list/blob/master/src/linked_list_type.f90" 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">fortran-linked-list/linked_list_type.f90 at master · tomedunn/fortran-linked-list</A>
        <DT><A HREF="http://moreisdifferent.com/2015/07/16/why-physicsts-still-use-fortran/" ADD_DATE="1550602815" LAST_MODIFIED="1550602815">Why physicists still use Fortran</A>
        <DT><A HREF="http://computer-programming-forum.com/49-fortran/d34573805ceca81b.htm" ADD_DATE="1550610782" LAST_MODIFIED="1550610782">fortran, Wanted: Fortran &#39;pretty print&#39; program</A>
        <DT><A HREF="https://staff.ucar.edu/for-staff/daily/announcement/2018-tax-filing-hsa-accounts" ADD_DATE="1551202405" LAST_MODIFIED="1551202405" ICON_URI="fake-favicon-uri:https://staff.ucar.edu/for-staff/daily/announcement/2018-tax-filing-hsa-accounts" ICON="data:image/png;base64,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">2018 Tax Filing for HSA Accounts | staff.ucar.edu</A>
        <DT><A HREF="https://www.wolframalpha.com/" ADD_DATE="1551381429" LAST_MODIFIED="1551381429" ICON_URI="https://www.wolframalpha.com/static/favicon.ico" ICON="data:image/png;base64,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">Wolfram|Alpha: Computational Intelligence</A>
        <DT><A HREF="https://github.com/MiCurry/MPAS-Model/blob/init_atmosphere/par_static_interp/src/core_init_atmosphere/mpas_init_atm_static.F" ADD_DATE="1552238998" LAST_MODIFIED="1552238998" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">MPAS-Model/mpas_init_atm_static.F at init_atmosphere/par_static_interp · MiCurry/MPAS-Model</A>
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vXv3KCkpobS8zCp5y4mBgOabzQScXEeOyOKs4TRfRAYyMjxi/p2MQVY5tGcH9dvnQu46OsMXsmPZVPIvXnxqL1sgZmByYGAgQUFBJyztFIdp06Y5TJs2rSYjI0PBVNTYcW9bF1sWTk1NJSkpyfpZURRkxWR+Op2OLwu3kydyyBDpBCVs4mHnQ9NJp8gIVeXxmJGIjatNNUT6p6gJHpz9dCYnDkUyMm60grXsbe6QiI6ODmXevHlPYmJifmUpKV+WJEkqKys76uHhgaIoxmcV1bZ1sU6no7W1lYcPH3LhwgXu3btnp6kTp06wvyGcbPU82ep5tmZsplZfayfVx48fcTolna2u0xmP/QRx2hfOelOy6a8cCF5Le+dD075mXoymI17etWsXjo6ORyVJkv785z+/IEmSNEmr1U52dnZ+ZerUqfVpaWlPacHWrAoLCy1NJ8DUwC0uLqasrIyuri4MIwb2xIdxjjQukEMBl9h/NZxLuksA9PX1UVNTQ35+Pj09PVRUVnFy1V/hlAZDggZS/WgNnc/Gj6ZTXmntqwohhGhra1Pef//90Z07d37TVjHTZEmSpNjY2I8WLlzI4OCgMrG1oigK2dnZ3Jxo82bq7OykqqqKnKwcXNa4sC7Dn0MtB4m4th/X8I/YvH0zNfoaioqKaG5utvOxs6eSuLB2JqStxhjvCWd9eXzCnWPeM8lMTxNm2zf6+PiIoKCg47Y827YWJ2u1Wof169cX+Pv7C0Axt/WExa4t4yLbptNEhx8ZHaGmuoZzGec4mXiS7bu3k5KWQm1dLSNPRuxMTVEUVEXBqAoOhoagD3KEZF+MCRpI9yP5U0fOn0sHEImJCaqnpye3b9/+1VN9UVt1VFdX/8zd3Z2TJ0+qgGowGCgsLBQWs3mWf1iATIye42PjXL1y1e7exHrX9Izg3sNuPnedTU/UEjjnx5FlfxJHjxwWgKiv/9o4Y8YMysvLv7vNnpKS8pxWq518/fp1N0dHR3Q6nXLt2jVLl1g8q+lky5jlryV6W1IDRZFNKYD61FDDOi8AuNHcSsSq+cR7TyM6MkJU19Zx/fp12dHRkZCQkOWSJEnOzs7fPXKyoCssLHR98803SUxMVCyaMIfxbwUx0aQGBwetA45vSw1sQQNUVJSLjHPnALh5o9HwxhtvkJ6eXqnVaiebpzR/f5ZsabUXFha6zpo1izNnzsiAbE5xxURGv00bAwMD3zojm/hbwLo2IOrqauU5c+aQnZ19GXj5H5nO2JFlJtXa2urq4uJCUFAQY2NjRkCYu3ffCsQWwLNmZBOfE8J+PpaYkMCUKVMoKSk5DPyHmaXvP8W3gOjv71+yc+fOak9PT0pLS1VAxuwTsiyLiTZt+Ww7I5vY87SYje2ota2tTWzYsIHVq1fLbW1tS783w88iy0wKeMHLy+u4i4uLwd/fn7q6OjAPq80MCsUm/VZVlZ6eHsrLy23nwpbv7Ybdd+/eVbZt28aMGTPUd9555zjwS4sAmfB6wz8FQpIkacqUKb/dtGnT8cWLF4+tWLGCtLQ0urq6ZAsQsxk85QMTvlOePHkiX7x4kTVr1rBw4UKioqKu9PT0LLbsw7/pnQkrkAcPHrxeUVFxcu3atVeWLFmCu7s7YWFh6HQ6Ghoa6O7upqOjA51Ox8DAAE1NTZSXl3PkyBG8vLxwdnbG19f3anJy8on8/Py3tFrtD8yM/2uk/h00ycvLy+5lDOD3165dWxATE8PcuXPVN954g5/+9Kf86Ec/4pVXXuHHP/4xv/vd75g+fbq6a9cu9Hr9AoPB8PuJ6wLf+7WC/wMWlLtEZ35dwwAAAABJRU5ErkJggg==">collections — Matplotlib 3.0.3 documentation</A>
        <DT><A HREF="https://github.com/mgduda/convert_mpas" ADD_DATE="1554225461" LAST_MODIFIED="1554225461" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">mgduda/convert_mpas: A general conversion utility for MPAS-Atmosphere output files</A>
        <DT><A HREF="https://www.eclipse.org/projects/handbook/#resources-git" ADD_DATE="1554332791" LAST_MODIFIED="1554332791" ICON_URI="fake-favicon-uri:https://www.eclipse.org/projects/handbook/#resources-git" ICON="data:image/png;base64,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">Eclipse Project Handbook | The Eclipse Foundation</A>
        <DT><A HREF="https://www.eclipse.org/projects/handbook/" ADD_DATE="1554333846" LAST_MODIFIED="1554333846" ICON_URI="fake-favicon-uri:https://www.eclipse.org/projects/handbook/" ICON="data:image/png;base64,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">Eclipse Project Handbook | The Eclipse Foundation</A>
        <DT><A HREF="https://github.com/seacast/SharkEyes/blob/master/pl_plot/plot_functions.py" ADD_DATE="1555016532" LAST_MODIFIED="1555016532" ICON_URI="fake-favicon-uri:https://github.com/seacast/SharkEyes/blob/master/pl_plot/plot_functions.py" 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">SharkEyes/plot_functions.py at master · seacast/SharkEyes</A>
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        <DT><A HREF="https://hynek.me/articles/sharing-your-labor-of-love-pypi-quick-and-dirty/" ADD_DATE="1557421647" LAST_MODIFIED="1557421647" TAGS="Python,Distribution">Sharing Your Labor of Love: PyPI Quick and Dirty · Homepage of Hynek Schlawack</A>
        <DT><A HREF="https://www.npr.org/programs/" ADD_DATE="1558019921" LAST_MODIFIED="1558019921" ICON_URI="fake-favicon-uri:https://www.npr.org/programs/" 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CClIIEIKEoiQggQipCCBCClIIEKK/wNgLnaSas6mwAAAAABJRU5ErkJggg==">NPR Shows &amp; Podcasts : NPR</A>
        <DT><A HREF="https://www.thisamericanlife.org/" ADD_DATE="1558367871" LAST_MODIFIED="1558367871" ICON_URI="https://www.thisamericanlife.org/sites/all/themes/thislife/favicons/apple-touch-icon.png?v=2" ICON="data:image/png;base64,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">This American Life</A>
        <DT><A HREF="https://www.prx.org/shows" ADD_DATE="1558375007" LAST_MODIFIED="1558375007" ICON_URI="fake-favicon-uri:https://www.prx.org/shows" ICON="data:image/png;base64,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">PRX – Shows</A>
        <DT><A HREF="https://www.revealnews.org/" ADD_DATE="1558451370" LAST_MODIFIED="1558451370" ICON_URI="https://www.revealnews.org/wp-content/themes/reveal2015/static/images/favicon.ico" ICON="data:image/png;base64,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">Reveal | from The Center for Investigative Reporting</A>
        <DT><A HREF="https://github.com/Unidata/netcdf4-python/blob/master/examples/tutorial.py" ADD_DATE="1559769168" LAST_MODIFIED="1559769169" ICON_URI="fake-favicon-uri:https://github.com/Unidata/netcdf4-python/blob/master/examples/tutorial.py" 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">y</A>
        <DT><A HREF="https://www.colorado.edu/today/2019/06/05/8-boulder-area-hikes-try-summer" ADD_DATE="1559840286" LAST_MODIFIED="1559840286" ICON_URI="fake-favicon-uri:https://www.colorado.edu/today/2019/06/05/8-boulder-area-hikes-try-summer" ICON="data:image/png;base64,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">8 Boulder area hikes to try this summer | CU Boulder Today | University of Colorado Boulder</A>
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        <DT><A HREF="https://wd5.myworkday.com/ucar/d/home.htmld" ADD_DATE="1562080104" LAST_MODIFIED="1562080104">https://wd5.myworkday.com/ucar/d/home.htmld</A>
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        <DT><A HREF="https://www.library.ucar.edu/" ADD_DATE="1563392837" LAST_MODIFIED="1563392837" ICON_URI="fake-favicon-uri:https://www.library.ucar.edu/" ICON="data:image/png;base64,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">NCAR Library</A>
        <DT><A HREF="https://github.com/SciTools/cartopy/pull/814" ADD_DATE="1563572022" LAST_MODIFIED="1563572022" ICON_URI="fake-favicon-uri:https://github.com/SciTools/cartopy/pull/814" 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">BUG: Fix contourf bounds calculation (Fixes #811) by dopplershift · Pull Request #814 · SciTools/cartopy</A>
        <DT><A HREF="http://cucis.ece.northwestern.edu/projects/PNETCDF/doc/pnetcdf-c/Compiling.html" ADD_DATE="1563914967" LAST_MODIFIED="1563914967">PnetCDF C Interface Guide: Compiling</A>
        <DT><A HREF="https://stackoverflow.com/questions/30176913/unexpected-statement-function-at-1-in-fortran/30177109#30177109" ADD_DATE="1563922325" LAST_MODIFIED="1563922325" ICON_URI="fake-favicon-uri:https://stackoverflow.com/questions/30176913/unexpected-statement-function-at-1-in-fortran/30177109#30177109" 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- Unexpected Statement Function at 1 in Fortran - Stack Overflow</A>
        <DT><A HREF="https://www.markdowntopdf.com/" ADD_DATE="1565621482" LAST_MODIFIED="1565621482" ICON_URI="https://www.markdowntopdf.com/img/fav/android-icon-192x192.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMAAAADACAMAAABlApw1AAACr1BMVEUAAAABAQEREREZGRkYGBgXFxcFBQUDAwMVFRUKCgoICAibm5vb29vY2NjS0tJFRUUnJyfFxcXZ2dnX19dbW1sJCQm3t7f///+QkJBfX1/7+/ttbW3Q0NCdnZ3+/v5sbGz19fVMTEwaGhrT09OSkpJGRkb09PTR0dGCgoL29vZOTk4NDQ2+vr6UlJQCAgIxMTHo6OhnZ2f9/f339/dPT08EBASlpaWVlZUeHh4bGxtRUVGLi4uXl5cQEBDExMTV1dUcHBw3Nzfs7Oz4+PhTU1NwcHCZmZkGBgatra3W1tYdHR0jIyPe3t5UVFRVVVX5+fmampqTk5MUFBTMzMw9PT3w8PCcnJx4eHgfHx+1tbX6+vpXV1cpKSnj4+NdXV0gICBYWFifn59EREQhISGAgIBaWloMDAy7u7uhoaEvLy8iIiJlZWVcXFyjo6OioqLc3NyJiYmkpKQPDw/Dw8MkJCQ1NTXr6+v8/Pxubm6mpqYHBwerq6slJSXd3d1gYGCnp6eRkZHf398mJiYTExPKysqzs7Pa2tpiYmI7OzvLy8tmZmaNjY2pqal2dnbx8fFpaWlJSUnh4eEoKCiysrLIyMienp5xcXFkZGTi4uKHh4eWlpaqqqrz8/N+fn6EhITPz8+Kioqurq6srKxDQ0NWVla2tra6urq5ubmgoKDm5uZHR0cLCwu9vb3Nzc0WFhbBwcEODg6xsbFhYWHOzs7g4OCOjo5KSkrAwMDGxsYqKirk5OQSEhKvr69LS0tra2suLi60tLRNTU0zMzPp6ektLS02NjYwMDA0NDRQUFDq6uru7u45OTl7e3vU1NQ+Pj7y8vLCwsJISEg/Pz+YmJhBQUFSUlKGhoZzc3N5eXl/f39jY2OMjIxZWVlvb293d3eDg4O/v7+Pj4/Hx8d1dXUyMjL3CLe/AAAGZ0lEQVR42u2c+1tURRjHZ4EFuakBNkJIIEohRQEumkpQkMZFV9dIA8XCAkSMUhMFL1lGgFGmYoqYppKgZahFXspCs4umZqamlV3/kHZhdznn7J6ZM8szzB6f9/vrvPN95vM8s7tnZ77vQQgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIJDXyODj66ddRn+6Y8AQBkOrAgcGEBQcEqpdQ4fRHYffFcbgGBoeMTCAEXdjFo00UB0jo5gc8T2DChDtSzMMGMW2/ph7BxUgNo5mODreqwHwGJrh2ATvBriPtofuZ/MbdIDEcWS/pAe8HAA/mEz0e+hhbweIH030S0n1doC08SQ7Uzqj3eAD4Amk37KJYd4PEP8IwW5cmvcDpE0i2E1mdRMAgKeo76GMR/UAkJml6vbY43oAyM5RdXuC2UwEAJ4aoGI27Ul9AOTmqZjlF+gDIHu6itkMsz4A8Ez3z0OGWR54CQEIn+jWyzJbLwDmGW69nirUCwB+2u330BxPrMQAhM51YxX4jH4AiordWM2brx8APMrNHiphPBASChC2wMUpOdgjJ0EA5mddnHyH6gkAP+eyh0oZD4QEA4QsVDo975mRKICiFxRGZeX6AsAVJrnRItYDIdEAIZVyo8UxOgOIqpL5BCzx0EcYAH5RtofywnUHUJ0v9YlL1B1AUYnU5yVPbcQB4JclV5ZLl+kQoGB5v80rK3QIUBPZb7PSYxeBAHiVcw/V1ukSoGC1w6VyjS4BotY6XHKydQmA1zn20KueewgFWP9an8nrG7wWIPWNesJozZt9Jg3qB0KNtONS3gBNG0nDb03rNWlWLXh77EyxADHvbCI95Ly7uddji2rBVmOLWAC8zUgKb6S+Z/PYvF21YIeJ9pjNG2AOaiUN77TtoQjVA6G20uR1ggF2oUmk73jbHjJMVR3eYPGn/UbzBngfZeUShmsWI2TcrTq8B9V+IBhgD+XEbW8t2temNtg2DAVtwWTxBhiJ0H7SxdH8eWiX6mDjEDSiXTBAK0ILSPmH1KagD1UHJyMUeEAwQDBCpg5Swd6GTrWhhIMIHfpIMEBFMkJVpHPzwmjVhNDHhxEq+0QwwCoTQvkePu1vNCCUREtP8Aaos/5S+TOnmHqVsMnq37VVMMCRIGvRUY/uXo5ZdxBaSrt65Q3QbstmD//UE4DPbP4Z0YIBysusRbU7PVh/bLfN34cW5OUN8HmXraqJNYto1W4/20xLpmCA4xm2qhMn2QH6gu5G2qEvb4DGU7aqoC+Y15/4Za+/b6hggGhLb9lp5j1kD+pn1VPqeANkHu4t+6oTM2pMXzRwbrVggBC/vrKvGdef2NPnXyn4VAKvt8dctzECOGL6q2k/IbwBttszBWfOsgHMsodLCX/4BwfgpP0A99ABpvWnOdoMqF/AvAE6T9gLmzGLnCH9b2ifft4AZxfZC88x3cFMcMQCv6Xdf/MGWPGdvTCJ9tdKqrTvHf5nfhAMcP6Co/JHBoCLzjaPc7Q0NW+AwkuOyobz2gFanQH3C7RZvAEu73NUZvykef2SFoMGWhSTN0DsFWep9kDQxSznpEuXBQOk9ThLf9aca73aH03+hZbj4g1QdM1Zeuq4xvVLGwxKaRkK3gA1koTodY0A0nj+Qdr9JW+AGEm/cmkb1iRpuL27SDAAXttfa2nUtH5Ze0FcjWiAFEmxtiarXGk4fzztrxx3AGnH+BVN0dBgaXtEjnCAG5Ji4zEN6zfvl/oX07KA3AF+lRQbtEQK5NH8COEAN6XVPRqScfJge6RwgOvSag0d/2Z5a8EtWj13gN+k1YZW2npwmLy5I0U4gPw1Bteo7bYt8lj7aeEAV2W9q3m5lHLz73L/P4QDtMgAqG0a9YpY/g3hAOnyrr1iyrNNhyLUfls4QJ0cYCH5sDZK2VZA/SfNHeCI/ENpqiBWuzR23BQO0K7YE8RLY5e2CPSncIDyWvkE4qVxkcvbjnYIB/hL8Qop4qVxdaXSn/oEzh1gWZdixtEa9eIlyh2E/hYO8I+PYgbh0jiqxMWf2iPNHWC2RTGDEPRes9zFf4pwgGijcor6pXG661vcqA2WAwUIpAFkurxKRfXOIirS1b8D0zTAt5yZpt/+l6TmW0nKKbVV7qc0r/Rz9e8m21v138AAQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCge4o/Q8XWSG9pN+uCwAAAABJRU5ErkJggg==">Convert your markdown files to PDF with our online converter for free!</A>
        <DT><A HREF="http://zsh.sourceforge.net/Doc/Release/zsh_toc.html" ADD_DATE="1566322025" LAST_MODIFIED="1566322025">zsh: Table of Contents</A>
        <DT><A HREF="https://www.openacc.org/events/openacc-online-course-2018" ADD_DATE="1569621932" LAST_MODIFIED="1569621932" ICON_URI="fake-favicon-uri:https://www.openacc.org/events/openacc-online-course-2018" ICON="data:image/png;base64,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">OpenACC Online Course 2018 | OpenACC</A>
        <DT><A HREF="https://www.youtube.com/playlist?list=PLbelYhZAAHEJCcTVzQ-QCTaDnsoynqPMv" ADD_DATE="1569967507" LAST_MODIFIED="1569967507" ICON_URI="fake-favicon-uri:https://www.youtube.com/playlist?list=PLbelYhZAAHEJCcTVzQ-QCTaDnsoynqPMv" 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9 Workshop 2019 - YouTube</A>
        <DT><A HREF="file:///Users/mcurry/mpich-3.3.1/www/index.html" ADD_DATE="1570045190" LAST_MODIFIED="1570045190">Web pages for MPI</A>
        <DT><A HREF="https://github.com/onqtam/awesome-cmake#examples--templates" ADD_DATE="1574029084" LAST_MODIFIED="1574029084" ICON_URI="fake-favicon-uri:https://github.com/onqtam/awesome-cmake#examples--templates" ICON="data:image/png;base64,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">onqtam/awesome-cmake: A curated list of awesome CMake resources, scripts, modules, examples and others.</A>
        <DT><A HREF="https://www.kernel.org/doc/html/v4.10/process/coding-style.html" ADD_DATE="1578418446" LAST_MODIFIED="1578418446" TAGS="LInux,style,guide,style guide,style-guide,linus,kernel,coding syle">Linux kernel coding style — The Linux Kernel documentation</A>
    </DL><p>
    <DT><H3 ADD_DATE="1590169165" LAST_MODIFIED="1590769783">Journals</H3>
    <DL><p>
        <DT><A HREF="https://link-springer-com.cuucar.idm.oclc.org/journal/37/volumes-and-issues" ADD_DATE="1590169169" LAST_MODIFIED="1590169177" ICON_URI="https://link-springer-com.cuucar.idm.oclc.org/oscar-static/img/favicons/springer/apple-touch-icon-1ee298e6a2.png" 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">computational complexity | Volumes and issues</A>
        <DT><A HREF="https://ieeexplore-ieee-org.cuucar.idm.oclc.org/xpl/RecentIssue.jsp?punumber=52" ADD_DATE="1590169254" LAST_MODIFIED="1590169257">IEEE Xplore: IEEE Software</A>
        <DT><A HREF="https://ieeexplore-ieee-org.cuucar.idm.oclc.org/xpl/RecentIssue.jsp?punumber=4434" ADD_DATE="1590169382" LAST_MODIFIED="1590169385">IEEE Xplore: IEEE Concurrency</A>
        <DT><A HREF="https://www-tandfonline-com.cuucar.idm.oclc.org/loi/uiss19" ADD_DATE="1590169443" LAST_MODIFIED="1590169445">List of issues Information Security Journal: A Global Perspective</A>
        <DT><A HREF="https://link-springer-com.cuucar.idm.oclc.org/journal/11227/volumes-and-issues" ADD_DATE="1590169503" LAST_MODIFIED="1590169505" ICON_URI="https://link-springer-com.cuucar.idm.oclc.org/oscar-static/img/favicons/springer/apple-touch-icon-1ee298e6a2.png" 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">The Journal of Supercomputing | Volumes and issues</A>
        <DT><A HREF="https://www-sciencedirect-com.cuucar.idm.oclc.org/journal/journal-of-systems-and-software" ADD_DATE="1590169530" LAST_MODIFIED="1590169534" ICON_URI="https://sdfestaticassets-us-east-1.sciencedirectassets.com/shared-assets/16/images/favSD.ico" ICON="data:image/png;base64,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">Journal of Systems and Software | ScienceDirect.com</A>
        <DT><A HREF="https://www-sciencedirect-com.cuucar.idm.oclc.org/journal/journal-of-parallel-and-distributed-computing" ADD_DATE="1590169537" LAST_MODIFIED="1590169540" ICON_URI="https://sdfestaticassets-us-east-1.sciencedirectassets.com/shared-assets/16/images/favSD.ico" ICON="data:image/png;base64,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">Journal of Parallel and Distributed Computing | ScienceDirect.com</A>
    </DL><p>
    <DT><H3 ADD_DATE="1541178053" LAST_MODIFIED="1590769785">To Read</H3>
    <DL><p>
        <DT><A HREF="https://software.intel.com/en-us/blogs/2016/10/02/doctor-fortran-in-thirty-eight" ADD_DATE="1541178038" LAST_MODIFIED="1541178053" ICON_URI="fake-favicon-uri:https://software.intel.com/en-us/blogs/2016/10/02/doctor-fortran-in-thirty-eight" ICON="data:image/png;base64,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">Doctor Fortran in &quot;Thirty-Eight&quot; | Intel® Software</A>
        <DT><A HREF="https://blog.codinghorror.com/you-can-write-fortran-in-any-language/" ADD_DATE="1541187035" LAST_MODIFIED="1541187037" ICON_URI="fake-favicon-uri:https://blog.codinghorror.com/you-can-write-fortran-in-any-language/" 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">You Can Write FORTRAN in any Language</A>
        <DT><A HREF="http://www.cs.virginia.edu/~evans/cs655-S00/readings/ewd498.html" ADD_DATE="1541693697" LAST_MODIFIED="1541693699" LAST_CHARSET="windows-1252">Edsger Dijkstra - How do we tell truths that might hurt?</A>
        <DT><A HREF="https://medium.com/@hughmcguire/why-can-t-we-read-anymore-503c38c131fe" ADD_DATE="1542039038" LAST_MODIFIED="1542039039" ICON_URI="fake-favicon-uri:https://medium.com/@hughmcguire/why-can-t-we-read-anymore-503c38c131fe" ICON="data:image/png;base64,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">Why can’t we read anymore? – Hugh McGuire – Medium</A>
        <DT><A HREF="https://refuga.com/blog/balance-multiple-projects/" ADD_DATE="1542039484" LAST_MODIFIED="1542039487" ICON_URI="fake-favicon-uri:https://refuga.com/blog/balance-multiple-projects/" 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">How to Balance Multiple Projects While Actually Reaching Your Goals</A>
        <DT><A HREF="https://blog.codinghorror.com/" ADD_DATE="1542129728" LAST_MODIFIED="1542129733" ICON_URI="https://blog.codinghorror.com/favicon.png" 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">Coding Horror</A>
        <DT><A HREF="https://medium.com/" ADD_DATE="1543511242" LAST_MODIFIED="1543511248" ICON_URI="https://cdn-images-1.medium.com/fit/c/152/152/1*8I-HPL0bfoIzGied-dzOvA.png" 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">Medium 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        <DT><A HREF="https://www.scottaaronson.com/blog/?p=3943" ADD_DATE="1543963146" LAST_MODIFIED="1543963150">Shtetl-Optimized » Blog Archive » Lecture notes! Intro to Quantum Information Science</A>
        <DT><A HREF="https://www.npr.org/sections/health-shots/2019/03/04/699979387/is-your-child-an-orchid-or-a-dandelion-unlocking-the-science-of-sensitive-kids" ADD_DATE="1551738155" LAST_MODIFIED="1551738163" ICON_URI="fake-favicon-uri:https://www.npr.org/sections/health-shots/2019/03/04/699979387/is-your-child-an-orchid-or-a-dandelion-unlocking-the-science-of-sensitive-kids" ICON="data:image/png;base64,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">The &#39;Orchid And The Dandelion&#39; Highlights Science Of Sensitive Kids : Shots - Health News : NPR</A>
        <DT><A HREF="https://www.npr.org/sections/thesalt/2019/03/10/701684123/commentary-4-ways-to-reduce-plastics-and-other-single-use-disposables-in-your-ki" ADD_DATE="1552236986" LAST_MODIFIED="1552236989" ICON_URI="fake-favicon-uri:https://www.npr.org/sections/thesalt/2019/03/10/701684123/commentary-4-ways-to-reduce-plastics-and-other-single-use-disposables-in-your-ki" 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CClIIEIKEoiQggQipCCBCClIIEKK/wNgLnaSas6mwAAAAABJRU5ErkJggg==">4 Ways To Reduce Plastics In Your Kitchen : The Salt : NPR</A>
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"></A>
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        <HR>        <DT><A HREF="http://mpas-dev.github.io/" ADD_DATE="1579536911" LAST_MODIFIED="1620258265">MPAS.io</A>
        <DT><A HREF="https://github.com/MPAS-Dev/MPAS-Model" ADD_DATE="1538605238" LAST_MODIFIED="1595275509" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">MPAS</A>
        <DT><H3 ADD_DATE="1543248622" LAST_MODIFIED="1615402145">Forks</H3>
        <DL><p>
            <DT><A HREF="https://github.com/davegill/MPAS-Model" ADD_DATE="1543248611" LAST_MODIFIED="1612213085" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">davegill/MPAS-Model: Repository for MPAS models and shared framework releases.</A>
            <DT><A HREF="https://github.com/MiCurry/MPAS-Model" ADD_DATE="1543335111" LAST_MODIFIED="1615402145" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,PHN2ZyB3aWR0aD0iMzIiIGhlaWdodD0iMzIiIHZpZXdCb3g9IjAgMCAzMiAzMiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZmlsbC1ydWxlPSJldmVub2RkIiBjbGlwLXJ1bGU9ImV2ZW5vZGQiIGQ9Ik0xNiAwQzcuMTYgMCAwIDcuMTYgMCAxNkMwIDIzLjA4IDQuNTggMjkuMDYgMTAuOTQgMzEuMThDMTEuNzQgMzEuMzIgMTIuMDQgMzAuODQgMTIuMDQgMzAuNDJDMTIuMDQgMzAuMDQgMTIuMDIgMjguNzggMTIuMDIgMjcuNDRDOCAyOC4xOCA2Ljk2IDI2LjQ2IDYuNjQgMjUuNTZDNi40NiAyNS4xIDUuNjggMjMuNjggNSAyMy4zQzQuNDQgMjMgMy42NCAyMi4yNiA0Ljk4IDIyLjI0QzYuMjQgMjIuMjIgNy4xNCAyMy40IDcuNDQgMjMuODhDOC44OCAyNi4zIDExLjE4IDI1LjYyIDEyLjEgMjUuMkMxMi4yNCAyNC4xNiAxMi42NiAyMy40NiAxMy4xMiAyMy4wNkM5LjU2IDIyLjY2IDUuODQgMjEuMjggNS44NCAxNS4xNkM1Ljg0IDEzLjQyIDYuNDYgMTEuOTggNy40OCAxMC44NkM3LjMyIDEwLjQ2IDYuNzYgOC44MiA3LjY0IDYuNjJDNy42NCA2LjYyIDguOTggNi4yIDEyLjA0IDguMjZDMTMuMzIgNy45IDE0LjY4IDcuNzIgMTYuMDQgNy43MkMxNy40IDcuNzIgMTguNzYgNy45IDIwLjA0IDguMjZDMjMuMSA2LjE4IDI0LjQ0IDYuNjIgMjQuNDQgNi42MkMyNS4zMiA4LjgyIDI0Ljc2IDEwLjQ2IDI0LjYgMTAuODZDMjUuNjIgMTEuOTggMjYuMjQgMTMuNCAyNi4yNCAxNS4xNkMyNi4yNCAyMS4zIDIyLjUgMjIuNjYgMTguOTQgMjMuMDZDMTkuNTIgMjMuNTYgMjAuMDIgMjQuNTIgMjAuMDIgMjYuMDJDMjAuMDIgMjguMTYgMjAgMjkuODggMjAgMzAuNDJDMjAgMzAuODQgMjAuMyAzMS4zNCAyMS4xIDMxLjE4QzI3LjQyIDI5LjA2IDMyIDIzLjA2IDMyIDE2QzMyIDcuMTYgMjQuODQgMCAxNiAwVjBaIiBmaWxsPSIjMjQyOTJFIi8+Cjwvc3ZnPgo=">MiCurry/MPAS-Model: Repository for MPAS models and shared framework releases.</A>
            <DT><A HREF="https://github.com/mgduda/MPAS-Model" ADD_DATE="1543248690" LAST_MODIFIED="1543248692" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">mgduda/MPAS-Model: Repository for MPAS models and shared framework releases.</A>
            <DT><A HREF="https://github.com/ldfowler58/MPAS-Model" ADD_DATE="1566585118" LAST_MODIFIED="1615402140" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">ldfowler58/MPAS-Model: Repository for MPAS models and shared framework releases.</A>
        </DL><p>
        <DT><A HREF="https://github.com/MiCurry/MPAS-Limited-Area" ADD_DATE="1568823625" LAST_MODIFIED="1579021540" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">Limited-Area</A>
        <DT><A HREF="https://github.com/MiCurry/SMIOL" ADD_DATE="1578414004" LAST_MODIFIED="1579021540" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">SMIOL</A>
        <DT><A HREF="https://github.com/MiCurry/SMARTS2" ADD_DATE="1578674623" LAST_MODIFIED="1579021540" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">SMARTS</A>
        <DT><A HREF="https://github.com/ESCOMP/CAM" ADD_DATE="1602691750" LAST_MODIFIED="1602691763" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">CAM</A>
        <DT><H3 ADD_DATE="1617050021" LAST_MODIFIED="1628708450">CESM-Forks</H3>
        <DL><p>
            <DT><H3 ADD_DATE="1624550017" LAST_MODIFIED="1626288589">CAM-Forks</H3>
            <DL><p>
                <DT><A HREF="https://github.com/MiCurry/CAM" ADD_DATE="1618931922" LAST_MODIFIED="1626288589" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">MiCurry/CAM: Community Atmosphere Model</A>
                <DT><A HREF="https://github.com/jtruesdal/CAM-1" ADD_DATE="1619562534" LAST_MODIFIED="1626288585" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">jtruesdal/CAM-1: Community Atmosphere Model</A>
                <DT><A HREF="https://github.com/skamaroc/CAM" ADD_DATE="1619636367" LAST_MODIFIED="1624550022" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">skamaroc/CAM: Community Atmosphere Model</A>
                <DT><A HREF="https://github.com/PeterHjortLauritzen/CAM" ADD_DATE="1623095179" LAST_MODIFIED="1624550022" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">PeterHjortLauritzen/CAM: Community Atmosphere Model</A>
            </DL><p>
            <DT><H3 ADD_DATE="1624550025" LAST_MODIFIED="1628109134">CIME-Forks</H3>
            <DL><p>
                <DT><A HREF="https://github.com/ESMCI/cime" ADD_DATE="1603826338" LAST_MODIFIED="1626194684" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">CIME - Github</A>
                <DT><A HREF="https://github.com/jtruesdal/cime" ADD_DATE="1626189717" LAST_MODIFIED="1628109134" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">jtruesdal/cime: Common Infrastructure for Modeling the Earth</A>
                <DT><A HREF="https://github.com/MiCurry/cime" ADD_DATE="1624550047" LAST_MODIFIED="1624550056" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">MiCurry/cime: Common Infrastructure for Modeling the Earth</A>
            </DL><p>
            <DT><H3 ADD_DATE="1624550031" LAST_MODIFIED="1625694841">CTSM-Forks</H3>
            <DL><p>
                <DT><A HREF="https://github.com/MiCurry/CTSM" ADD_DATE="1624550036" LAST_MODIFIED="1624550043" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">MiCurry/CTSM: Community Terrestrial Systems Model (includes the Community Land Model of CESM)</A>
                <DT><A HREF="https://github.com/jtruesdal/CTSM" ADD_DATE="1625694837" LAST_MODIFIED="1625694841" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">jtruesdal/ctsm: Community Terrestrial Systems Model (includes the Community Land Model of CESM)</A>
            </DL><p>
            <DT><H3 ADD_DATE="1628021425" LAST_MODIFIED="1628021428">CESM-Forks</H3>
            <DL><p>
                <DT><A HREF="https://github.com/ESCOMP/CESM" ADD_DATE="1628021418" LAST_MODIFIED="1628021425" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">ESCOMP/CESM: The Community Earth System Model</A>
            </DL><p>
            <DT><A HREF="https://github.com/NCAR/Topo/" ADD_DATE="1628708440" LAST_MODIFIED="1628708450" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">NCAR/Topo: NCAR Global Model Topography Generation Software for Unstructured Grids</A>
        </DL><p>
        <DT><H3 ADD_DATE="1538493871" LAST_MODIFIED="1625023787">Refs</H3>
        <DL><p>
            <DT><A HREF="http://aperiodic.net/screen/quick_reference" ADD_DATE="1538493863" LAST_MODIFIED="1538493871" ICON_URI="fake-favicon-uri:http://aperiodic.net/screen/quick_reference" ICON="data:image/png;base64,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">GNU screen [quick_reference]</A>
            <DT><A HREF="https://docs.google.com/document/d/1OGoZJpdBDGSto3be4OaGT-KOJ2dZyI2TPMxbvn-I7G4/edit?ts=5bc79709" ADD_DATE="1539807011" LAST_MODIFIED="1539807013" ICON_URI="https://ssl.gstatic.com/docs/documents/images/kix-favicon7.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAABD0lEQVR4nO3bsQ2DMBRFUU/AVAwAuGQRJghfYg2WYRWELfcUThdFCk0ihYfwRbr9y0kU0Xzn3p5+zpW3OLQWls5Cah5bvkOdhdRaWLzFoZ9z5Y4eP6W6G7dVPfbvGOO2+inVHx++GeOuHndaY9xfCP2cqxK++aNfQj/nynmLg3qMKm9xcK2FRT1EVWthcXf6t/+2zkJy6hHqAFAPUAeAeoA6ANQD1P0McLUHAAAAAAAAAE4EuEsAqAeoA0A9QB0A6gHqeA8AAAAAAAAAgHIDQD1AHQDqAeoAUA9Qd+n3AAAAAAAAAAC4KMBdAkA9QB0A6gHqAFAPUAdA8SczxR9NFX82V/zhZPGnsxxPF34+/wSk7wKTQqeDAAAAAABJRU5ErkJggg==">Contributor&#39;s Guide - Google Docs</A>
            <DT><H3 ADD_DATE="1603239345" LAST_MODIFIED="1621441819">CAM</H3>
            <DL><p>
                <DT><A HREF="https://ncar.github.io/CAM/doc/build/html/users_guide/appendices.html#arguments-to-configure" ADD_DATE="1603239362" LAST_MODIFIED="1603239417" TAGS="Cam,config,CAM_CONFIG_OPTS,configuration,cam configuration">CAM_CONFIG_OPTS Documentation</A>
                <DT><A HREF="https://ncar.github.io/CAM/doc/build/html/users_guide/index.html" ADD_DATE="1603379495" LAST_MODIFIED="1603379498" TAGS="Users Guide,Cam,CAM USERS GUIDE">CAM6.3 User’s Guide — camdoc documentation</A>
                <DT><A HREF="http://esmci.github.io/cime/versions/master/html/users_guide/compsets.html" ADD_DATE="1605555355" LAST_MODIFIED="1605555360">2. Component sets — CIME master documentation</A>
                <DT><A HREF="https://www.cesm.ucar.edu/models/cesm2/cesm/grids.html" ADD_DATE="1605555448" LAST_MODIFIED="1605555453" ICON_URI="https://www.cesm.ucar.edu/apple-touch-icon.png" 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IOesibaTKTpexhw30eKk/jlO6mhzSksLOQNlrJw0uemmhPF1YSztJXHw1CQly42w2BuExl3mlosOpxUl+EJSnE8lzvLeMVESokrZ29tjfWOdhw8f8ejRIzY3N9nY2GBra4u1tbWvV2FLVFVVERwczODgIKurqywsLLK5uUpxbiMudqkYaQeiJerOqQ+Nuairi5XpDfxcEvHziKGkoJqYkBxSo0uoKemkpXaIwZ4phrunkT9TyJFf9PKfxSb4Z6V2rtgncC+mhGv2yVy5FY1XeCnBYelc8MhBvW6OSwv3MBqRIbrfH49qC/L7ojnc56860I8F0Y8C0J+k6Q9eu9Duzi5FZXko++jynok/orZunLZS54yFLorXdJE2PY+Foy4WdmqcO2+Bo50XN67YoaykhbWDMoHRFviHX+KOx3mU9OUQ15DkrKIEJxUk+OATBULcy3j+/Am7uzs82Ntld3eH9fV1dnd3v21bW1ssLCzQ19dHe3s7MzMzr/NCWxu0t/Uhc/o6wS5FeDknc/SfzNDTdMHS3B4FoauIiagjKa6C8eVz6BrLc95AAU01M2xv3sLwgjkF2bUsTM2hKtnKkV+vcuSLh/xfJ/tROpeGs0cad5zTcPMvIiSpHmfvRGQCK9Af6cJkxhjjASkimry5VaJM70IVHMIBBz+JoPpHdaDvnkljwyNoeVzks+u2fHYlGxlnA1ScdVG8oYOQniYmd424dEeDL6WE8XPJY3frKbOTqxRkdHDeSAvfKB0cvLUxsJFDy1QWfSs5lPVlkNKWRV5HAnWl66TG1LGxvklLcxeCpVWePn3CzMws3d3dNDY2UlNTQ3p6OomJieTk5JCWlsbk5ARrK5s430pCUdQOMSF9lKXukhnfjLdnLBJCl9BSuYqw8Dn+eOJzPjhxBn2d2wgdN+Wz4wqcURXh1Ke6mGj609vdR2drM46XK/js0z6O/HKCI7+YR1Wtgnv3CnDzLMLZOx+vewVY2oWgG5WI4bA75suSWLbL411yGbcWBdbvz/Hy2QEvX72+7PHnV/LfpN44QH+S5zl4XZj+6uVLQosCEYt05IRrFdreDtzNN0TL05iPz2nxBxk1JC5IIaZ1ms/PSpIUUUVrawP9Az30dAxhbHAL0+vC3HKX566vJu7B57H31uKKgwqXbihw3UUFlQtqiMto4GWfSZBnDr1dY8zNzZCSmkppaSmVlZU0NjbS3t5OS0sLZWVl5OXlkV+QS3fnAP4uuZjqe2NnnUhWQhNON+PRUHDkww+10FW3x+SiC2bmrigpWXDr+j2Souspyuzkgsl13hf5AFGlz1GSNaa1cYjVlXl6G0YIcKxG/mQzoh8VEuSRTXhwKdeuxnHbORM7lwRuOARxKdEN3W4lTGdFsK3QxLlIlYQuCzZWNnj67NlfVCm8ab1RgP487jk4PODZ4+dUNuYjGajPxd4O5GPCUQ3zRtXPDumb8shfU+L8dTmu3jFCWcWE47+xx+qCH1dMPFH5LIHLyilcu+yGs6M3N818uWCkxlVnJezcVHAOOI+VgzKmtsqY31bkiosEhuecWF96SHd3J1XV1RQXF9PZ0cHY6DitrS20tbXR29vLwsICOzv3mZqeoLayERMTW05LyaCsaoKh4W3eO6qA0blgkiJrMDN049hxZUz1ndG/cJujx87g4uKHYH4FMwN3pIVv4GQXg8udaOrLhqlvasTLx5uM9Gwq81uIDsjB1jKAlJg6An0KMDQK5sqNWBwDk7kTEoxdpAOmlSpYjJ7lTo4azpmytE0m8+LZIS9fvgB+vEz1j+JA36winr94yYpgBpMYK841BaNXH4lmbQlSmeuI+CWj4n6DMypumOr44+LmwtmPw/nw5918+qtGPvp1O7/8xRT/+I/1aJ/JJyuqiSCPHM58YoWwjDpqporIXJBGVEsWEQ0xlPXOYHpNjvMaN6ku7qCsooDSkjKamtqpLG+grqaD5MRMkpKTKSwsoK2tleWVZVZXV5icmKC4uJgA3xCk5c/zwfEvkTovzXEFMdSUbbC1juR//FKd//HBMeQuSCIipcQnv9HlhpUv7ndjqS8bwds9FutrFtjY2hMdUYjSOVUU9E5iYmPBRXNjJNXkCQ6JIzG2nqs2afzus1j0rOIISE0kpCSSqNJwbFvVcJgWxb9TnJByORaWhvjq0VMO+fGulb0xgP485nn06BE761ukNUShWmSBQZMd5ypvY74u4FzXPFJpY/zBso//86NGfvv7PP7bP9XxX/5pjCO/nOHILwUc+eUKR37ewSkJDyQVTVFSUUdV2QghcRVUzcWwdFVA97oEolpn+e0nZ9C6aICLhwuKsqaE+qUyNT1OeUU1xSWF5BbmkpmXi19ACDlZJZQXNdLc1Mb42DiDfSM0N3TQXNtHV0cfdbUtGBve5Li4GL99X56P/qiHgWYgx4Q1OKkghqKhMHLqypw6dYE/HhXnorwvBTn1GFy24HP595ExEEdYSQZRLTnUzcUxuinOxasyyBqKoWuji19gKqHh6di65HBMPxOnhHRiaqIpncmjcqQYnz51QlYliR8Vobz9Og/uP2b/YP91YH3w5iF6IwD9xdR1cMD29g6Ty6PoVilgOq2C2cI5Li24oD+Yx8XuepTLOznhUs0/iLVx5FdTHPnlHEd+v86R385w5FcCjvyqHlVrI6x95dG7JYrQCVfe+8cKfv2zbE6L2HDRxAJJBTOUzivi6OBNQ1UHwUEheHj6UV/TyvjIHK1NfXT1tjA81sXs4hhD4z00tVTR1tbAQP8Ag/3jtDUP0N7eQ29fHyNjw0zPjdPa1k5oYDraii6ckJFEWFscES0xzqiKIaYtySdix1FXukJxbjNx4YXUVLQyM7GClo4tfxQ9ipyhCEpG4hjZKnHVTQVzB2WMb6shZSyPkIYnnoHBNHZUcSuxlvOFLcTXppLVmUjLYiVZbeH49oqSvSlNdq8wM/PNHLzi6/IP3niC8Y060DcHt7u7y9rSJtE9fpxrOM6FhlOYNZpg2G7HuVY7tJpiUUm8ytk7nvwX2U2OfLrOkU/H+V+Oj3Lk/V7+w/u1COvpo3/zIsbWppw9Gct//vkQ//vPhzl7uopf/HaII/80gbxYFglRJYwOjTM5NUFdTQMdrb0MD4zT1NJKb88Q3X199A310DfUTmNLFdl5qdQ1VdIz2MbQ2AA9g330jwzQPzpIz2A3nX3t9A31MTY5RHVjMc5+jqiaKiB5URIRDUm+VBblA+FTSAhZMNw7wcamAMHSMjvbO/R1THLtmhfiarIoGgth7ayMrY86Vz3UueWvhZKlCv/p83i0LINJq6kgtakH3eooPHvDyayJJa87ifbZKmKGzpOxKknFrAS1/YY8f/aCg8N9Dg/f/FT2xhzoXwLnfdZWNxgd78ClRQKzjlPo5h3DPFIVvYpLnG8wQKvQA83Se8gFJiBqUYbEpQp+qTHK38st8B9P9PNfP83j7/9QwpFfzvDr37Tx69/U8/7RYv7ud73oGibx+2NdCEk0kJrWRnPTNj3tS4yPTtA/MMDk1DgzUwsM9EzT3t5FbVMN5TWVRCdE4RPoRXp2Bj0DfUzOjjA2PUhXfzdV9bU0d7TR1t1BaWUFzR1tdA90UttYTWVNOYFhAVy00kVaXxJ5Q1k+lT+Bho4lI/0TzC/NMTE58fV9abNsrG/iFxCJqJoQRrfksHJW5bqXBtZeipyVvcl//H0u/49wFRfvhhBbnI9tnT021VbktiaR0RpF71I9mQN2JE2L0bsrT9WwGNNz1QAcfF2E9ib1RgECePrsCZOj85QP2BO+IYXTuDBmLae4mHMM00xpDDMV8S4N5kpqDB7ZFYRnVOEbnoSecyk/PzfHkc8XOfLPqxz55wf83e97OSuejJ5RONdvhWNmGc51u2z0TcNw9cmnoXWTxuYtOprnaWtpY3JygunpOWqqW2ht7aaxpYXSqjKKKoqpa2mgvKaCvOJ0CsqzmZ4fY2JulKm5MarrK6isK2dkapTa5jpSc9Jp6+2ke6CLqroKahpqKCwtwNblBiqX5BHW+RJpDR2KMttYFghYX1tlRbDK9tYmKytr1NS2I6QshrjulxjeUuaqlzaW7oqIyttyVNiOI78q4Xca19DP8eReZSS3om1IbAglpzWWroVKynuTie8Sp3Vdhl6BNK39Jjx58ozDw4PvlH68iZF9AwD9aUXdAXPzs5QWVhBXbkbUihQBg9JcGT3LzQo9bhSaYl6jRWBhJJ7Z8YSU1xBf1cXdqFwsXcOQvZzAp+da+Vihlfclq9EyCeSmYxieQcU4e+ejbpqHd2g9jt5Z2Lvnkl82Q23DGmkp3dRWNzEzO0VhUQmxCYmU15bT1t1OZ38nfUPdTM+NsbK2SEdfC3aeFqTmxTI5N8L04jgDo73UNlbT3N5EU3sLQWH3yCnIp6a+jtLKcspry+ke6KSprYGY1CgMr+tyQvkUUipGuDvHER6SjbtbNFEhBZiZuhLknY39nXt8qXIGRTMZdG9pYuSsiqSxKacuaPCJpjInbdRQLjDGo8kf+1gbAvOdyGyOpG4km66pWjJaTGhYlmJiXZbuYXHWNtsBODh89fXJ+mYIeqNB9IsXz+ns7CI5PonE5vOEjkrjOSSJ06gowbV3iWz2xiPNCessW67neRFTXk1IYTmhBZX4ZZfjG59LdEYFvuFpWN7x5YpDOHauyYTGFCBl1cAnen2EJDWQXDRMeHIjMWmd5BZPEhnTQV52DymxZXg4hZOQkEl1Qxk9gz2MTQ8xOjlKz+AAE7NDzCyO09HfSlVTKTUNlbR2NZORn0JglD8+Ua64hTpz8bo5JrdsOHfZjFvuziSnJ1FWVUpTeyN1zTUUlhbiEeSKmK4wH8uK8qGoKL8XOsYHoiL8QexTPjgrjpluBNratzmlKYTGTU2Ur6pywV0HVQcNRG8rIeptiGyqGq6NbkRXBuCTZUdcpS85TZH0LVZR1OpDRKY6E3PybG7L0z3owPPnr76zpH8TI/sGHQhg78FD6mprKCjWJG9JkshNKTyXJfDqluJqjSzXiy4SkO6LRb4Zuq0GGNSFodfTgGV5JQ7ZxdxKLORafB36voVYOkdy0TUXIbsmlO6W8TuzEUxCh/GPLcUxqICUkmFSCgdIyuoiJauH2Pgu7t7JwsEuldCgdPILC2nr7qKnf5Su3kka2/qobx1laGqUze0NegZb8Yh1wjvJA+9UW3xzbuCRYYPOXTXUbiqhekMFeSt5FK3U0bY245qrLbGpUUTGRRCXFEdxeQnBUSGI6chy8rw4Z/VkEDWQQVxfgS/URflIQYITStpImKigcFUdXQ8tdLy0UXXTRMlTHblMb3Sa7xBY6k5aSyQRxZ5EFLoSW+xN/VAmJc0heAXYUVOrw8vnqvQPy7F1f/Fbp/+mbuiH1hsB6DVEr1hZ3aGqLIOOQTFqtmUJHBMlcFUS10YJzBvEMC9W5FbYdTzTnbjUfBm9wWtYbFShN9SISUQU+gGhSIVWIZG6gniSAJHYNc5GbnEmbJMTPrNciWvCOqCM0xaZ3PLOwC20FEf/fFz8S3D1K+PGnSSu3ohGVSkZF6dEGlvr6Oiap7JmhbzSCcobl2jsXaFrbJOqlnquBujhkWeJf9EVgips8cgwxypYD30PLbQd1Ljooo2GnSoy1oqo3FBC764mpo56GF43xsXfjZKKUrILcrl89zoypkpImykgbiyLsIESn2vIcFJXBglLFWSvKaHpooaCoxqSTqpoBqiiUZeG8XgAjslXSGkIJrEmgLAcZyKyncmvj6So7h4Z+e5kZllwf0uBuVkpJqdSvtPnb2Y5/4MC9F33efz4K0ZGZ6krC6Z/WIyaDVnCp8UJ2ZDCrV2U610SWDeJY56mRlCxFx55nlxJvYNZQygGo1ncyk7CMyUVl/RsLqTXIps9iVzhFtKZAqSytpDKeoyyXxnmd/yxcYvD0S8RR98ELl11x8YuCDffZC7beHNW3pN/OBrAOUN/cvK7aG5bJq9omsKqGWo7VmnuW6N+cJvovNyJZ2YAACAASURBVBbOmJijeEOJ8DoHImrcSWq6R2iJO1cjLnIr7iIm3pqYeKtj4a/BRWcVdBxVOOeoguotFcRN5DC9a0NuaQlVddWEx4djfMsYVSsNZK2VkLBSRPG6Moq3lFF1VkfTRwspRzXkPVQ4F6KEQqY3uv0+mKZqUdKZQFZLGBE5LoSk25NU5E1hTTDdQykUFPnR1SLP3qY8IyNmPHv2zX1lb+ba2A/vQF8D9OzZU1rb+qgvvsPyqiytD+RJnBcncl0Kz3Il7PIUsa9TxDZbH5esW/gXexNeGk14URxmtVEY5oQTlJNFdF0dMdW1OKfloFLQh1LFGjJpQ8hkzCKasIJkQAcXvIrRdUxH+1YmXxgU8ZlOOUpGCXwul8ORD9s58sde/r9jHcSlDFPduEJCRi+pBQPUda7S3L9GRdcSUYUdmASm8p6KPBaB2oRW2ZPQ5k9ciw8++dY4pJ7nRpw2N2LOcTVSG5twLcz81NFzU0PPTR2V2ypIWslxRlce7WvGpBakU1BagIO7PQbX9ZGxUELVXIuLTppI2EojflMKCXsF5PzOo+EnhaSPIRqVttiUqlHbk0bNcDqp1b64R1kTke5Abrk/k/NFDA1lUFFshWBaiokxaba35t9oAf4P7kDftEXBErk5+eTEXGB5SZYWgRT1q9JkbMvgViqLbawWt8ZEMM6QIKIsgPD6IJyyXEloyyG1pYhrueGYlEYTVldJencvpcPjBNY2YZhZgV18BjfCEtGIrEU4bJzj3vMcvS3gt+Zz/Exrgn9QWuTvpEb4P0Rn+F9PT3Dk+Cq/luokt2yaiiYBkaltRGe1U9QwTVnbPBXdS6TWDhBb2sKtoFgkL6lilaCHX+UVwppv4Fthg0feZdwLjPAsMeJOynmswzW4EqGJTYQWxgEamAVpYuStgtJtOT4+fxo5G3VK6ospqyvFO8gDHQszjuvJctZKElFjReRuKiDirIFcoC4G0fIopthj0K5LcIcm1Z2ZVA8lk1rhi1fMFaKz7Cmrv8fSWhXDw2m0N/izNiHL/LQUC/MlvK4x/zqY/iEHmB8YoG+eQXh4sM/Y5Cz5abGMZX/Jw3V5prfkGFmTJW9JkuAJURwbRbAXiGM5KYxLjRXJLfEElweS1J5F6VQTWYM1XCkKx68yj9LpcRqWV6ieXSS3q5eo6gY8M/OJLCwnuLCBq1HFyDmVcvxmO7+3mOWfjRf4+flpfqY9y8/PzfH/qkxi5N5BS/8qeXUz+MZUEZBQRVxeB5n149SPr5NS20NUSSMxRdUYOgej7naesJbL+NddxqPMgJg2Z3K7Egkrv4t/tRmeJfrYp+lwM0ET0yAVLCM0uRKjzaVgdbTdNThrLcaNe9dpaK0jITsBJx9njO3NEb4pg7ydIooOash4KWKaos7FKHmkQvS51CVHRIc6pS2pZDcEEVfoRnyRM1nlvtS0RLO4UsbYaDYDHSGsDEizNCXJ9KQTBwevk4pvogD/BwPou+5zeLDP1Mw8eYn3aIv9ktVRSR49UGJ6WYaGNRki58XxXRTn7rwY5mNnMekSwS/Pm/SuVEqnKiidrqNpvY/C4Xq8CxMIbywjd3SAwolxapaWKR6fIrqpjYDiSgLzS3DNKMXcPwFVjwyOeU5zzHuDo3aTfGgr4APbdT68Pk5ATg9VvQJii3ux803CNSIHv5QK0huHaJ7dJrN1iPCyRrwSUtH1CUY4OAbrdFNyJj0JabuGf40l+SMxtMzUktsXR3CTJZ6lejhmncc57yK2SVrcSNbiUogqBkGqaPuqouGuxu2o6xj56mMWoo+VtyVitxSR9ZJHMVgNcSdpdKPk0YmUQcRPFaU4UbyrT5NR501MngcR2beJz3cjMduD1Dx7mlujGB5Kp6NShZUeMdZnpRnq1ebB3sPXDvRN/u0HvD72g09hAK/292lubibJ/yadKcqstouyMCLB8qocvdtypEyJETQjhvOUCDdmRTGbEOZyzkViqiKpFlTRud1D5/YgPQ+nKJltw7c0Ba/8VKIbq8kc6KZocoKqpSWia+oxy8hGq3UM5fIplCsWkSuYRzZvG9G4RURiVjkbuYpkzATxtYMklrdhF5GLrG8ZVoEpOEakktjYR9fKLgUDE0RXNxGSX4J+bDLaHUvIxAfgnWdCwWQMKUPeeFebkTUcQt1EOYldnvg1GBJQb4Z/3SW8K/WxzznHnZzzWCdoYBariXagCmr+cij7KqAWpIx6sBIKAeqIO8si7yWNcpAcF2PlsEyXRcRDEuVEYYKaTpHQKsXdYGMc/IwJStMjrVGB4mZJiooMSIo1Y21AnAcjksz0iyGYkuPR3vTX/f/1Qz/fVgd6nYF+nf8pLiygzEmEphBJpsrPsDsuxd6mAuMbslSvSpOyKoXfjCiOC2LYdIliUiKLS64tae1JNCw30LDSSsVMI207I9Qs9xHakINHfjJhtWVE11eQOdhDweggHuVl6I2MYzgtwHhhE72xNS4Ob6HesIh2xwOUKpa5nFlPcm0bfhkFaKfUoFy1ik5ULrdDIolr7qFn5wF5Q2NENzQTWVbNjdQMLg7MoVaRh7aLEDYJxkS0ORPda09Mz11yJoNJ6QsgvteZe+2W+Neb4ldvjGeVPq6lF3As1sE6VROL1HMYx2uifU+VizGaqN9TRilQCXk/OZQDZdAIlUYrUpJbZfLIeR5H3PsjvOpPkdV7lrBSJfzTVKiYlaTnkQKz9+VZnJOhv0GEzV4x1rpEWRuVZG5QnPXF6m9TJz90HPSDAPQnly8O9pldXiM12JMhhw9pDpKhNVWRR/0S7M3JsL4pT9eKNIXzEsQuSeA7L4bjsCjm1WKYlkpxJ+E6gUV+JDelEt+cRGxzGpl9ZVQudZM73kJEfREeucl4FWQQ1VhFUEE2ug3lmK1Nc3l3A8udLS7vPsRsfQ/zja/Q750gsaGF1K5e7iSmot06iPnmE/Syi7gWGEJUcyudO/epnJ8je2SYmLo6rqWkYTAxjdn6fc5XZiIbrI+orRTRHU6E9lgRPWZNxpw7OWNhJA95kDDkjF+TCaE9loR2WuHXYsidMh2M41WxyNTGLEMbrVBFVO4pIuctjaynOEr+4igGiKARLMTtMim0I05w/NZ7OLSeoXJcjLwObWJyjKlflmJkT57lTXkerMmzNy7FZrsoG91irA+KM90pwsxQMHDI4cHXlzXeVgcCOHj5nOHpBRpjPRi/c5RqfzEaks1ozFJnrU+cvVU5Fjbk6NiQpWBNiuBxEdwmRbBdEsO84ywGEepoFQlhkWeAW7Y7XvkBhFbFkdCaQ+FYExXzvUS3lOCYHolLVjzeWYlYZcVhMt+E9cNRLLfHMZkfwXh2EoOeHu5WVZLV3UV4YSFGWZmYb65iub3Gpcx0rocGk9jXQe/DHWoWZ8ge6iOtpRHr4lwurUxhtjaP+cYO59vLEbl2FtfKS9woucidsnOkz7tRv5VLnSCXGkEa8f1OJIw6kDLnQkTfNbxb9XCpu4h5mhqGiSroxikh7y2OtLsYUu7CSLoLIet9Gt3YszhUSKJ27zOE3D4ksEeE0fvyZFQrExxjQPeaDNPrsqwuy7IxKcX9LjHWys8gaBZmY0SCqRZhxrod2D8ADvffXgf6pj178pjZ5XUm0twZvvIetX6ilEfr0pOhRGW6Jisjkjy8r8jgkjQ1y1Jkb0oTOC2Kw4woNhWSmCdoYVV0kYuZSpiGGXA34S6htdHkjVSQ0lVI+UwblbPdxLUW41UQj0taBNfCvdEuDEWvN5tLSzXoD5dzsTgBw8J47PJTsU2PxyQlHMPRamyeDGEwUolNVBC2saEk97fSdX+V9k0B+WO9JNZVYFuZjclCA6ZLnZhvjKI/3oNC8DmcynUwS9PGt8Wa/KlQ2hZraF6ooGe9ltrFNHImQsmaDSBh8g7hfZcJ6zfGuVYT4yR5tMOlUA0WR877LDJeZxB3PYWM1wlMUoWwLRVFzvdjJL2OkjcjwfyOPPm150nM0WZiRYb1LXlWZqXZHpFkq/Ys68Wn2WgXZXtcitk2YaZ6LHnxcv/1wyp+4AKzHwSg794h8OjRIxaWVxmPu03t9eMs3Puc2bjjbOV9yVSpEBtDEjzakGduWYb+LVlKFiRI2ZAmYFkC2x5hbJOMCM3wx7fQBdMgA4x9DTELs8CnLIiioVoal/uoWuwke6CGsPosXJKDMUxwRafRC6NQRwxHErHczMdiowjrB5WYLhZgPJ2J1W45No/L0GmMwDTZH7v4IOzTwsgeaaVjZ4Gu+wvUCsbI6W8moCgNva4kLDaqsdxux2ytH4UEKxzyVUmdsydh1J64ATuaVnKpXEugeiadjoVimgTFVAxlkzbqRezkVQLaLuJYrYJFlgIXoiVQDxFFK+wsyoGnEXM9hqTLJxgkn8Iw+Tiid97nfNoX5IyLsbUtT0WzMhl5ejx5osyDHQWWhsRZaxFBUPQly8Wn2e4QZXtEkuVuUUaatXj29MHXD6vYf7sd6KvHj+npH2HQ7RxN1p8w4f0xcxGfs5ZxkofVZ9noFuOrVTk2VuVY2lWgdVma0jVpohbF8V2VxKFWhevxRkTXBBNc7oNdynUsAy3Q9zXgUvFlXGoDCC9PIqwyiZDyRNzS7mF6z46Lla7o9XhjMnsP89UwLm/HcOVhIjZfJXHlYSJW96PQ6/XlUvAd7GN98C6IxTU/kvyJZlq3JuncmaZ9c4rK+V6Sa/MxqQ/BTJCA5WYZl5Yb0Mw0JbTJjPRJNzLmnclcvEvBqhc5815ULyVR2Z9Nw0QRfYIKKmcjiR64SvSIKR4NKlhnSaEfL4Z68BkM4s+i4H8SYcdPkPP/DLXQz9EM/Qwxhw/QSf+CwmkJnj5QYmlJltY2GbbW5dhckOHBhBQbNWfZKjzNWrkQs/WirLSLsNojxniTAk8erfI6DnpbATo4gMMDXr56yeTMPC02kozp/44J16PMh3/OQMxx1opOs90iwu6EFPcFsmxvyjO2IkPLmgwZ0+KELYrjviHJzQ5xbsVY4pRqS1CxH87pDlwJs+J8oxym80rolRphGXkT80hbbGIdsQqww8L5OgbDt7m87YzFmjOWm+6YLTlivuqE1Y4rZotOXE505G6sN4FV8cS15uJZEE7GUCVde1O0b47RtTNB0+YQac2FXGrw5tKSH2aCZCw2qjAsNSW5z4qsKV9yJ/wonAukdj6VosUAwhuvU9gVQs1cIrXDEdSPB1OxFUT0mAlBXRrcqZTlfIQQyoEnuRD9JbLen3HG4ShirkcRd/0QGbejSDgeRejGe8T2iLC2IMP2qhy7m/I8EMjyeF6W9VYRBHmnuJ9/mtHcs5SnKjFWL85quwiTFZI83p1//cSTg1ccHP5wycQfbhX29Qrs1f4+q2srtF+RYkTvd4zd/ZDlsM+p8T9NR9xptquEuN8rzs6MNCuLMmzuKDB5X56GFWmyV6QInhXDdVqUa0NnuVQhys1kc/yzvXBIscWgRwqrbTkuLSqg16eO0YQOFyqNMIi7woU6c0znLnN50wbLDRuufmXLtae3uPrVTa49u86l2Ss45/gRWZNMen8xhVN1xLRkUDRdT8+DCTq2hunYGqZ1Y4DEhkz0Gm9gseaE1U4kZivJWPTeIaxZj9wpL9LG7pI56UztdAp5w/6kDzpT3BlHYqkfuQ1elLb6UzEfTMHWTaLHtXBrkMUwSQj10BOohR5HzOUop269h7TXR4jYf4Dw7Q9QuncUxYgPUXQ8SmPbWRbHJRltFWa+S5S1LlF2G0XYyfmSteLTdGWeJjXahuYyfWZqhRjPEeGrrdlvV8FvpwMBB/sH7B8cIFhZpdFclHmDPzBp9wGCe58xFvop88nH2S45w06jMHujkmzNSrOyIMPaljx9AmmqlyTJEEgStiiO97IEd5bFsZ4QwbRJFIMqKUwTdTBPMMJgUArLNTlsHqph2HMe3QwDTGZUuLSojtmSFlZbOlxa0MJy/RyW6+ex3j2HUbMRoWXRVC7W0bTeQd1KM8VTVZTN1NK5N0jHZj/tm3107vST2JjChQZjrHauYbbkhuVGJEZ9dlgnS+BbZ0nRnAe5o140TqVTPRNDXuc9MnOTyCxKIDY1iITUUDIKY8jo8CR2UBeXBnEMkk+gEvA5Uu4fI+pyFKE77yN290MUAo5iXXUcr24hgtvlUHf+HBPX9xjsFGagQYjxRiFmK88wnXWCztRjdKUfoy7hLJVFUUx3qzFbJ8R8niiPN2cBONh/Sx3o8PCQw/19Xr58wfL6BrXWcvRf+C1NNh8w6/sJm7HHmYn7gvW8L9muEmK3R5yHE1I8XpNnb1uBOYEMA5uyNGzIkD4rTtSiBF6zojivSWC7Icm1bSksBiUxLVNAr04Ki1UJjKfEuDQvjWHiRXQb5LmyJ4/lmhwWK7JY35fHbEmKGy8UsVyT407hLYpGi+ne66Zrp4um1Rbyx4vI6M+idaudrq1u2tc76NrtJn8gH9NMU4wmdbDavoPFuidmy24oxcog43aS/GEfWpdjKZ3zp3DBlZxhV6IyPQmN9yU6OYjMvEQqGvIpqE4jtzqawAILTJPOoOD/AaKu7yHq9EeE7N7nrNN7GGV+imeBOMGphlT2KdC2KEVCyUk6688w0S7MaqsIWxVC1GQdJyDyOKXhJ6jKsqe3yZO1YUkW2kQYzhFjfX6cF6/2XwfRby1ABwc8f/GC3b09SsJ9iLMzJMvHhh7Hj1gO/RxBwjHmU4+zUXKahy2i7AxKsDsmxcNlOfa2FFhYlWVgVYbmNWmK1qWJXpLAf14Ml2lRro8Lc21NAqtlMSzmxbDalMR8RRyrLUksVyUxmRHDck0Cy3VJLFbEuf5M9jVkI2LoN8jgkHKLzMEUmjfqaNlooHe3g9zBbLzyPahcLKNnt5v2zVa6tzupXa7CJ9uTazW2WK7aYLF2DattR0xmbyHuegy9MCnK531ImrAmpOccUT0GVE4G4R3siE+gOxUNefSNNdHUV0h9Vz7t/ZWUtibjX3AD/RA5xG99ilTQh+jHC+EbZ0lguC21wwqMb8vx6KES+9uK9LecJSv3GPFxn5Ad/ilxCaIUxB4j2tuMupJoFnsV2J6Tpq/uDBFBp5kbH+TBw8ccHOwDP9z9Yj8YQPD697pevHzB3t4e3SU5tOTEURThRrvth8wHfMpK9DHmEo6xknWS7fIz7LaL8nhMiu0hCR6uyPFwV5H1bXmGl2VoW5OhVCBFyookUWuS+K9K4r0thf2KBNcEYlgviWE+L4rZrAhm86JYrIhjMi2C6bQwliviWCyLYVApgY2vGY7xN3HNvE1kQwAtq9V07TTRulyHY801LmfqUzlTTO9uG+0bjXRvtdK6WU9CRzRZnRl4tvliOmeAzUMbrLZvYNR3Ac2AY3hWaBE1oI1vuyKB7eqkjpsR22hNRLInlQ15dA3V0DlUxcBMDf3TtYzMtjA83UlZQyEesU7cSNAhNteemCR7qnvleLCvysqQJE+npOltPotn4FECvN8nwPcDCiJE6Mo4S3fiF6RE3Ka7Up+VGSmS8k5g7/Z7btgdY3piiJ2d+7z6zq8D/RD6wZfxjx8/ZnlllY78NPqLU6n0Maf/0u+ZdD3KcvjnCGKOMRF/jI3C02xXCvGkT4KdQQl2RiXZXpTl8QMl9vYUWXigQO+2HE335Si+L0vSuhTBC+J4TIlwZ0wYu1lRbCaFsZkV5eqyOFeWxLCaF+XqmgTWi2JcWRDFKkwH5yhbwso9SGuPoHYmj4G9Bvo3Gwlvd8d0WATXxiu0ztXQd7+F7o0mureb6NttpWG1kuiWcBLrE3Asc+TSgg42jwyw2tFBv10Wi3wx/DrUcGiS5ULCcayyT+HWIE5EnSEZRbE0dBUzMNXAwmYfE0ut1HXmkFkaS1pxPLk1MXQOZNLWn0Rs2lWmF2V5uKPAQt1ZFmuEyIr7lPrwT1guPs1alRA9sV+wkHOS7nQh0mMsuD8lTVOXCAZOH2Fk91vcvYSZmRlnfWOT/f1/+VWgH0I/WCLx21LWr75iZm6e3rI82tIjSXa6xJDpH5i5+QHTfp8gCP+chbhjLKWcYKP4NA/rhNlsE+XhqCT3RyXZWpBBMC/N+poc4/NSDAikaVuVpmZNmqIdGVK2pQlbkcRnTgwvgTguAnEcFsWwmxXlzrI4twXi3FkSw35VgqsVEtwOssIjzo6E6gDK+zMpH8z8/9s7z+8or2Rf/ydnrXvneCwJEZUlQDm1AmB77MEBsDHBBAM2mGgTTY6SkISEAspIoIhyzjlnqXPOiois535ocJqZc+89HOMwetZ6l7o/qNf77v517dq1q3aRX5vB/ro17G32J6k8gjrpA3qM9fSYGugy1dGpr6NrooFiSQ6JTbeJK43l86JN7FCG8vXD99ljXsfnw7580uDOrmxP/C8uZ32EAxFNQWSLtpJcs49b9/dR2ZKBxjyCwthDTXseCZlRZBXfYUBahHayCfNsK81t8TS3hDCjD2VqwB9DhQc9qU6Is90wFK2mP9GR7tsOaAtXU3oniMqiUMZlAg5cW8GJCCcu3lzOiXMCBoeGmZmZ/dWrVX91C/T0yRM0BgMd5YX05KcSc/QLOrdYI9try/DxJcgjHJBHOiBLdEaW7spEmQeGcg8muvyYGPBH2eWLQSpg2rQGvTaEiam1qKbW0KoIpE4dSKHUn2xNIOl6ATFKf8KkvkToAwjTB3BR6ssFkQ9nhd5cUvlxUePP6WZvjmWu5dub2zmbu4FL2Tu4XP4Zx3q9OZW+lZTym1SOZtGjq6HXWE+PsY4ufS095gYaVeXkj9ylWFJAUuMdtldvYJdGwP5HaznwJJR9k4F8UbKKPTnufFzkyOGs1aQPvktu/+cUNXxPYuZpSmoy6OyvoHu4kubecmrbyxmV1qGbaMRgrqWkNIHGuneYNoZSXOBKV7ozstyVaEvcUeWvQpHmivquG+Z6L8rvBZCa58HhmyvYdnIJKXleHD1rw6WIDbR39DI9PQ38/Af9P82vvpn69MkTpuYe0V6UQ3vMOdIvf0f+xiWodixieN8iJGeWI4twQH7LkfE4R7TZK9EWrMJQ4YG+xRtzvz+aHl8eyoN5qA1lQhfC3NRadMZQ5DNr6NQEUacMpEweQMVEMPnGIFKkfqRoAolT+XNL4UeMyp9ouR+3FP5Eqv25KffjSocX14Q+hMn9uCT35VS9F1cSD5NRHU6jKJtBUy0DxgaGJhoZmGykz9xIp6GWNmM1LYZaOqeaye2+z67WD9k7EcgeYwDfPAziK7E3B8tWcaLZnb3p9myPcuBqYSAZWVeIij1BSsWnpJceZmi8EZmmm66hBoTyRrT6Kqproqmu2sz05FpSi1xZu+dtHsQJkOS7o3qwGnGOG9IcN7Sl7uh6fMnJWkt0phfbTyzh+1tu3Ml0Z9fhvxKbfIzxMSlPnjz+1Y/B+9Ut0LMnjzFMzVCfmUjhBm+K4yNJ37OWgQ1vI9m1iMGvFiG+sMLiD91yRBjnhCrDFX3+KjTF7hiavJE1eqHt9sU8EsDEeCCPdaFM6kKZmVqLeWot6qk19KuDaFMLaDMF0zodSrkqkDJDEEWaQLIVAdyT+5Mp9ydbG0iqxI9UTQC3Jb7cMQsI7/fh5M3NxNw/QWFHDIP6CoSmNoYNDdQM5JHfnErd6AO6NfX0G1rpM7fTO9lGq7aeOxW32VL4Ll/q/DlgCuDCw2DOjXixK9GR6zmuPKhZzTdRK/j22lYa66MxzEWQWribmoZc1NpBhLIOxIpW2jvu0NS0BpMhlOeP3uVw+HLe37+IvtyVKPNXoSpcjaHEHX29F5JGL8R9/qRlHiMyYR1ffLuI7yOdSby7kq+Or6Cg+B4atZ4nTx//7Pv4NXgDKa0vUGl1VFc+oPY9e7K/3Ud57EVSjm2h8lAQQzusGT2yGPlVO6Th9iiiHRm55YA8zQVN9koMRavRlXugrPFE0eqNodePh6OBTAsFPNaHMqEN4dncO5hMoSh1IcgnQhmdCKVXF0S9xJ92UzA18gBqVYFUKwOp0QoolQdQqgwgXxFAusSP83c+4HLUMVKKz1HYmEBVdwaFXTdJbDjA5fKPOFkRzMnKd7jSspWolu+403uJmLbzXG44yLGqzeyqDuJrQwD7lb5cNQtIMwg4fc+BM8lOVLR6MjLqz5GIFcTkfojBEEtlZQRFxZmMjjUhUXXSP9pMSekxhof8eDS5FpMqmAPXl7P15FJaU5yoSnUkJc4Oeak70jpPdIP+jPd9TlNnNTcSPmDrURsOfL+YG7F+HLniT01TCU8ePePZ06d/TAsEP593TSYzTW0tFHwhIHW9NzlXjtNelEXx8U8Z3vA2g7tsEB1fivSaHeooR1S3HBmLcUByx7Jr35Xoxsi91RgrPZCUu6Np8Ubf5cvcmIAZaRBPjGt4NLkWnSqYmem1TE6vZWJuHWJdMMPaIMYmQ2lXBNKpC6LTEEyLPogqRQB1+iDyx3y5kf4BNxL3E532HVE5e7hSGUikxJdzA57cUPtzusOTsx1BfDvqw7fGAA4pffly2JNDxgD26/05NBnIUX0A56cEXFf4UTIRjGh2LdXN6zgU7kxx9SpUowHEJTkQnfQ5ff0P0KjHUSkH0RuHEMn7qKqPY6A/BJk4kEvxdrx7yIpd55YRH7WRG2mhHAhfTneuG8oWb+TtPox03qa0NonUtDXsPbmMr07bEpP8BUejQxkWd/HiqeXMIPiDJ9UzP8/cwzna2ru4mxxF4YFPKfjYm5GqAtoTzlO77i/INlsz+oUNQ4dsUYU5oLjpgCLKEVGUA+IEJ8RprohTXZjIX42x2B1dmTvyGk+0nb6oO30wDPqjGvTHJA9iQhfCpD6UJ7PrmJxYg1odjEIdhNocypBCQLskgD5zCI3KQOpVgdSoAymW+pPd70dslQ+JQ95kzQYTq/AjRhPAtXYfDpz5nLDEE0TnnOFsw1rOyf34XufPWXMgF6aDOGcI4MqEgHB9p2RtPAAAIABJREFUALFyP8o0AtSzaxnpDaWz2ZuUNEeas5wZzHEnLvoI/cPVGIyjGPVC9Npx5NIOmlvLCb99lF0XFnM22YeEkhCOXV7HzZgwYvM2cS3TlaYUJ/RVntQX+NDT10BR6QmS7gSz7ZAVRy6sJDb9CGeTP0ar1fD0J9bn1zyA843UhT1//pz+/kHqm+rI37GWCof/oOlOOJLmMuoivqNlhwsNB7xo3WWL8OBilNfsUd50QBXlSMcVB2JOv0f8uffIux5Ad6IrY1krMZS4o631RNvhg7bDB0OfH9peP8yjgeiEgZhUwUwbQpk0hqLTBKPThmAyr0GhD2HcEEKfNoh2XRDtxmBqVYE0TgRTrhVQYQyiQBNIutiPe1PBxI778n3yu3x/by3XH2zg/O1tXG7zI2Y6iOtyP67J/IhQ+xOjCSBe5kexKYg2XRDm6bU81YUyPRiAvMqD0XQXCiPfZaQti4HBMsSKLrT6Ubp6KykoTiA19QZRSQe5mORMYZOA4qYvic/5gMR7PlxJcGD9kcUUpjrTluHMg5w99Pc18iBnF5HRfmw58hZXb20mPvc05xN2olUaePzE0m/s1z699Q0k1VtENDw8TPdgH7W7guhc9h/UXDqOpqeertxksq9+i6SljNHSFNqPuTP41SIk55cjD7NHGelA4xVXbh1/j+jv/kZ1mDuSNFd02StRF6zCUO3JZKsPE52+mHv8mB0NRN/nh7TLB+mgJVnN+DLfyKAPYfrlCs74cB39SgEDphBaFIHUKwJo0gponQihRiegfiqEEm0g1Y9CSezy53aPL1mTQaToAsmcDSbJEEiyUUCKNpB7egH3lQHUTwTTqg3CMLcOszoE02AAunYfhNluNCf5MdiYxoS0AcVYDeLxRgYHSmlvLyAtI4absZupa3sPWb8fXZWrqSpyo6PWnfFmL2Q9vsQkOZCW50XiHRcG2u7SWBJLZvp7XIp0Y+dJa6KSvuLKraPcTopkcnKaF/M/b4fwa/FGLBCAXm+gb1RI08lPaXD+D4rPfIektYqhB2nkH3iflrjTtKbdoCrpOr3n1jCybxGjp5YivWKH8oY90nB7xOH2yG46IIt1RJ/uijbTDW32SkxF7pjKPTDXe6Gq8WSy09eSWFXjgbjPjxldKMrxQGRjAWgVQWjVwei1IShUQSj1IQwrBMhm1tAmDCQi6T0qhvzonV1DizGYjKoQTl/cwoUbW0goC6VcL6DCFES5XkCJOpAHQgFNhmDadEEM64JR6ULQiAXohwKQNHqhq/WkM0tAT91dJlUtmMW1TIjrkXfnMlSXyEB9Lo05OxH1+iIb8kfS6o2iy4eHYwL0nb5Mdvmhq/FEU+3JeMkqhJXr6a/JIuX65+TmrOfba8vYe9aBq7eO8v31g/QP9PLokWX19dPmLL8Wv3pt/CtH+smjRzT1DNAafZYWwVvkH9pN2ZZ3GMmOp/TyARK+2UDFRnvKDr1PTuRZ2vcsY3zvIqSnl6G5YY823AF1hAOyCAckYfYIw+1RJ7ugSXdFme6K8q4rE4XuGEvc0ZW4Y6zxRN3szUCDD/I+fwzDAeiHAzAKA3liXsuMIRSTLoQnD99hwryGqZm1jI4LSE/7GyPyYBSP1yGcW8uDumDCY/cRn3aSqNtHqB97OfVpBHSrBXSKQxhRBGGcXINMGIhmLABVly/qOi+mG73pvutDb30yM6pWTJIaTJI6jMJ6jOMViDpLaXlwFlWPxVJqhgPQ9foxORqIvt+fiUF/tA1eyHJXIr7vhr7YnabcPWRGnyYj+ituJ4ew8eD/Jirla6IzT3M2eSsKuZK5h3M/jP2fwgK9cqbHpXIq8rPpD1pE85EdFG96h4KNgTSlhFOTFEbJdxvp+MianH3raP5iBcIt1vTvtmHwyGJE55ejCrNHHmaPIsoRYZg9kgh7VDFOqOKdkSY4oUx1QZ7mgi5/FdoHqzFUeqBp8MLU6Yupx4/Jfn8ejwswDfhjHA1EPhKIQSLgoXENsxNrmJtZh9EQytzDdczOvYN+cg0zL96lXxhMUtoOMu5dJa/ocxSmULSTa9DoQxgeDkUjC8EkC8I0HGBZIdZ4Yi52pz3Bjcy4owi7CpiU1mCS1mIQVaMZKUbWX0575U3GWvzRiQIRDvqhHw/EPBqIYtifCYkAfZ8f2novxrNckeetRFmwmrvnvcgIO0hG0ndsO2bD1xdXkpkfyb5YL5LLLqOW6384K/FPcToH/PhLePzkCR3d3VRvW0vtx15kHd1P+mfvUhJ9kbzw78nZ5on0QyvqNy2hd5M1ik3WiLfZMLTLhsGvFiE/txzldXtUEQ4oIhyQhNsjvGGHONweeaQD6lgnjHfdUKRaYkiqglWYyzyYqPZEV+nBww5fTO2+KNt9KM3ZTH3xRh5LgpiTBjGrCMasCGZKG4JeFczc9Foeza7DZAzl+bP3UCmCKSr8nKb6D5g1r2HWtIZJdQhmSRDGwQDM7b5oyj3QFK1mPMUZZaoLVZG+JFzcSHX2BYzCCszyRnRjpQi78mgpj2GgJgBJl6Uk2SAV8MiwBr1UwEPTGiYlAgx9fsgrPRCnuWC6t5KaKD8qbm+lvTKRzMwotn23gvMR2zkT/iVf3/GhoaUapUz1szH/Q1sg+MUB4/PzTEzP0JgZT+mWIBpWvkXjex6UndpL+pkDpJ49SNGhv9O2eTniDVaMf/I2Yx+/zehnVozstKFvtw1j3y5BcnEFqhv2KG/Yo450ZOyGHZKbDgiv2aFOcEaT5Ybp3koMmW4Yc1ZhyF+FqcQdXeFqzFWeqBq9acgPQdH+0iL1+vFoXMCsUMCUSMCkPAjVSAAGiQCzLAijLIgJRTDqsQC0IwEYhgNQtvugbvdBUeOJvHg14nQXFCkujMc7IbnjzHiCE4pkZ9qinMhLOslQSwYmaRVaUQ21RWG0F/mi7vJlShZkKRBUBTOtDWFCGcy0PAhdnx/GLl+E990w31+JMsaR/uwDqEabkIkaKKvK4LuLn3LmwgH2nF9LZMFh2lo6mZqaemPWB96wBXrx/DkvgJGeDopvXaXxwEZ63P9Crc/bpJz4ivrkcFryUsmLOMPQ1iWIPnob8SYrFButkW22ZmibNcO7LdZIcnoZ0rPLkV+2Qx3ugP6WE8poR8SRDgjjnNBkuKLOcEWX4YYyxQVjzio0+aswlbqjLXbncacfU03e6Go9edzrz1S3ZYoz9/ox0WfJw5keDMDQ5Yuu3QdFgxeGNh/09V7IS1Yjy1uJNMsVWYoLikRnpNGOyKMdEd12RBjniCrVhbEEJ3Ii1lOUeZ2e+jsox8vpaohhqNEfw6A/kyMBTI8HohvyZ04RjEkkYEpomWK1HT6IClehynRDleiMJM4ZRecdpjRtjPWXklMQw5Ezn3Dh2mFOReyie6yBh9NzPHuZvvGmmq+8sUM2f7BCL16gN5lpKs6j6X4K9dsE9K76XyTv/YzauKsM3Y+l40E65fuDGfvobSQbrRjbaIVkgxWjG95GuNUa6c5FjO6yQXJwMdJvlzJ6YimKy3bIrtuhjnZEEmGP5JYjwmgH5PFOSOKdUCQ5o0xxQZPlxmyxB8aC1ahzVzJZ4s5kuQe6Mg+mar2YbvBmotoT5YNVGMs8MBS5Yy52x1zkjjzLDVWGK6okF4vfFemAKtoRWYQ9iluOKBOdUaS5osl0w1i4mryb/ty4eJTSnEsI+7Po68hhpOUdS6yq3x/jUIClLm4sEEWHD+puX6ZHAxE3eCIrWY22YBXm+ysZi3Ok+e5n9NSlUZ51ipL8O6TfP8TpKA8uRh3kTs4l5h7N/UPo5E3w5g8af7kq6+/toik7la7Df6fd7y8kfPYu2VdOUnf7OsLidHJvnKb+06XoPrVB9sUihF/YINlqg/AzK0SfWyPabkPfZ28ztN2asb2LkB1ZgvT4UtQX7ZBetUMSZo8q0gH5q5VbhD3KaEfU8c6ok12QJDqjvevGRPYq5GkuKDNcMeasQpHhii7LDe1dN+SpLmjuuiFPckZ3xwVlrBOqKEe0MU5Iw+3RRDmiinJEk+SCMtUFXd6qH1ZLshJ3Ogq9qcryIS91F7l3L1Ge/RHKdh+mBgOYHrJYt6kBf3RdvpZAaI8vwhoPFGXuzFR6oil2pyvNh7zYreQkn6Ui5n3CTn1CZMRVih58RlLuRsJvf0Zbbz7Pnj57eVr9m2399MabrbzKlX70+BE9jRW0Jd9k8D0rukKsyfj+GIUR56mOu0F1SjSdX/qgWG+FZJM1yh2LEO2wQfSFDZIdixB9YYNsxyKkOxYxvMWK/s8tftLYl4uQH1yC6vRylBdXoLluj+yyHapr9oxfXI40zOJ4K285YkpxRRzjiDzRGX2GK6J4J2RJzsiTnFGkujAS78h4rCOiCHvGrtkhDLNn/LodqqiXVi7MHmmsI2OJTshTXJBkuyEttGQR6Cs8mGz0ZrzKl9aqaxSnf4OwaBWqMndMDV6omr1RtfmgavZG0eyNvsUb0YNVmCs8MJa405PnRVbMemIjviE1/hxZcYepCHenLNqPG+c3kZ3xHTn3dnE3bQuDA2MYjQbgzTefe+PNVn76V68U0Zh+nd4LOxnz+QvV20MoiY8m4/BO7hz7mswz+xn/uxWyj6wY32iFdOcixDtsEG23iEey3QbxdhtUO22RbrNhfKs1I1us6P/sbcve2i4bZN8sRnZkCerjy9CeWo72+xVoLtuhDXdA8lIMpjhn1LedUMVaLsUtR1TxzqjinZHcdEAbY/GvJJGWPTpZhAOqW45IbzowHm6PMNIBRYKTxZJlr0Se7YY8242mtHfpa7jLWE8F9Vk7GEpzRv1gFWN3XVFVe6Bp80He5IWuxhPpg1Uoy9wRlrrTkBNK6u31RNw4QHzUPu7HfkZS+G56klejzFtJfeHfaO8sIz7uMyor8picnOHZ82c/s/B/bgs0P2/pLvPiOaPlcdRHH2bo6DpGBH+h6MQuaiPOU+K3hOz17rS/a4Nk3V+RfGyF5HNrFDsXodhpsUDyfbZI99oi22OLco8t4t2LUOy1RbZrEaJtNoxstaZnx2IGt1szutmKwa1WiL6yZexrWzQnlqE5uwL9NXu0NxyQXLVDFe6A9Lodihv2yK5Z3msjHVGEW1Z7sggHdDFOyCMdEN+wRxftiCzcHlm4ZXrUxjsjjXdCk+RCVbgHlbmRTMrq0AvLqbx/iaGslehK3JHlrUKRvwpFrSeadh9ktZ7o2n1QtnmTn/o3yu6tR9vjR0nmu1TdC2as2pOmu96WPbUqd9qbT5FVeIaE1LOMjoh58uTnrS//dBbop/zMoQZmJ1RU3dxGe/I5Rna7U/7+IgpvXUYYd4VBwSJEq/43Yz5/YTT0PxF98DZjm6wRbbFGvmsRiiNLUX27FMXRpUgPL0FyaDHSQ0tQHV6Kcv9iOnfbcvfUNooijtFy8m/0fWGL+HNrRNtskHxly8jXtggPWDZwxceWMH5sCaLvljJ+1OJPib5biuLEMuQnlyE7uxzZ+RUIzy5HedUO6aUVluuKHeowB2TX7BBeWYHsZaAz4ugHXDm+m+aCqyiGKqnNu0RPpjujWW6Yyz3Q1nhi6vVD3eWLstPHklnQ5I2k2gt9ty/qVm+EtR4oWrxpKfJD0unPhCwIgyaUhsFgsqrWMDLWj05n4PnzNxc4/CW/acvL+RfPeQb0NxdQeyWYlnMfkntuL9W3L9CWm0zb7au0v2PPkNv/Qil4i9H3rWnYuhLxJmvkn9ug2GNrmaKOLkF1dCnyY0tRnlqO5MwylBdWoDyzHOHJ5XSf9aU57RzNOQnUnv2Q7n2LGfvaltEDtoi/Wczoflu699gg/toW4de2KA4uQXxgMdJvFiM5sBjlwSVIv7G81xxdivjgYhTHl6E8a/GxtNftkV1egeK6PeowB5TRjjRHuJBx7QPyUi5QlXuB/MQt3IvdREueAFWzN6YBfyYGAzB2+zHZ528p7+72RdPmg7TBYpHMvX6oe/xoqgyhp20NBtMahqdDqZT4U1J7leGhcZ4++3Hf66dj/Kb47VpevuoX/+QJevMMbUXXuL/fntLwQ7Tei+L+5SMkXzjGg6hLlGwJReL/n8jW/pXBoLcQrXkLzUfWyDZZI9pqg3SPLZIDi5GeWIb8uj2amw4Ir6xAGWaP7Kodmkt2DJ9fQX/CepqSdpN7aT2d39uhvWKH+pIdI2eWM3h6BSPfLkFyfCniY0uQHV/K+PGlyM4tR3h6GdpLdijPr0B6YYUle/KKHYZoJxRRlqlLd8cFZYoL2pdLeGWhO02ZAvrLAxis9ELd5Yem1x/ToD+TwwFMDwag6/TF3O2HudsPRbM3Y9UeaDt9mR4OQN3pg3EkgBldKBPGUIalgXSZgrnX60Nc1lckxmUxODTwRnJ+/it+s77xPz74cwwGIwqVipyUM+TGHqMhL5nSmDMU7PIn89x+Mi58S1fIYsbW2dATYsNAoBVC378gXvcWso+sUG62ONbCPbaIDi1GcnoZiit2KG86II12tDjHUY4ob9ijuunAULgl/1r0croRh9sjCbdn/JodY5dXWHb/X8aUZBH26GKd0MY6YUh0QZVgiSep77phyFmFucgdTdFqtOUemJu80XdYph99nyXOMzkUgHnAn0dCATNDAZj7/ekp86b9gQ/qNh/0nb4oGi2rsol+fwx9fhgH/ZlWBjNlWkNnlx996iDq1IFEFQgIi/+OvNxienp7LFWn8/9mbb9f8VM/6OnTJ6hUWmTiXlqzN/Dg5mZykyJo+cYf0UYbev9uw9gH1gy+b0XjziA6stPoOr6Tpo8dEL33V0Tr30a6wQr55zaIdtgg3GeL4tulyM4sR3nDnrGrK1DdckQZ7YjiliPqFEvcZvi2I6JEJ6R3nBmJc0ST4YY2zRVThhuqNFdUqa5I7jijTrHs+iuy3Jgo98Bc48VEozeaekt02tDpy/RgAJP9/mh7/ZgYCsDU68dYvTfCCg8mm33QtXgjb/OmKjuQ65eOcjduM9JWS8GAotELXbcvqg4fDKMBqISBmEyh1LUEEZPxPlkdflzP+JDrCaepb6xjoH+A2dkZ4LcVD/yGFujV31dNQZ4/e8b8PJhUtXTecaXiVii5pwR0brVC8ZEVsr+9zfg7b9H1yVL6CtIxj/XRUZBJ4d73EL/3V0Y+sqbrE2vGNlkx9LkVo7sXodi/GOnhJWjOrkByYQWKG/YooxzRxDohinZAHOuION4JcYITklQXxjNdkea4ocpdiezlpSpYhTRnJeYyD6aqPDE2eKOt88Lc7I2u3gtzozfGOi80VZZ8JE21J9pKDyoTPMgMW4s0fzWmYndkZe7kpXzG7fCjVGR+gLTJG0mDZRVm6vVjYiQAszQItUSAShNM68BawmL3czlmG+GpXxOdeZ7mzlpkEhkzMz/We/10LH8LflML9PLVD92GXzx/xpPnMD54j/IoOyqvLqP21BIGD9gyttka3UfWiNe+RcdmewYKUhFXZlOzyRVRyFt0f2hL7lfrad7miHSDFaOfWSHZuQj5Hlsk3yxGeHAxwqNLLKupy3aowhx+2EOTRVocX8VtJ6SxjgzftEd7xwVzmhuadFe0WW5ostzQ3HNDlmEp7JMlu2DMckOd5or+rhvKNFd091eiznJDcd8Ncf5qlIWWHO6pSk8aUrzJSrpCWdImJBXuqFu90bZ6Y+rzwzgcgEYYiEIqQGcOpW00gLDbu4lIOExC7inSym9Q21aKaFyC2WzG0spg/jcXD/yGAoJXFujHzjLz8y94/vQxM7MvGBtMpj3PjfEcN/oi7ek8sYz7XwdT+bWAwY+taNzjT19JFmM3DzG4fjF97/yV7vesGVtvhWKTtWUPbZOVZRtkpw3jexchObgY0TeLGT+0mLETS5FetWPs0nIk1+wYv7wCWbg9khv2yG86oIh0QBvtiPymA4bbltiPPs4ZfZIL8hQXZMkuKFJdUKdZNmx1Ga4/vH+V5KZ7sBpF4Wq6s3wozTxCdVEKlff2om3zYaLP4lBPiARoxAK0qmD0U2uo7vHletynRCUfIbX4HPfqwknOuU1VVS1Gk/HlAuTNBwz/Fb+pgCzM/8KpfsGjR3M8nHuGSp7CQL0nw+WrGcxyJT/cj9hrx8mPOEPdxW30FiSiH2pDWJ1LbcJV8o58xuDHSxGHvIXow7eRbLBC9qk18m02SLbbIP3SFtHXFoskO7gE0ZElyM8uR3XFDu0NB8syPMIBdbSltEjzcod/LPzHCLQ+1gldgjOqZBckiU4ok1+JyBVVuivydFfaY9wQJTsjSnSi+rYnWfH7qc4+RXfRdlRtAei6fFF2+SLs9kEjE2DQh6CdXkN5ty9nwzYRdvsIKQVnSC+/TElDDmVlFQwODlpG6xcB2d+a34GAfuSnK7PJyUmMplkGBpIZ7PBF2umDqNKdpqSV5N/eQ9m9BDoK4hDW3GVirA3zQAOtBam0ZkTTt92doaC/oN5gjWSjNZJPrNBtWYR0szWybTbIdi1Cvs8W+T5bFAcWozi8BPWJZSjOLEd63uIvyS7bIb6yAlm4AyNhFkski3BAGeWIOsoR5U0HDLedUcc4oYhxRHbbGeltRwbinKi96Yb45e6/7P5KxPmrUJa4o2v2xtDti6rbF+WIP2ZtCEpFEApdMKVtflyO+pz4jJPEZB7mYvxuCmvv0tfbz/Dw8G8aLPyv+F0I6Jfz+SsRTUyYEUu0VNfG0dnqw3i/RUjSWk9q09ZRnHqB8rRLDNckYxptZLQyg6KYc1QlXKF3lxvj7/8V9WYbtJttkG+yRvyJFbJN1mi3LEK82Rr5dhvEW21Q7LJF+qUt8r22iL6yRXFoiSVYeGIZ0pfCkn+/HOWFFYydXY7muj2qMAdkNywWa/yqHQ0XnRi6YQkHyOOcUN91RZZsSa+V561EVeuJuNkLZZcvmpEAtLIg9NoQZubW0TUewJnLH5OQfpw72ce5GLuLosp7zM4+xGAw8PjxPwYLfy9C+l0I6BX/EKmef8Hs7AxisZ62ziLqGgWIxYHIxgOQdvnQXhpAfupxmotj0QyXMSFuorf4NmmXD3A/4jRN2xxRf2IRjvgTi2+k3GSNYqM18pd+kmqTNbKN1kg/tUayxRrZdhuE22yQ7lqEZPciZF/aovp6McMHl9DxzTJE+y2xJvl3Sxk9tRTxpRX0XLAj58qHVIaFoLzlhCbRGUWKC4pMN8azVyKv9kTa6I222xd1rx96qYCG2kDi4z6kvi2I9NwvuJVwgptpWzifsJHGjgpePJ//h7H5PQnnFb8rAcHPa+pf5uIzOzPN9PQTRsYGqGn5iI5BX8bHA5CPB9DbEkhn8wV0smomVY1MKlsYaUwjJ+4syae307jZmtEdtnRsW47uMxtUn9og22gRkWiDFZKXGY/ajTZoNlij/cQy5Ym2WFJHxDtsGNm+iKqT68i4so+Www4MfW3L6N5FCI8sQXHDHsnlFYxds6f/qh3CaEckic4o77oiynaj+u5amh4E0FfhgaTLF61YwJR5DUMDAtJz3iej5APu135AZGEAN8s+oFtUaRkH3nxy2H+H352AfspPHevZ2RkezT1Fo9dT1nqOgnYvanq8qa/dQE3F17S3JmHU1GDSNDKjb0U7VkpzWQJ5sYepOulOy7FlqI8vQ3FoCfJ9ixFvs0H/5WJGv7SldedyWnbYUf+FG7U7VtOzczkjG60Y32zN/d2e5F47TFvOLWry03lweRvSI0tQn7RMaYqX0WvpTQfEUQ6WnKK7rqiKViOt8mC0zhNFly8mqYCHk2uZnVmHcWINmrm1DE+GUq0TkDHuS0b7PhQaMcDPCgJ/L8v1f8XvUkD/zCcCePz4EY/mHjH38AUD0npSGv/O7ZpAHtR/QVXVOaSSInS6anSaOiYNLUzpGhAO5NNUHk3FnZ2UhoXQctUFZZg9qit21B13o+iwDw+OuZN/1JPCk8FkXNlLctg5yr57j9o99tw8tJHMWxcpjDlO6aUPaDi3GuHF5Yiv2zF0w47xKMthoZpMN/SFq9FWeCCqdEfR6o1u0J8JaRBzJkvJ0MOZdegn1zBmDKFOFkD6iDfxnevo1pTw5InlGZ+/LMn55bP/XvldCugVvxzI+fl5nj17yrPnT3jy6AUiqZjivutEtvtxp9uHzuE49Jp2tPp6tPpaDPp6zPo6TLp65OIKOppTKck5T1HiBpoSfCiN9Kb51krU8c4objlijHNGGe9CTdwn5N4+Qn7C91Sln6MkI4yc6x8zet0ORbwT4lRX2m6vIvHiejIj/k5daiiFCeupynqfxoIQFN1+zCmDmdOFMm2wnGM0Nb0W9cN1tGgEFGsDiRv0o3D8CpoJ9cunffFDPddPn/33zu9aQPDPRTQ/P8/Tp4/RaXTIxFr6RT0kdH7D5aa/UTh+ljFVCUZDF0ZzKxpDAzpDLRMT9ZiN9Zj0NcillXS2Z1BfcpGGgq+ozfyY5qxQhop8EJWuxtTojb7ei+bcDyjNiaGjNpHBphhk3TGMNl+gKu8Y+Znfk3v3JGlJx4gM/4qkuM/Iv/cppYV/QysLZtIQikYTgkIbgsgQQudUKPm6QMJ7vEnu38eooYd5y+krllzmF2+my/L/NL97AcHPB/RnQcf5F0xOTqBRaZGLtVR2lhDZeZjzdZ+S3nWKAWUhemMb5oke9MYOjBNNmCYaMJsbmZioRyJ5QF9fJnV1CZSVhVGQf4r05E+pfBBEZ3UA5blryb27kaKcMwhHclDJKygvvUpmxmHqaq5RVXmR2Jjt5GYLUKiDkb6stRfqgukQCmjVBlGqFxAv8iVsyI+oli9pHqvn0dyPP4p/5e/8UfhDCAj+cRn7y9fmCRMKsRKNwkCHqI3EzmucLd3N1bYvyOg7RbssFamqGp2pFdNMOzpTExJlId19d6iovkbW/YPcubOfyMgdXL26kcLCUERjQVSVBXI/6zjCkQx6O2+SkXqQ0sKLKCQVyOVV1DXEUlh4iOKaTWS8CRsiAAADEklEQVQ9+IS8ziByVAHclvlxQ+bPtZH3SOy+QKe4i0cPn716Gl7Mv/iHZ/sj8ocR0E/5ZxYJ4NHjOWZmppk0TjPSP8aIfJjy0QIu1x/lu9ZPOdn1MTfq9vCgNYp+VRHj+kr6pXnUdd6huC6SnJLLlDTtpqbrHSpqg8nN+5C76ccoK7rAyEAqsrFCWlvCKan7nNq+T2iQ/J3CkfdIaP4711r9uCry4+y4P6cG3yVi4CjVsgrkJi3PHr+63xc8n/9jOcn/N/6QAoJ/vVIDePb8KVNTUzx7/BxewIR5hiHJGBXiStIH04i4F8bNnKvca06kaiSH/olaBk11NEvzqB3PpEVyn5zGGK6lHeN62XZO52zkbOF6rnW9y8Uef74f9+aE2IeDg14cHhLw7cB6Lo1+SZryFo3qFuQGA0+f8IOPA/M8e/Hs5XT14/3/GfjDCugV/8zJfsWrQ5aePX3K7PQMM+ZZZiYfMjk5xcjYOF393VS11tAy3EqvtJdeVR+14/U86C4hrTGDs/fOcLBkF19VbmF/9Q6+HTrAqdHvCRPGEie9R6a4inb1CPIZI7MPXzD/9Jf39uMhTz/cJ/P8SbQD/AkEBP96pfbLX/nzF8+ZezTHw4cPmZme5smjx8zNPEQmktHS1MJg3xCDA0O0t3fS0tZGSUk5+dkl5GQWUl5cy0CfmAnTQx4a5ngx+5PPtjRn5wX/KJhf3t+fjT+FgP4Z/0pUr3gxb6lNezH/gnnmefhwltnZGWZnZpiammR2ZgaTyYRer8VsNjIzPcXjuYc8f/aEp8+e8Hz+Gc/nn/N8/vk/Wpk/SBT5f4I/rYDg/80y/f9+sT/kUb76nFc+DT++/nfiTy2gX/JfCeq/c/30s/5d+bcS0D/jvyOqn/7fvzv/9gJa4PVYENACr8WCgBZ4LRYEtMBrsSCgBV6LBQEt8FosCGiB12JBQAu8FgsCWuC1WBDQAq/FgoAWeC0WBLTAa7EgoAVeiwUBLfBaLAhogddiQUALvBYLAlrgtVgQ0AKvxYKAFngtFgS0wGuxIKAFXov/A8Z3AR48wfr0AAAAAElFTkSuQmCC">CESM2.2.0 Grid Resolution Definitions</A>
                <DT><A HREF="https://www.cesm.ucar.edu/models/cesm2/cesm/compsets.html" ADD_DATE="1605555458" LAST_MODIFIED="1605555464" ICON_URI="https://www.cesm.ucar.edu/apple-touch-icon.png" 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IOesibaTKTpexhw30eKk/jlO6mhzSksLOQNlrJw0uemmhPF1YSztJXHw1CQly42w2BuExl3mlosOpxUl+EJSnE8lzvLeMVESokrZ29tjfWOdhw8f8ejRIzY3N9nY2GBra4u1tbWvV2FLVFVVERwczODgIKurqywsLLK5uUpxbiMudqkYaQeiJerOqQ+Nuairi5XpDfxcEvHziKGkoJqYkBxSo0uoKemkpXaIwZ4phrunkT9TyJFf9PKfxSb4Z6V2rtgncC+mhGv2yVy5FY1XeCnBYelc8MhBvW6OSwv3MBqRIbrfH49qC/L7ojnc56860I8F0Y8C0J+k6Q9eu9Duzi5FZXko++jynok/orZunLZS54yFLorXdJE2PY+Foy4WdmqcO2+Bo50XN67YoaykhbWDMoHRFviHX+KOx3mU9OUQ15DkrKIEJxUk+OATBULcy3j+/Am7uzs82Ntld3eH9fV1dnd3v21bW1ssLCzQ19dHe3s7MzMzr/NCWxu0t/Uhc/o6wS5FeDknc/SfzNDTdMHS3B4FoauIiagjKa6C8eVz6BrLc95AAU01M2xv3sLwgjkF2bUsTM2hKtnKkV+vcuSLh/xfJ/tROpeGs0cad5zTcPMvIiSpHmfvRGQCK9Af6cJkxhjjASkimry5VaJM70IVHMIBBz+JoPpHdaDvnkljwyNoeVzks+u2fHYlGxlnA1ScdVG8oYOQniYmd424dEeDL6WE8XPJY3frKbOTqxRkdHDeSAvfKB0cvLUxsJFDy1QWfSs5lPVlkNKWRV5HAnWl66TG1LGxvklLcxeCpVWePn3CzMws3d3dNDY2UlNTQ3p6OomJieTk5JCWlsbk5ARrK5s430pCUdQOMSF9lKXukhnfjLdnLBJCl9BSuYqw8Dn+eOJzPjhxBn2d2wgdN+Wz4wqcURXh1Ke6mGj609vdR2drM46XK/js0z6O/HKCI7+YR1Wtgnv3CnDzLMLZOx+vewVY2oWgG5WI4bA75suSWLbL411yGbcWBdbvz/Hy2QEvX72+7PHnV/LfpN44QH+S5zl4XZj+6uVLQosCEYt05IRrFdreDtzNN0TL05iPz2nxBxk1JC5IIaZ1ms/PSpIUUUVrawP9Az30dAxhbHAL0+vC3HKX566vJu7B57H31uKKgwqXbihw3UUFlQtqiMto4GWfSZBnDr1dY8zNzZCSmkppaSmVlZU0NjbS3t5OS0sLZWVl5OXlkV+QS3fnAP4uuZjqe2NnnUhWQhNON+PRUHDkww+10FW3x+SiC2bmrigpWXDr+j2Souspyuzkgsl13hf5AFGlz1GSNaa1cYjVlXl6G0YIcKxG/mQzoh8VEuSRTXhwKdeuxnHbORM7lwRuOARxKdEN3W4lTGdFsK3QxLlIlYQuCzZWNnj67NlfVCm8ab1RgP487jk4PODZ4+dUNuYjGajPxd4O5GPCUQ3zRtXPDumb8shfU+L8dTmu3jFCWcWE47+xx+qCH1dMPFH5LIHLyilcu+yGs6M3N818uWCkxlVnJezcVHAOOI+VgzKmtsqY31bkiosEhuecWF96SHd3J1XV1RQXF9PZ0cHY6DitrS20tbXR29vLwsICOzv3mZqeoLayERMTW05LyaCsaoKh4W3eO6qA0blgkiJrMDN049hxZUz1ndG/cJujx87g4uKHYH4FMwN3pIVv4GQXg8udaOrLhqlvasTLx5uM9Gwq81uIDsjB1jKAlJg6An0KMDQK5sqNWBwDk7kTEoxdpAOmlSpYjJ7lTo4azpmytE0m8+LZIS9fvgB+vEz1j+JA36winr94yYpgBpMYK841BaNXH4lmbQlSmeuI+CWj4n6DMypumOr44+LmwtmPw/nw5918+qtGPvp1O7/8xRT/+I/1aJ/JJyuqiSCPHM58YoWwjDpqporIXJBGVEsWEQ0xlPXOYHpNjvMaN6ku7qCsooDSkjKamtqpLG+grqaD5MRMkpKTKSwsoK2tleWVZVZXV5icmKC4uJgA3xCk5c/zwfEvkTovzXEFMdSUbbC1juR//FKd//HBMeQuSCIipcQnv9HlhpUv7ndjqS8bwds9FutrFtjY2hMdUYjSOVUU9E5iYmPBRXNjJNXkCQ6JIzG2nqs2afzus1j0rOIISE0kpCSSqNJwbFvVcJgWxb9TnJByORaWhvjq0VMO+fGulb0xgP485nn06BE761ukNUShWmSBQZMd5ypvY74u4FzXPFJpY/zBso//86NGfvv7PP7bP9XxX/5pjCO/nOHILwUc+eUKR37ewSkJDyQVTVFSUUdV2QghcRVUzcWwdFVA97oEolpn+e0nZ9C6aICLhwuKsqaE+qUyNT1OeUU1xSWF5BbmkpmXi19ACDlZJZQXNdLc1Mb42DiDfSM0N3TQXNtHV0cfdbUtGBve5Li4GL99X56P/qiHgWYgx4Q1OKkghqKhMHLqypw6dYE/HhXnorwvBTn1GFy24HP595ExEEdYSQZRLTnUzcUxuinOxasyyBqKoWuji19gKqHh6di65HBMPxOnhHRiaqIpncmjcqQYnz51QlYliR8Vobz9Og/uP2b/YP91YH3w5iF6IwD9xdR1cMD29g6Ty6PoVilgOq2C2cI5Li24oD+Yx8XuepTLOznhUs0/iLVx5FdTHPnlHEd+v86R385w5FcCjvyqHlVrI6x95dG7JYrQCVfe+8cKfv2zbE6L2HDRxAJJBTOUzivi6OBNQ1UHwUEheHj6UV/TyvjIHK1NfXT1tjA81sXs4hhD4z00tVTR1tbAQP8Ag/3jtDUP0N7eQ29fHyNjw0zPjdPa1k5oYDraii6ckJFEWFscES0xzqiKIaYtySdix1FXukJxbjNx4YXUVLQyM7GClo4tfxQ9ipyhCEpG4hjZKnHVTQVzB2WMb6shZSyPkIYnnoHBNHZUcSuxlvOFLcTXppLVmUjLYiVZbeH49oqSvSlNdq8wM/PNHLzi6/IP3niC8Y060DcHt7u7y9rSJtE9fpxrOM6FhlOYNZpg2G7HuVY7tJpiUUm8ytk7nvwX2U2OfLrOkU/H+V+Oj3Lk/V7+w/u1COvpo3/zIsbWppw9Gct//vkQ//vPhzl7uopf/HaII/80gbxYFglRJYwOjTM5NUFdTQMdrb0MD4zT1NJKb88Q3X199A310DfUTmNLFdl5qdQ1VdIz2MbQ2AA9g330jwzQPzpIz2A3nX3t9A31MTY5RHVjMc5+jqiaKiB5URIRDUm+VBblA+FTSAhZMNw7wcamAMHSMjvbO/R1THLtmhfiarIoGgth7ayMrY86Vz3UueWvhZKlCv/p83i0LINJq6kgtakH3eooPHvDyayJJa87ifbZKmKGzpOxKknFrAS1/YY8f/aCg8N9Dg/f/FT2xhzoXwLnfdZWNxgd78ClRQKzjlPo5h3DPFIVvYpLnG8wQKvQA83Se8gFJiBqUYbEpQp+qTHK38st8B9P9PNfP83j7/9QwpFfzvDr37Tx69/U8/7RYv7ud73oGibx+2NdCEk0kJrWRnPTNj3tS4yPTtA/MMDk1DgzUwsM9EzT3t5FbVMN5TWVRCdE4RPoRXp2Bj0DfUzOjjA2PUhXfzdV9bU0d7TR1t1BaWUFzR1tdA90UttYTWVNOYFhAVy00kVaXxJ5Q1k+lT+Bho4lI/0TzC/NMTE58fV9abNsrG/iFxCJqJoQRrfksHJW5bqXBtZeipyVvcl//H0u/49wFRfvhhBbnI9tnT021VbktiaR0RpF71I9mQN2JE2L0bsrT9WwGNNz1QAcfF2E9ib1RgECePrsCZOj85QP2BO+IYXTuDBmLae4mHMM00xpDDMV8S4N5kpqDB7ZFYRnVOEbnoSecyk/PzfHkc8XOfLPqxz55wf83e97OSuejJ5RONdvhWNmGc51u2z0TcNw9cmnoXWTxuYtOprnaWtpY3JygunpOWqqW2ht7aaxpYXSqjKKKoqpa2mgvKaCvOJ0CsqzmZ4fY2JulKm5MarrK6isK2dkapTa5jpSc9Jp6+2ke6CLqroKahpqKCwtwNblBiqX5BHW+RJpDR2KMttYFghYX1tlRbDK9tYmKytr1NS2I6QshrjulxjeUuaqlzaW7oqIyttyVNiOI78q4Xca19DP8eReZSS3om1IbAglpzWWroVKynuTie8Sp3Vdhl6BNK39Jjx58ozDw4PvlH68iZF9AwD9aUXdAXPzs5QWVhBXbkbUihQBg9JcGT3LzQo9bhSaYl6jRWBhJJ7Z8YSU1xBf1cXdqFwsXcOQvZzAp+da+Vihlfclq9EyCeSmYxieQcU4e+ejbpqHd2g9jt5Z2Lvnkl82Q23DGmkp3dRWNzEzO0VhUQmxCYmU15bT1t1OZ38nfUPdTM+NsbK2SEdfC3aeFqTmxTI5N8L04jgDo73UNlbT3N5EU3sLQWH3yCnIp6a+jtLKcspry+ke6KSprYGY1CgMr+tyQvkUUipGuDvHER6SjbtbNFEhBZiZuhLknY39nXt8qXIGRTMZdG9pYuSsiqSxKacuaPCJpjInbdRQLjDGo8kf+1gbAvOdyGyOpG4km66pWjJaTGhYlmJiXZbuYXHWNtsBODh89fXJ+mYIeqNB9IsXz+ns7CI5PonE5vOEjkrjOSSJ06gowbV3iWz2xiPNCessW67neRFTXk1IYTmhBZX4ZZfjG59LdEYFvuFpWN7x5YpDOHauyYTGFCBl1cAnen2EJDWQXDRMeHIjMWmd5BZPEhnTQV52DymxZXg4hZOQkEl1Qxk9gz2MTQ8xOjlKz+AAE7NDzCyO09HfSlVTKTUNlbR2NZORn0JglD8+Ua64hTpz8bo5JrdsOHfZjFvuziSnJ1FWVUpTeyN1zTUUlhbiEeSKmK4wH8uK8qGoKL8XOsYHoiL8QexTPjgrjpluBNratzmlKYTGTU2Ur6pywV0HVQcNRG8rIeptiGyqGq6NbkRXBuCTZUdcpS85TZH0LVZR1OpDRKY6E3PybG7L0z3owPPnr76zpH8TI/sGHQhg78FD6mprKCjWJG9JkshNKTyXJfDqluJqjSzXiy4SkO6LRb4Zuq0GGNSFodfTgGV5JQ7ZxdxKLORafB36voVYOkdy0TUXIbsmlO6W8TuzEUxCh/GPLcUxqICUkmFSCgdIyuoiJauH2Pgu7t7JwsEuldCgdPILC2nr7qKnf5Su3kka2/qobx1laGqUze0NegZb8Yh1wjvJA+9UW3xzbuCRYYPOXTXUbiqhekMFeSt5FK3U0bY245qrLbGpUUTGRRCXFEdxeQnBUSGI6chy8rw4Z/VkEDWQQVxfgS/URflIQYITStpImKigcFUdXQ8tdLy0UXXTRMlTHblMb3Sa7xBY6k5aSyQRxZ5EFLoSW+xN/VAmJc0heAXYUVOrw8vnqvQPy7F1f/Fbp/+mbuiH1hsB6DVEr1hZ3aGqLIOOQTFqtmUJHBMlcFUS10YJzBvEMC9W5FbYdTzTnbjUfBm9wWtYbFShN9SISUQU+gGhSIVWIZG6gniSAJHYNc5GbnEmbJMTPrNciWvCOqCM0xaZ3PLOwC20FEf/fFz8S3D1K+PGnSSu3ohGVSkZF6dEGlvr6Oiap7JmhbzSCcobl2jsXaFrbJOqlnquBujhkWeJf9EVgips8cgwxypYD30PLbQd1Ljooo2GnSoy1oqo3FBC764mpo56GF43xsXfjZKKUrILcrl89zoypkpImykgbiyLsIESn2vIcFJXBglLFWSvKaHpooaCoxqSTqpoBqiiUZeG8XgAjslXSGkIJrEmgLAcZyKyncmvj6So7h4Z+e5kZllwf0uBuVkpJqdSvtPnb2Y5/4MC9F33efz4K0ZGZ6krC6Z/WIyaDVnCp8UJ2ZDCrV2U610SWDeJY56mRlCxFx55nlxJvYNZQygGo1ncyk7CMyUVl/RsLqTXIps9iVzhFtKZAqSytpDKeoyyXxnmd/yxcYvD0S8RR98ELl11x8YuCDffZC7beHNW3pN/OBrAOUN/cvK7aG5bJq9omsKqGWo7VmnuW6N+cJvovNyJZ2YAACAASURBVBbOmJijeEOJ8DoHImrcSWq6R2iJO1cjLnIr7iIm3pqYeKtj4a/BRWcVdBxVOOeoguotFcRN5DC9a0NuaQlVddWEx4djfMsYVSsNZK2VkLBSRPG6Moq3lFF1VkfTRwspRzXkPVQ4F6KEQqY3uv0+mKZqUdKZQFZLGBE5LoSk25NU5E1hTTDdQykUFPnR1SLP3qY8IyNmPHv2zX1lb+ba2A/vQF8D9OzZU1rb+qgvvsPyqiytD+RJnBcncl0Kz3Il7PIUsa9TxDZbH5esW/gXexNeGk14URxmtVEY5oQTlJNFdF0dMdW1OKfloFLQh1LFGjJpQ8hkzCKasIJkQAcXvIrRdUxH+1YmXxgU8ZlOOUpGCXwul8ORD9s58sde/r9jHcSlDFPduEJCRi+pBQPUda7S3L9GRdcSUYUdmASm8p6KPBaB2oRW2ZPQ5k9ciw8++dY4pJ7nRpw2N2LOcTVSG5twLcz81NFzU0PPTR2V2ypIWslxRlce7WvGpBakU1BagIO7PQbX9ZGxUELVXIuLTppI2EojflMKCXsF5PzOo+EnhaSPIRqVttiUqlHbk0bNcDqp1b64R1kTke5Abrk/k/NFDA1lUFFshWBaiokxaba35t9oAf4P7kDftEXBErk5+eTEXGB5SZYWgRT1q9JkbMvgViqLbawWt8ZEMM6QIKIsgPD6IJyyXEloyyG1pYhrueGYlEYTVldJencvpcPjBNY2YZhZgV18BjfCEtGIrEU4bJzj3vMcvS3gt+Zz/Exrgn9QWuTvpEb4P0Rn+F9PT3Dk+Cq/luokt2yaiiYBkaltRGe1U9QwTVnbPBXdS6TWDhBb2sKtoFgkL6lilaCHX+UVwppv4Fthg0feZdwLjPAsMeJOynmswzW4EqGJTYQWxgEamAVpYuStgtJtOT4+fxo5G3VK6ospqyvFO8gDHQszjuvJctZKElFjReRuKiDirIFcoC4G0fIopthj0K5LcIcm1Z2ZVA8lk1rhi1fMFaKz7Cmrv8fSWhXDw2m0N/izNiHL/LQUC/MlvK4x/zqY/iEHmB8YoG+eQXh4sM/Y5Cz5abGMZX/Jw3V5prfkGFmTJW9JkuAJURwbRbAXiGM5KYxLjRXJLfEElweS1J5F6VQTWYM1XCkKx68yj9LpcRqWV6ieXSS3q5eo6gY8M/OJLCwnuLCBq1HFyDmVcvxmO7+3mOWfjRf4+flpfqY9y8/PzfH/qkxi5N5BS/8qeXUz+MZUEZBQRVxeB5n149SPr5NS20NUSSMxRdUYOgej7naesJbL+NddxqPMgJg2Z3K7Egkrv4t/tRmeJfrYp+lwM0ET0yAVLCM0uRKjzaVgdbTdNThrLcaNe9dpaK0jITsBJx9njO3NEb4pg7ydIooOash4KWKaos7FKHmkQvS51CVHRIc6pS2pZDcEEVfoRnyRM1nlvtS0RLO4UsbYaDYDHSGsDEizNCXJ9KQTBwevk4pvogD/BwPou+5zeLDP1Mw8eYn3aIv9ktVRSR49UGJ6WYaGNRki58XxXRTn7rwY5mNnMekSwS/Pm/SuVEqnKiidrqNpvY/C4Xq8CxMIbywjd3SAwolxapaWKR6fIrqpjYDiSgLzS3DNKMXcPwFVjwyOeU5zzHuDo3aTfGgr4APbdT68Pk5ATg9VvQJii3ux803CNSIHv5QK0huHaJ7dJrN1iPCyRrwSUtH1CUY4OAbrdFNyJj0JabuGf40l+SMxtMzUktsXR3CTJZ6lejhmncc57yK2SVrcSNbiUogqBkGqaPuqouGuxu2o6xj56mMWoo+VtyVitxSR9ZJHMVgNcSdpdKPk0YmUQcRPFaU4UbyrT5NR501MngcR2beJz3cjMduD1Dx7mlujGB5Kp6NShZUeMdZnpRnq1ebB3sPXDvRN/u0HvD72g09hAK/292lubibJ/yadKcqstouyMCLB8qocvdtypEyJETQjhvOUCDdmRTGbEOZyzkViqiKpFlTRud1D5/YgPQ+nKJltw7c0Ba/8VKIbq8kc6KZocoKqpSWia+oxy8hGq3UM5fIplCsWkSuYRzZvG9G4RURiVjkbuYpkzATxtYMklrdhF5GLrG8ZVoEpOEakktjYR9fKLgUDE0RXNxGSX4J+bDLaHUvIxAfgnWdCwWQMKUPeeFebkTUcQt1EOYldnvg1GBJQb4Z/3SW8K/WxzznHnZzzWCdoYBariXagCmr+cij7KqAWpIx6sBIKAeqIO8si7yWNcpAcF2PlsEyXRcRDEuVEYYKaTpHQKsXdYGMc/IwJStMjrVGB4mZJiooMSIo1Y21AnAcjksz0iyGYkuPR3vTX/f/1Qz/fVgd6nYF+nf8pLiygzEmEphBJpsrPsDsuxd6mAuMbslSvSpOyKoXfjCiOC2LYdIliUiKLS64tae1JNCw30LDSSsVMI207I9Qs9xHakINHfjJhtWVE11eQOdhDweggHuVl6I2MYzgtwHhhE72xNS4Ob6HesIh2xwOUKpa5nFlPcm0bfhkFaKfUoFy1ik5ULrdDIolr7qFn5wF5Q2NENzQTWVbNjdQMLg7MoVaRh7aLEDYJxkS0ORPda09Mz11yJoNJ6QsgvteZe+2W+Neb4ldvjGeVPq6lF3As1sE6VROL1HMYx2uifU+VizGaqN9TRilQCXk/OZQDZdAIlUYrUpJbZfLIeR5H3PsjvOpPkdV7lrBSJfzTVKiYlaTnkQKz9+VZnJOhv0GEzV4x1rpEWRuVZG5QnPXF6m9TJz90HPSDAPQnly8O9pldXiM12JMhhw9pDpKhNVWRR/0S7M3JsL4pT9eKNIXzEsQuSeA7L4bjsCjm1WKYlkpxJ+E6gUV+JDelEt+cRGxzGpl9ZVQudZM73kJEfREeucl4FWQQ1VhFUEE2ug3lmK1Nc3l3A8udLS7vPsRsfQ/zja/Q750gsaGF1K5e7iSmot06iPnmE/Syi7gWGEJUcyudO/epnJ8je2SYmLo6rqWkYTAxjdn6fc5XZiIbrI+orRTRHU6E9lgRPWZNxpw7OWNhJA95kDDkjF+TCaE9loR2WuHXYsidMh2M41WxyNTGLEMbrVBFVO4pIuctjaynOEr+4igGiKARLMTtMim0I05w/NZ7OLSeoXJcjLwObWJyjKlflmJkT57lTXkerMmzNy7FZrsoG91irA+KM90pwsxQMHDI4cHXlzXeVgcCOHj5nOHpBRpjPRi/c5RqfzEaks1ozFJnrU+cvVU5Fjbk6NiQpWBNiuBxEdwmRbBdEsO84ywGEepoFQlhkWeAW7Y7XvkBhFbFkdCaQ+FYExXzvUS3lOCYHolLVjzeWYlYZcVhMt+E9cNRLLfHMZkfwXh2EoOeHu5WVZLV3UV4YSFGWZmYb65iub3Gpcx0rocGk9jXQe/DHWoWZ8ge6iOtpRHr4lwurUxhtjaP+cYO59vLEbl2FtfKS9woucidsnOkz7tRv5VLnSCXGkEa8f1OJIw6kDLnQkTfNbxb9XCpu4h5mhqGiSroxikh7y2OtLsYUu7CSLoLIet9Gt3YszhUSKJ27zOE3D4ksEeE0fvyZFQrExxjQPeaDNPrsqwuy7IxKcX9LjHWys8gaBZmY0SCqRZhxrod2D8ADvffXgf6pj178pjZ5XUm0twZvvIetX6ilEfr0pOhRGW6Jisjkjy8r8jgkjQ1y1Jkb0oTOC2Kw4woNhWSmCdoYVV0kYuZSpiGGXA34S6htdHkjVSQ0lVI+UwblbPdxLUW41UQj0taBNfCvdEuDEWvN5tLSzXoD5dzsTgBw8J47PJTsU2PxyQlHMPRamyeDGEwUolNVBC2saEk97fSdX+V9k0B+WO9JNZVYFuZjclCA6ZLnZhvjKI/3oNC8DmcynUwS9PGt8Wa/KlQ2hZraF6ooGe9ltrFNHImQsmaDSBh8g7hfZcJ6zfGuVYT4yR5tMOlUA0WR877LDJeZxB3PYWM1wlMUoWwLRVFzvdjJL2OkjcjwfyOPPm150nM0WZiRYb1LXlWZqXZHpFkq/Ys68Wn2WgXZXtcitk2YaZ6LHnxcv/1wyp+4AKzHwSg794h8OjRIxaWVxmPu03t9eMs3Puc2bjjbOV9yVSpEBtDEjzakGduWYb+LVlKFiRI2ZAmYFkC2x5hbJOMCM3wx7fQBdMgA4x9DTELs8CnLIiioVoal/uoWuwke6CGsPosXJKDMUxwRafRC6NQRwxHErHczMdiowjrB5WYLhZgPJ2J1W45No/L0GmMwDTZH7v4IOzTwsgeaaVjZ4Gu+wvUCsbI6W8moCgNva4kLDaqsdxux2ytH4UEKxzyVUmdsydh1J64ATuaVnKpXEugeiadjoVimgTFVAxlkzbqRezkVQLaLuJYrYJFlgIXoiVQDxFFK+wsyoGnEXM9hqTLJxgkn8Iw+Tiid97nfNoX5IyLsbUtT0WzMhl5ejx5osyDHQWWhsRZaxFBUPQly8Wn2e4QZXtEkuVuUUaatXj29MHXD6vYf7sd6KvHj+npH2HQ7RxN1p8w4f0xcxGfs5ZxkofVZ9noFuOrVTk2VuVY2lWgdVma0jVpohbF8V2VxKFWhevxRkTXBBNc7oNdynUsAy3Q9zXgUvFlXGoDCC9PIqwyiZDyRNzS7mF6z46Lla7o9XhjMnsP89UwLm/HcOVhIjZfJXHlYSJW96PQ6/XlUvAd7GN98C6IxTU/kvyJZlq3JuncmaZ9c4rK+V6Sa/MxqQ/BTJCA5WYZl5Yb0Mw0JbTJjPRJNzLmnclcvEvBqhc5815ULyVR2Z9Nw0QRfYIKKmcjiR64SvSIKR4NKlhnSaEfL4Z68BkM4s+i4H8SYcdPkPP/DLXQz9EM/Qwxhw/QSf+CwmkJnj5QYmlJltY2GbbW5dhckOHBhBQbNWfZKjzNWrkQs/WirLSLsNojxniTAk8erfI6DnpbATo4gMMDXr56yeTMPC02kozp/44J16PMh3/OQMxx1opOs90iwu6EFPcFsmxvyjO2IkPLmgwZ0+KELYrjviHJzQ5xbsVY4pRqS1CxH87pDlwJs+J8oxym80rolRphGXkT80hbbGIdsQqww8L5OgbDt7m87YzFmjOWm+6YLTlivuqE1Y4rZotOXE505G6sN4FV8cS15uJZEE7GUCVde1O0b47RtTNB0+YQac2FXGrw5tKSH2aCZCw2qjAsNSW5z4qsKV9yJ/wonAukdj6VosUAwhuvU9gVQs1cIrXDEdSPB1OxFUT0mAlBXRrcqZTlfIQQyoEnuRD9JbLen3HG4ShirkcRd/0QGbejSDgeRejGe8T2iLC2IMP2qhy7m/I8EMjyeF6W9VYRBHmnuJ9/mtHcs5SnKjFWL85quwiTFZI83p1//cSTg1ccHP5wycQfbhX29Qrs1f4+q2srtF+RYkTvd4zd/ZDlsM+p8T9NR9xptquEuN8rzs6MNCuLMmzuKDB5X56GFWmyV6QInhXDdVqUa0NnuVQhys1kc/yzvXBIscWgRwqrbTkuLSqg16eO0YQOFyqNMIi7woU6c0znLnN50wbLDRuufmXLtae3uPrVTa49u86l2Ss45/gRWZNMen8xhVN1xLRkUDRdT8+DCTq2hunYGqZ1Y4DEhkz0Gm9gseaE1U4kZivJWPTeIaxZj9wpL9LG7pI56UztdAp5w/6kDzpT3BlHYqkfuQ1elLb6UzEfTMHWTaLHtXBrkMUwSQj10BOohR5HzOUop269h7TXR4jYf4Dw7Q9QuncUxYgPUXQ8SmPbWRbHJRltFWa+S5S1LlF2G0XYyfmSteLTdGWeJjXahuYyfWZqhRjPEeGrrdlvV8FvpwMBB/sH7B8cIFhZpdFclHmDPzBp9wGCe58xFvop88nH2S45w06jMHujkmzNSrOyIMPaljx9AmmqlyTJEEgStiiO97IEd5bFsZ4QwbRJFIMqKUwTdTBPMMJgUArLNTlsHqph2HMe3QwDTGZUuLSojtmSFlZbOlxa0MJy/RyW6+ex3j2HUbMRoWXRVC7W0bTeQd1KM8VTVZTN1NK5N0jHZj/tm3107vST2JjChQZjrHauYbbkhuVGJEZ9dlgnS+BbZ0nRnAe5o140TqVTPRNDXuc9MnOTyCxKIDY1iITUUDIKY8jo8CR2UBeXBnEMkk+gEvA5Uu4fI+pyFKE77yN290MUAo5iXXUcr24hgtvlUHf+HBPX9xjsFGagQYjxRiFmK88wnXWCztRjdKUfoy7hLJVFUUx3qzFbJ8R8niiPN2cBONh/Sx3o8PCQw/19Xr58wfL6BrXWcvRf+C1NNh8w6/sJm7HHmYn7gvW8L9muEmK3R5yHE1I8XpNnb1uBOYEMA5uyNGzIkD4rTtSiBF6zojivSWC7Icm1bSksBiUxLVNAr04Ki1UJjKfEuDQvjWHiRXQb5LmyJ4/lmhwWK7JY35fHbEmKGy8UsVyT407hLYpGi+ne66Zrp4um1Rbyx4vI6M+idaudrq1u2tc76NrtJn8gH9NMU4wmdbDavoPFuidmy24oxcog43aS/GEfWpdjKZ3zp3DBlZxhV6IyPQmN9yU6OYjMvEQqGvIpqE4jtzqawAILTJPOoOD/AaKu7yHq9EeE7N7nrNN7GGV+imeBOMGphlT2KdC2KEVCyUk6688w0S7MaqsIWxVC1GQdJyDyOKXhJ6jKsqe3yZO1YUkW2kQYzhFjfX6cF6/2XwfRby1ABwc8f/GC3b09SsJ9iLMzJMvHhh7Hj1gO/RxBwjHmU4+zUXKahy2i7AxKsDsmxcNlOfa2FFhYlWVgVYbmNWmK1qWJXpLAf14Ml2lRro8Lc21NAqtlMSzmxbDalMR8RRyrLUksVyUxmRHDck0Cy3VJLFbEuf5M9jVkI2LoN8jgkHKLzMEUmjfqaNlooHe3g9zBbLzyPahcLKNnt5v2zVa6tzupXa7CJ9uTazW2WK7aYLF2DattR0xmbyHuegy9MCnK531ImrAmpOccUT0GVE4G4R3siE+gOxUNefSNNdHUV0h9Vz7t/ZWUtibjX3AD/RA5xG99ilTQh+jHC+EbZ0lguC21wwqMb8vx6KES+9uK9LecJSv3GPFxn5Ad/ilxCaIUxB4j2tuMupJoFnsV2J6Tpq/uDBFBp5kbH+TBw8ccHOwDP9z9Yj8YQPD697pevHzB3t4e3SU5tOTEURThRrvth8wHfMpK9DHmEo6xknWS7fIz7LaL8nhMiu0hCR6uyPFwV5H1bXmGl2VoW5OhVCBFyookUWuS+K9K4r0thf2KBNcEYlgviWE+L4rZrAhm86JYrIhjMi2C6bQwliviWCyLYVApgY2vGY7xN3HNvE1kQwAtq9V07TTRulyHY801LmfqUzlTTO9uG+0bjXRvtdK6WU9CRzRZnRl4tvliOmeAzUMbrLZvYNR3Ac2AY3hWaBE1oI1vuyKB7eqkjpsR22hNRLInlQ15dA3V0DlUxcBMDf3TtYzMtjA83UlZQyEesU7cSNAhNteemCR7qnvleLCvysqQJE+npOltPotn4FECvN8nwPcDCiJE6Mo4S3fiF6RE3Ka7Up+VGSmS8k5g7/Z7btgdY3piiJ2d+7z6zq8D/RD6wZfxjx8/ZnlllY78NPqLU6n0Maf/0u+ZdD3KcvjnCGKOMRF/jI3C02xXCvGkT4KdQQl2RiXZXpTl8QMl9vYUWXigQO+2HE335Si+L0vSuhTBC+J4TIlwZ0wYu1lRbCaFsZkV5eqyOFeWxLCaF+XqmgTWi2JcWRDFKkwH5yhbwso9SGuPoHYmj4G9Bvo3Gwlvd8d0WATXxiu0ztXQd7+F7o0mureb6NttpWG1kuiWcBLrE3Asc+TSgg42jwyw2tFBv10Wi3wx/DrUcGiS5ULCcayyT+HWIE5EnSEZRbE0dBUzMNXAwmYfE0ut1HXmkFkaS1pxPLk1MXQOZNLWn0Rs2lWmF2V5uKPAQt1ZFmuEyIr7lPrwT1guPs1alRA9sV+wkHOS7nQh0mMsuD8lTVOXCAZOH2Fk91vcvYSZmRlnfWOT/f1/+VWgH0I/WCLx21LWr75iZm6e3rI82tIjSXa6xJDpH5i5+QHTfp8gCP+chbhjLKWcYKP4NA/rhNlsE+XhqCT3RyXZWpBBMC/N+poc4/NSDAikaVuVpmZNmqIdGVK2pQlbkcRnTgwvgTguAnEcFsWwmxXlzrI4twXi3FkSw35VgqsVEtwOssIjzo6E6gDK+zMpH8z8/9s7z+8or2Rf/ydnrXvneCwJEZUlQDm1AmB77MEBsDHBBAM2mGgTTY6SkISEAspIoIhyzjlnqXPOiois535ocJqZc+89HOMwetZ6l7o/qNf77v517dq1q3aRX5vB/ro17G32J6k8gjrpA3qM9fSYGugy1dGpr6NrooFiSQ6JTbeJK43l86JN7FCG8vXD99ljXsfnw7580uDOrmxP/C8uZ32EAxFNQWSLtpJcs49b9/dR2ZKBxjyCwthDTXseCZlRZBXfYUBahHayCfNsK81t8TS3hDCjD2VqwB9DhQc9qU6Is90wFK2mP9GR7tsOaAtXU3oniMqiUMZlAg5cW8GJCCcu3lzOiXMCBoeGmZmZ/dWrVX91C/T0yRM0BgMd5YX05KcSc/QLOrdYI9try/DxJcgjHJBHOiBLdEaW7spEmQeGcg8muvyYGPBH2eWLQSpg2rQGvTaEiam1qKbW0KoIpE4dSKHUn2xNIOl6ATFKf8KkvkToAwjTB3BR6ssFkQ9nhd5cUvlxUePP6WZvjmWu5dub2zmbu4FL2Tu4XP4Zx3q9OZW+lZTym1SOZtGjq6HXWE+PsY4ufS095gYaVeXkj9ylWFJAUuMdtldvYJdGwP5HaznwJJR9k4F8UbKKPTnufFzkyOGs1aQPvktu/+cUNXxPYuZpSmoy6OyvoHu4kubecmrbyxmV1qGbaMRgrqWkNIHGuneYNoZSXOBKV7ozstyVaEvcUeWvQpHmivquG+Z6L8rvBZCa58HhmyvYdnIJKXleHD1rw6WIDbR39DI9PQ38/Af9P82vvpn69MkTpuYe0V6UQ3vMOdIvf0f+xiWodixieN8iJGeWI4twQH7LkfE4R7TZK9EWrMJQ4YG+xRtzvz+aHl8eyoN5qA1lQhfC3NRadMZQ5DNr6NQEUacMpEweQMVEMPnGIFKkfqRoAolT+XNL4UeMyp9ouR+3FP5Eqv25KffjSocX14Q+hMn9uCT35VS9F1cSD5NRHU6jKJtBUy0DxgaGJhoZmGykz9xIp6GWNmM1LYZaOqeaye2+z67WD9k7EcgeYwDfPAziK7E3B8tWcaLZnb3p9myPcuBqYSAZWVeIij1BSsWnpJceZmi8EZmmm66hBoTyRrT6Kqproqmu2sz05FpSi1xZu+dtHsQJkOS7o3qwGnGOG9IcN7Sl7uh6fMnJWkt0phfbTyzh+1tu3Ml0Z9fhvxKbfIzxMSlPnjz+1Y/B+9Ut0LMnjzFMzVCfmUjhBm+K4yNJ37OWgQ1vI9m1iMGvFiG+sMLiD91yRBjnhCrDFX3+KjTF7hiavJE1eqHt9sU8EsDEeCCPdaFM6kKZmVqLeWot6qk19KuDaFMLaDMF0zodSrkqkDJDEEWaQLIVAdyT+5Mp9ydbG0iqxI9UTQC3Jb7cMQsI7/fh5M3NxNw/QWFHDIP6CoSmNoYNDdQM5JHfnErd6AO6NfX0G1rpM7fTO9lGq7aeOxW32VL4Ll/q/DlgCuDCw2DOjXixK9GR6zmuPKhZzTdRK/j22lYa66MxzEWQWribmoZc1NpBhLIOxIpW2jvu0NS0BpMhlOeP3uVw+HLe37+IvtyVKPNXoSpcjaHEHX29F5JGL8R9/qRlHiMyYR1ffLuI7yOdSby7kq+Or6Cg+B4atZ4nTx//7Pv4NXgDKa0vUGl1VFc+oPY9e7K/3Ud57EVSjm2h8lAQQzusGT2yGPlVO6Th9iiiHRm55YA8zQVN9koMRavRlXugrPFE0eqNodePh6OBTAsFPNaHMqEN4dncO5hMoSh1IcgnQhmdCKVXF0S9xJ92UzA18gBqVYFUKwOp0QoolQdQqgwgXxFAusSP83c+4HLUMVKKz1HYmEBVdwaFXTdJbDjA5fKPOFkRzMnKd7jSspWolu+403uJmLbzXG44yLGqzeyqDuJrQwD7lb5cNQtIMwg4fc+BM8lOVLR6MjLqz5GIFcTkfojBEEtlZQRFxZmMjjUhUXXSP9pMSekxhof8eDS5FpMqmAPXl7P15FJaU5yoSnUkJc4Oeak70jpPdIP+jPd9TlNnNTcSPmDrURsOfL+YG7F+HLniT01TCU8ePePZ06d/TAsEP593TSYzTW0tFHwhIHW9NzlXjtNelEXx8U8Z3vA2g7tsEB1fivSaHeooR1S3HBmLcUByx7Jr35Xoxsi91RgrPZCUu6Np8Ubf5cvcmIAZaRBPjGt4NLkWnSqYmem1TE6vZWJuHWJdMMPaIMYmQ2lXBNKpC6LTEEyLPogqRQB1+iDyx3y5kf4BNxL3E532HVE5e7hSGUikxJdzA57cUPtzusOTsx1BfDvqw7fGAA4pffly2JNDxgD26/05NBnIUX0A56cEXFf4UTIRjGh2LdXN6zgU7kxx9SpUowHEJTkQnfQ5ff0P0KjHUSkH0RuHEMn7qKqPY6A/BJk4kEvxdrx7yIpd55YRH7WRG2mhHAhfTneuG8oWb+TtPox03qa0NonUtDXsPbmMr07bEpP8BUejQxkWd/HiqeXMIPiDJ9UzP8/cwzna2ru4mxxF4YFPKfjYm5GqAtoTzlO77i/INlsz+oUNQ4dsUYU5oLjpgCLKEVGUA+IEJ8RprohTXZjIX42x2B1dmTvyGk+0nb6oO30wDPqjGvTHJA9iQhfCpD6UJ7PrmJxYg1odjEIdhNocypBCQLskgD5zCI3KQOpVgdSoAymW+pPd70dslQ+JQ95kzQYTq/AjRhPAtXYfDpz5nLDEE0TnnOFsw1rOyf34XufPWXMgF6aDOGcI4MqEgHB9p2RtPAAAIABJREFUALFyP8o0AtSzaxnpDaWz2ZuUNEeas5wZzHEnLvoI/cPVGIyjGPVC9Npx5NIOmlvLCb99lF0XFnM22YeEkhCOXV7HzZgwYvM2cS3TlaYUJ/RVntQX+NDT10BR6QmS7gSz7ZAVRy6sJDb9CGeTP0ar1fD0J9bn1zyA843UhT1//pz+/kHqm+rI37GWCof/oOlOOJLmMuoivqNlhwsNB7xo3WWL8OBilNfsUd50QBXlSMcVB2JOv0f8uffIux5Ad6IrY1krMZS4o631RNvhg7bDB0OfH9peP8yjgeiEgZhUwUwbQpk0hqLTBKPThmAyr0GhD2HcEEKfNoh2XRDtxmBqVYE0TgRTrhVQYQyiQBNIutiPe1PBxI778n3yu3x/by3XH2zg/O1tXG7zI2Y6iOtyP67J/IhQ+xOjCSBe5kexKYg2XRDm6bU81YUyPRiAvMqD0XQXCiPfZaQti4HBMsSKLrT6Ubp6KykoTiA19QZRSQe5mORMYZOA4qYvic/5gMR7PlxJcGD9kcUUpjrTluHMg5w99Pc18iBnF5HRfmw58hZXb20mPvc05xN2olUaePzE0m/s1z699Q0k1VtENDw8TPdgH7W7guhc9h/UXDqOpqeertxksq9+i6SljNHSFNqPuTP41SIk55cjD7NHGelA4xVXbh1/j+jv/kZ1mDuSNFd02StRF6zCUO3JZKsPE52+mHv8mB0NRN/nh7TLB+mgJVnN+DLfyKAPYfrlCs74cB39SgEDphBaFIHUKwJo0gponQihRiegfiqEEm0g1Y9CSezy53aPL1mTQaToAsmcDSbJEEiyUUCKNpB7egH3lQHUTwTTqg3CMLcOszoE02AAunYfhNluNCf5MdiYxoS0AcVYDeLxRgYHSmlvLyAtI4absZupa3sPWb8fXZWrqSpyo6PWnfFmL2Q9vsQkOZCW50XiHRcG2u7SWBJLZvp7XIp0Y+dJa6KSvuLKraPcTopkcnKaF/M/b4fwa/FGLBCAXm+gb1RI08lPaXD+D4rPfIektYqhB2nkH3iflrjTtKbdoCrpOr3n1jCybxGjp5YivWKH8oY90nB7xOH2yG46IIt1RJ/uijbTDW32SkxF7pjKPTDXe6Gq8WSy09eSWFXjgbjPjxldKMrxQGRjAWgVQWjVwei1IShUQSj1IQwrBMhm1tAmDCQi6T0qhvzonV1DizGYjKoQTl/cwoUbW0goC6VcL6DCFES5XkCJOpAHQgFNhmDadEEM64JR6ULQiAXohwKQNHqhq/WkM0tAT91dJlUtmMW1TIjrkXfnMlSXyEB9Lo05OxH1+iIb8kfS6o2iy4eHYwL0nb5Mdvmhq/FEU+3JeMkqhJXr6a/JIuX65+TmrOfba8vYe9aBq7eO8v31g/QP9PLokWX19dPmLL8Wv3pt/CtH+smjRzT1DNAafZYWwVvkH9pN2ZZ3GMmOp/TyARK+2UDFRnvKDr1PTuRZ2vcsY3zvIqSnl6G5YY823AF1hAOyCAckYfYIw+1RJ7ugSXdFme6K8q4rE4XuGEvc0ZW4Y6zxRN3szUCDD/I+fwzDAeiHAzAKA3liXsuMIRSTLoQnD99hwryGqZm1jI4LSE/7GyPyYBSP1yGcW8uDumDCY/cRn3aSqNtHqB97OfVpBHSrBXSKQxhRBGGcXINMGIhmLABVly/qOi+mG73pvutDb30yM6pWTJIaTJI6jMJ6jOMViDpLaXlwFlWPxVJqhgPQ9foxORqIvt+fiUF/tA1eyHJXIr7vhr7YnabcPWRGnyYj+ituJ4ew8eD/Jirla6IzT3M2eSsKuZK5h3M/jP2fwgK9cqbHpXIq8rPpD1pE85EdFG96h4KNgTSlhFOTFEbJdxvp+MianH3raP5iBcIt1vTvtmHwyGJE55ejCrNHHmaPIsoRYZg9kgh7VDFOqOKdkSY4oUx1QZ7mgi5/FdoHqzFUeqBp8MLU6Yupx4/Jfn8ejwswDfhjHA1EPhKIQSLgoXENsxNrmJtZh9EQytzDdczOvYN+cg0zL96lXxhMUtoOMu5dJa/ocxSmULSTa9DoQxgeDkUjC8EkC8I0HGBZIdZ4Yi52pz3Bjcy4owi7CpiU1mCS1mIQVaMZKUbWX0575U3GWvzRiQIRDvqhHw/EPBqIYtifCYkAfZ8f2novxrNckeetRFmwmrvnvcgIO0hG0ndsO2bD1xdXkpkfyb5YL5LLLqOW6384K/FPcToH/PhLePzkCR3d3VRvW0vtx15kHd1P+mfvUhJ9kbzw78nZ5on0QyvqNy2hd5M1ik3WiLfZMLTLhsGvFiE/txzldXtUEQ4oIhyQhNsjvGGHONweeaQD6lgnjHfdUKRaYkiqglWYyzyYqPZEV+nBww5fTO2+KNt9KM3ZTH3xRh5LgpiTBjGrCMasCGZKG4JeFczc9Foeza7DZAzl+bP3UCmCKSr8nKb6D5g1r2HWtIZJdQhmSRDGwQDM7b5oyj3QFK1mPMUZZaoLVZG+JFzcSHX2BYzCCszyRnRjpQi78mgpj2GgJgBJl6Uk2SAV8MiwBr1UwEPTGiYlAgx9fsgrPRCnuWC6t5KaKD8qbm+lvTKRzMwotn23gvMR2zkT/iVf3/GhoaUapUz1szH/Q1sg+MUB4/PzTEzP0JgZT+mWIBpWvkXjex6UndpL+pkDpJ49SNGhv9O2eTniDVaMf/I2Yx+/zehnVozstKFvtw1j3y5BcnEFqhv2KG/Yo450ZOyGHZKbDgiv2aFOcEaT5Ybp3koMmW4Yc1ZhyF+FqcQdXeFqzFWeqBq9acgPQdH+0iL1+vFoXMCsUMCUSMCkPAjVSAAGiQCzLAijLIgJRTDqsQC0IwEYhgNQtvugbvdBUeOJvHg14nQXFCkujMc7IbnjzHiCE4pkZ9qinMhLOslQSwYmaRVaUQ21RWG0F/mi7vJlShZkKRBUBTOtDWFCGcy0PAhdnx/GLl+E990w31+JMsaR/uwDqEabkIkaKKvK4LuLn3LmwgH2nF9LZMFh2lo6mZqaemPWB96wBXrx/DkvgJGeDopvXaXxwEZ63P9Crc/bpJz4ivrkcFryUsmLOMPQ1iWIPnob8SYrFButkW22ZmibNcO7LdZIcnoZ0rPLkV+2Qx3ugP6WE8poR8SRDgjjnNBkuKLOcEWX4YYyxQVjzio0+aswlbqjLXbncacfU03e6Go9edzrz1S3ZYoz9/ox0WfJw5keDMDQ5Yuu3QdFgxeGNh/09V7IS1Yjy1uJNMsVWYoLikRnpNGOyKMdEd12RBjniCrVhbEEJ3Ii1lOUeZ2e+jsox8vpaohhqNEfw6A/kyMBTI8HohvyZ04RjEkkYEpomWK1HT6IClehynRDleiMJM4ZRecdpjRtjPWXklMQw5Ezn3Dh2mFOReyie6yBh9NzPHuZvvGmmq+8sUM2f7BCL16gN5lpKs6j6X4K9dsE9K76XyTv/YzauKsM3Y+l40E65fuDGfvobSQbrRjbaIVkgxWjG95GuNUa6c5FjO6yQXJwMdJvlzJ6YimKy3bIrtuhjnZEEmGP5JYjwmgH5PFOSOKdUCQ5o0xxQZPlxmyxB8aC1ahzVzJZ4s5kuQe6Mg+mar2YbvBmotoT5YNVGMs8MBS5Yy52x1zkjjzLDVWGK6okF4vfFemAKtoRWYQ9iluOKBOdUaS5osl0w1i4mryb/ty4eJTSnEsI+7Po68hhpOUdS6yq3x/jUIClLm4sEEWHD+puX6ZHAxE3eCIrWY22YBXm+ysZi3Ok+e5n9NSlUZ51ipL8O6TfP8TpKA8uRh3kTs4l5h7N/UPo5E3w5g8af7kq6+/toik7la7Df6fd7y8kfPYu2VdOUnf7OsLidHJvnKb+06XoPrVB9sUihF/YINlqg/AzK0SfWyPabkPfZ28ztN2asb2LkB1ZgvT4UtQX7ZBetUMSZo8q0gH5q5VbhD3KaEfU8c6ok12QJDqjvevGRPYq5GkuKDNcMeasQpHhii7LDe1dN+SpLmjuuiFPckZ3xwVlrBOqKEe0MU5Iw+3RRDmiinJEk+SCMtUFXd6qH1ZLshJ3Ogq9qcryIS91F7l3L1Ge/RHKdh+mBgOYHrJYt6kBf3RdvpZAaI8vwhoPFGXuzFR6oil2pyvNh7zYreQkn6Ui5n3CTn1CZMRVih58RlLuRsJvf0Zbbz7Pnj57eVr9m2399MabrbzKlX70+BE9jRW0Jd9k8D0rukKsyfj+GIUR56mOu0F1SjSdX/qgWG+FZJM1yh2LEO2wQfSFDZIdixB9YYNsxyKkOxYxvMWK/s8tftLYl4uQH1yC6vRylBdXoLluj+yyHapr9oxfXI40zOJ4K285YkpxRRzjiDzRGX2GK6J4J2RJzsiTnFGkujAS78h4rCOiCHvGrtkhDLNn/LodqqiXVi7MHmmsI2OJTshTXJBkuyEttGQR6Cs8mGz0ZrzKl9aqaxSnf4OwaBWqMndMDV6omr1RtfmgavZG0eyNvsUb0YNVmCs8MJa405PnRVbMemIjviE1/hxZcYepCHenLNqPG+c3kZ3xHTn3dnE3bQuDA2MYjQbgzTefe+PNVn76V68U0Zh+nd4LOxnz+QvV20MoiY8m4/BO7hz7mswz+xn/uxWyj6wY32iFdOcixDtsEG23iEey3QbxdhtUO22RbrNhfKs1I1us6P/sbcve2i4bZN8sRnZkCerjy9CeWo72+xVoLtuhDXdA8lIMpjhn1LedUMVaLsUtR1TxzqjinZHcdEAbY/GvJJGWPTpZhAOqW45IbzowHm6PMNIBRYKTxZJlr0Se7YY8242mtHfpa7jLWE8F9Vk7GEpzRv1gFWN3XVFVe6Bp80He5IWuxhPpg1Uoy9wRlrrTkBNK6u31RNw4QHzUPu7HfkZS+G56klejzFtJfeHfaO8sIz7uMyor8picnOHZ82c/s/B/bgs0P2/pLvPiOaPlcdRHH2bo6DpGBH+h6MQuaiPOU+K3hOz17rS/a4Nk3V+RfGyF5HNrFDsXodhpsUDyfbZI99oi22OLco8t4t2LUOy1RbZrEaJtNoxstaZnx2IGt1szutmKwa1WiL6yZexrWzQnlqE5uwL9NXu0NxyQXLVDFe6A9Lodihv2yK5Z3msjHVGEW1Z7sggHdDFOyCMdEN+wRxftiCzcHlm4ZXrUxjsjjXdCk+RCVbgHlbmRTMrq0AvLqbx/iaGslehK3JHlrUKRvwpFrSeadh9ktZ7o2n1QtnmTn/o3yu6tR9vjR0nmu1TdC2as2pOmu96WPbUqd9qbT5FVeIaE1LOMjoh58uTnrS//dBbop/zMoQZmJ1RU3dxGe/I5Rna7U/7+IgpvXUYYd4VBwSJEq/43Yz5/YTT0PxF98DZjm6wRbbFGvmsRiiNLUX27FMXRpUgPL0FyaDHSQ0tQHV6Kcv9iOnfbcvfUNooijtFy8m/0fWGL+HNrRNtskHxly8jXtggPWDZwxceWMH5sCaLvljJ+1OJPib5biuLEMuQnlyE7uxzZ+RUIzy5HedUO6aUVluuKHeowB2TX7BBeWYHsZaAz4ugHXDm+m+aCqyiGKqnNu0RPpjujWW6Yyz3Q1nhi6vVD3eWLstPHklnQ5I2k2gt9ty/qVm+EtR4oWrxpKfJD0unPhCwIgyaUhsFgsqrWMDLWj05n4PnzNxc4/CW/acvL+RfPeQb0NxdQeyWYlnMfkntuL9W3L9CWm0zb7au0v2PPkNv/Qil4i9H3rWnYuhLxJmvkn9ug2GNrmaKOLkF1dCnyY0tRnlqO5MwylBdWoDyzHOHJ5XSf9aU57RzNOQnUnv2Q7n2LGfvaltEDtoi/Wczoflu699gg/toW4de2KA4uQXxgMdJvFiM5sBjlwSVIv7G81xxdivjgYhTHl6E8a/GxtNftkV1egeK6PeowB5TRjjRHuJBx7QPyUi5QlXuB/MQt3IvdREueAFWzN6YBfyYGAzB2+zHZ528p7+72RdPmg7TBYpHMvX6oe/xoqgyhp20NBtMahqdDqZT4U1J7leGhcZ4++3Hf66dj/Kb47VpevuoX/+QJevMMbUXXuL/fntLwQ7Tei+L+5SMkXzjGg6hLlGwJReL/n8jW/pXBoLcQrXkLzUfWyDZZI9pqg3SPLZIDi5GeWIb8uj2amw4Ir6xAGWaP7Kodmkt2DJ9fQX/CepqSdpN7aT2d39uhvWKH+pIdI2eWM3h6BSPfLkFyfCniY0uQHV/K+PGlyM4tR3h6GdpLdijPr0B6YYUle/KKHYZoJxRRlqlLd8cFZYoL2pdLeGWhO02ZAvrLAxis9ELd5Yem1x/ToD+TwwFMDwag6/TF3O2HudsPRbM3Y9UeaDt9mR4OQN3pg3EkgBldKBPGUIalgXSZgrnX60Nc1lckxmUxODTwRnJ+/it+s77xPz74cwwGIwqVipyUM+TGHqMhL5nSmDMU7PIn89x+Mi58S1fIYsbW2dATYsNAoBVC378gXvcWso+sUG62ONbCPbaIDi1GcnoZiit2KG86II12tDjHUY4ob9ijuunAULgl/1r0croRh9sjCbdn/JodY5dXWHb/X8aUZBH26GKd0MY6YUh0QZVgiSep77phyFmFucgdTdFqtOUemJu80XdYph99nyXOMzkUgHnAn0dCATNDAZj7/ekp86b9gQ/qNh/0nb4oGi2rsol+fwx9fhgH/ZlWBjNlWkNnlx996iDq1IFEFQgIi/+OvNxienp7LFWn8/9mbb9f8VM/6OnTJ6hUWmTiXlqzN/Dg5mZykyJo+cYf0UYbev9uw9gH1gy+b0XjziA6stPoOr6Tpo8dEL33V0Tr30a6wQr55zaIdtgg3GeL4tulyM4sR3nDnrGrK1DdckQZ7YjiliPqFEvcZvi2I6JEJ6R3nBmJc0ST4YY2zRVThhuqNFdUqa5I7jijTrHs+iuy3Jgo98Bc48VEozeaekt02tDpy/RgAJP9/mh7/ZgYCsDU68dYvTfCCg8mm33QtXgjb/OmKjuQ65eOcjduM9JWS8GAotELXbcvqg4fDKMBqISBmEyh1LUEEZPxPlkdflzP+JDrCaepb6xjoH+A2dkZ4LcVD/yGFujV31dNQZ4/e8b8PJhUtXTecaXiVii5pwR0brVC8ZEVsr+9zfg7b9H1yVL6CtIxj/XRUZBJ4d73EL/3V0Y+sqbrE2vGNlkx9LkVo7sXodi/GOnhJWjOrkByYQWKG/YooxzRxDohinZAHOuION4JcYITklQXxjNdkea4ocpdiezlpSpYhTRnJeYyD6aqPDE2eKOt88Lc7I2u3gtzozfGOi80VZZ8JE21J9pKDyoTPMgMW4s0fzWmYndkZe7kpXzG7fCjVGR+gLTJG0mDZRVm6vVjYiQAszQItUSAShNM68BawmL3czlmG+GpXxOdeZ7mzlpkEhkzMz/We/10LH8LflML9PLVD92GXzx/xpPnMD54j/IoOyqvLqP21BIGD9gyttka3UfWiNe+RcdmewYKUhFXZlOzyRVRyFt0f2hL7lfrad7miHSDFaOfWSHZuQj5Hlsk3yxGeHAxwqNLLKupy3aowhx+2EOTRVocX8VtJ6SxjgzftEd7xwVzmhuadFe0WW5ostzQ3HNDlmEp7JMlu2DMckOd5or+rhvKNFd091eiznJDcd8Ncf5qlIWWHO6pSk8aUrzJSrpCWdImJBXuqFu90bZ6Y+rzwzgcgEYYiEIqQGcOpW00gLDbu4lIOExC7inSym9Q21aKaFyC2WzG0spg/jcXD/yGAoJXFujHzjLz8y94/vQxM7MvGBtMpj3PjfEcN/oi7ek8sYz7XwdT+bWAwY+taNzjT19JFmM3DzG4fjF97/yV7vesGVtvhWKTtWUPbZOVZRtkpw3jexchObgY0TeLGT+0mLETS5FetWPs0nIk1+wYv7wCWbg9khv2yG86oIh0QBvtiPymA4bbltiPPs4ZfZIL8hQXZMkuKFJdUKdZNmx1Ga4/vH+V5KZ7sBpF4Wq6s3wozTxCdVEKlff2om3zYaLP4lBPiARoxAK0qmD0U2uo7vHletynRCUfIbX4HPfqwknOuU1VVS1Gk/HlAuTNBwz/Fb+pgCzM/8KpfsGjR3M8nHuGSp7CQL0nw+WrGcxyJT/cj9hrx8mPOEPdxW30FiSiH2pDWJ1LbcJV8o58xuDHSxGHvIXow7eRbLBC9qk18m02SLbbIP3SFtHXFoskO7gE0ZElyM8uR3XFDu0NB8syPMIBdbSltEjzcod/LPzHCLQ+1gldgjOqZBckiU4ok1+JyBVVuivydFfaY9wQJTsjSnSi+rYnWfH7qc4+RXfRdlRtAei6fFF2+SLs9kEjE2DQh6CdXkN5ty9nwzYRdvsIKQVnSC+/TElDDmVlFQwODlpG6xcB2d+a34GAfuSnK7PJyUmMplkGBpIZ7PBF2umDqNKdpqSV5N/eQ9m9BDoK4hDW3GVirA3zQAOtBam0ZkTTt92doaC/oN5gjWSjNZJPrNBtWYR0szWybTbIdi1Cvs8W+T5bFAcWozi8BPWJZSjOLEd63uIvyS7bIb6yAlm4AyNhFkski3BAGeWIOsoR5U0HDLedUcc4oYhxRHbbGeltRwbinKi96Yb45e6/7P5KxPmrUJa4o2v2xtDti6rbF+WIP2ZtCEpFEApdMKVtflyO+pz4jJPEZB7mYvxuCmvv0tfbz/Dw8G8aLPyv+F0I6Jfz+SsRTUyYEUu0VNfG0dnqw3i/RUjSWk9q09ZRnHqB8rRLDNckYxptZLQyg6KYc1QlXKF3lxvj7/8V9WYbtJttkG+yRvyJFbJN1mi3LEK82Rr5dhvEW21Q7LJF+qUt8r22iL6yRXFoiSVYeGIZ0pfCkn+/HOWFFYydXY7muj2qMAdkNywWa/yqHQ0XnRi6YQkHyOOcUN91RZZsSa+V561EVeuJuNkLZZcvmpEAtLIg9NoQZubW0TUewJnLH5OQfpw72ce5GLuLosp7zM4+xGAw8PjxPwYLfy9C+l0I6BX/EKmef8Hs7AxisZ62ziLqGgWIxYHIxgOQdvnQXhpAfupxmotj0QyXMSFuorf4NmmXD3A/4jRN2xxRf2IRjvgTi2+k3GSNYqM18pd+kmqTNbKN1kg/tUayxRrZdhuE22yQ7lqEZPciZF/aovp6McMHl9DxzTJE+y2xJvl3Sxk9tRTxpRX0XLAj58qHVIaFoLzlhCbRGUWKC4pMN8azVyKv9kTa6I222xd1rx96qYCG2kDi4z6kvi2I9NwvuJVwgptpWzifsJHGjgpePJ//h7H5PQnnFb8rAcHPa+pf5uIzOzPN9PQTRsYGqGn5iI5BX8bHA5CPB9DbEkhn8wV0smomVY1MKlsYaUwjJ+4syae307jZmtEdtnRsW47uMxtUn9og22gRkWiDFZKXGY/ajTZoNlij/cQy5Ym2WFJHxDtsGNm+iKqT68i4so+Www4MfW3L6N5FCI8sQXHDHsnlFYxds6f/qh3CaEckic4o77oiynaj+u5amh4E0FfhgaTLF61YwJR5DUMDAtJz3iej5APu135AZGEAN8s+oFtUaRkH3nxy2H+H352AfspPHevZ2RkezT1Fo9dT1nqOgnYvanq8qa/dQE3F17S3JmHU1GDSNDKjb0U7VkpzWQJ5sYepOulOy7FlqI8vQ3FoCfJ9ixFvs0H/5WJGv7SldedyWnbYUf+FG7U7VtOzczkjG60Y32zN/d2e5F47TFvOLWry03lweRvSI0tQn7RMaYqX0WvpTQfEUQ6WnKK7rqiKViOt8mC0zhNFly8mqYCHk2uZnVmHcWINmrm1DE+GUq0TkDHuS0b7PhQaMcDPCgJ/L8v1f8XvUkD/zCcCePz4EY/mHjH38AUD0npSGv/O7ZpAHtR/QVXVOaSSInS6anSaOiYNLUzpGhAO5NNUHk3FnZ2UhoXQctUFZZg9qit21B13o+iwDw+OuZN/1JPCk8FkXNlLctg5yr57j9o99tw8tJHMWxcpjDlO6aUPaDi3GuHF5Yiv2zF0w47xKMthoZpMN/SFq9FWeCCqdEfR6o1u0J8JaRBzJkvJ0MOZdegn1zBmDKFOFkD6iDfxnevo1pTw5InlGZ+/LMn55bP/XvldCugVvxzI+fl5nj17yrPnT3jy6AUiqZjivutEtvtxp9uHzuE49Jp2tPp6tPpaDPp6zPo6TLp65OIKOppTKck5T1HiBpoSfCiN9Kb51krU8c4objlijHNGGe9CTdwn5N4+Qn7C91Sln6MkI4yc6x8zet0ORbwT4lRX2m6vIvHiejIj/k5daiiFCeupynqfxoIQFN1+zCmDmdOFMm2wnGM0Nb0W9cN1tGgEFGsDiRv0o3D8CpoJ9cunffFDPddPn/33zu9aQPDPRTQ/P8/Tp4/RaXTIxFr6RT0kdH7D5aa/UTh+ljFVCUZDF0ZzKxpDAzpDLRMT9ZiN9Zj0NcillXS2Z1BfcpGGgq+ozfyY5qxQhop8EJWuxtTojb7ei+bcDyjNiaGjNpHBphhk3TGMNl+gKu8Y+Znfk3v3JGlJx4gM/4qkuM/Iv/cppYV/QysLZtIQikYTgkIbgsgQQudUKPm6QMJ7vEnu38eooYd5y+krllzmF2+my/L/NL97AcHPB/RnQcf5F0xOTqBRaZGLtVR2lhDZeZjzdZ+S3nWKAWUhemMb5oke9MYOjBNNmCYaMJsbmZioRyJ5QF9fJnV1CZSVhVGQf4r05E+pfBBEZ3UA5blryb27kaKcMwhHclDJKygvvUpmxmHqaq5RVXmR2Jjt5GYLUKiDkb6stRfqgukQCmjVBlGqFxAv8iVsyI+oli9pHqvn0dyPP4p/5e/8UfhDCAj+cRn7y9fmCRMKsRKNwkCHqI3EzmucLd3N1bYvyOg7RbssFamqGp2pFdNMOzpTExJlId19d6iovkbW/YPcubOfyMgdXL26kcLCUERjQVSVBXI/6zjCkQx6O2+SkXqQ0sKLKCQVyOVV1DXEUlh4iOKaTWS8CRsiAAADEklEQVQ9+IS8ziByVAHclvlxQ+bPtZH3SOy+QKe4i0cPn716Gl7Mv/iHZ/sj8ocR0E/5ZxYJ4NHjOWZmppk0TjPSP8aIfJjy0QIu1x/lu9ZPOdn1MTfq9vCgNYp+VRHj+kr6pXnUdd6huC6SnJLLlDTtpqbrHSpqg8nN+5C76ccoK7rAyEAqsrFCWlvCKan7nNq+T2iQ/J3CkfdIaP4711r9uCry4+y4P6cG3yVi4CjVsgrkJi3PHr+63xc8n/9jOcn/N/6QAoJ/vVIDePb8KVNTUzx7/BxewIR5hiHJGBXiStIH04i4F8bNnKvca06kaiSH/olaBk11NEvzqB3PpEVyn5zGGK6lHeN62XZO52zkbOF6rnW9y8Uef74f9+aE2IeDg14cHhLw7cB6Lo1+SZryFo3qFuQGA0+f8IOPA/M8e/Hs5XT14/3/GfjDCugV/8zJfsWrQ5aePX3K7PQMM+ZZZiYfMjk5xcjYOF393VS11tAy3EqvtJdeVR+14/U86C4hrTGDs/fOcLBkF19VbmF/9Q6+HTrAqdHvCRPGEie9R6a4inb1CPIZI7MPXzD/9Jf39uMhTz/cJ/P8SbQD/AkEBP96pfbLX/nzF8+ZezTHw4cPmZme5smjx8zNPEQmktHS1MJg3xCDA0O0t3fS0tZGSUk5+dkl5GQWUl5cy0CfmAnTQx4a5ngx+5PPtjRn5wX/KJhf3t+fjT+FgP4Z/0pUr3gxb6lNezH/gnnmefhwltnZGWZnZpiammR2ZgaTyYRer8VsNjIzPcXjuYc8f/aEp8+e8Hz+Gc/nn/N8/vk/Wpk/SBT5f4I/rYDg/80y/f9+sT/kUb76nFc+DT++/nfiTy2gX/JfCeq/c/30s/5d+bcS0D/jvyOqn/7fvzv/9gJa4PVYENACr8WCgBZ4LRYEtMBrsSCgBV6LBQEt8FosCGiB12JBQAu8FgsCWuC1WBDQAq/FgoAWeC0WBLTAa7EgoAVeiwUBLfBaLAhogddiQUALvBYLAlrgtVgQ0AKvxYKAFngtFgS0wGuxIKAFXov/A8Z3AR48wfr0AAAAAElFTkSuQmCC">Compsets</A>
                <DT><A HREF="https://www.cesm.ucar.edu/models/cesm2/settings/current/cam_nml.html" ADD_DATE="1606851764" LAST_MODIFIED="1606851769" ICON_URI="https://www.cesm.ucar.edu/apple-touch-icon.png" 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">CESM2 CAM6.3 Namelist Definitions</A>
                <DT><A HREF="https://docs.google.com/document/d/1d5gaRukZ4GeHno6MAP62jjgdRAJrsNSPGH8yFVsJn7U/edit" ADD_DATE="1608329765" LAST_MODIFIED="1608329777" ICON_URI="https://ssl.gstatic.com/docs/documents/images/kix-favicon7.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAABD0lEQVR4nO3bsQ2DMBRFUU/AVAwAuGQRJghfYg2WYRWELfcUThdFCk0ihYfwRbr9y0kU0Xzn3p5+zpW3OLQWls5Cah5bvkOdhdRaWLzFoZ9z5Y4eP6W6G7dVPfbvGOO2+inVHx++GeOuHndaY9xfCP2cqxK++aNfQj/nynmLg3qMKm9xcK2FRT1EVWthcXf6t/+2zkJy6hHqAFAPUAeAeoA6ANQD1P0McLUHAAAAAAAAAE4EuEsAqAeoA0A9QB0A6gHqeA8AAAAAAAAAgHIDQD1AHQDqAeoAUA9Qd+n3AAAAAAAAAAC4KMBdAkA9QB0A6gHqAFAPUAdA8SczxR9NFX82V/zhZPGnsxxPF34+/wSk7wKTQqeDAAAAAABJRU5ErkJggg==">CAM-MPAS - Quickstart</A>
                <DT><A HREF="http://esmci.github.io/cime/versions/master/html/index.html" ADD_DATE="1621441813" LAST_MODIFIED="1621441819">CIME documentation — CIME master documentation</A>
            </DL><p>
            <DT><H3 ADD_DATE="1590768515" LAST_MODIFIED="1590769016">NWSC</H3>
            <DL><p>
                <DT><A HREF="https://www2.cisl.ucar.edu/resources/computational-systems/cheyenne/cheyenne" ADD_DATE="1539187126" LAST_MODIFIED="1590768527" ICON_URI="https://www2.cisl.ucar.edu/sites/default/themes/troposphere/favicon.ico" ICON="data:image/png;base64,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">Cheyenne | Computational Information Systems Laboratory</A>
                <DT><A HREF="https://www2.cisl.ucar.edu/resources/computational-systems/cheyenne/software/python" ADD_DATE="1548694482" LAST_MODIFIED="1590768872" ICON_URI="fake-favicon-uri:https://www2.cisl.ucar.edu/resources/computational-systems/cheyenne/software/python" ICON="data:image/png;base64,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">Python | Computational Information Systems Laboratory</A>
                <DT><A HREF="https://lmod.readthedocs.io/en/latest/" ADD_DATE="1538674514" LAST_MODIFIED="1590769016">Lmod: A New Environment Module System — Lmod 7.0 documentation</A>
            </DL><p>
            <DT><H3 ADD_DATE="1590768708" LAST_MODIFIED="1590768710">Linux</H3>
            <DL><p>
            </DL><p>
            <DT><H3 ADD_DATE="1590768593" LAST_MODIFIED="1590768929">Software Development</H3>
            <DL><p>
                <DT><A HREF="https://opensource.guide/how-to-contribute/#what-it-means-to-contribute" ADD_DATE="1554759844" LAST_MODIFIED="1590768695" ICON_URI="fake-favicon-uri:https://opensource.guide/how-to-contribute/#what-it-means-to-contribute" ICON="data:image/png;base64,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">How to Contribute to Open Source | Open Source Guides</A>
                <DT><A HREF="https://software.intel.com/en-us/articles/cache-blocking-techniques" ADD_DATE="1548794116" LAST_MODIFIED="1590768851" ICON_URI="fake-favicon-uri:https://software.intel.com/en-us/articles/cache-blocking-techniques" ICON="data:image/png;base64,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">Cache Blocking Techniques | Intel® Software</A>
                <DT><A HREF="https://stackoverflow.com/questions/44025978/reshaping-an-array-from-1d-to-nd-in-c" ADD_DATE="1542057058" LAST_MODIFIED="1590768888" ICON_URI="fake-favicon-uri:https://stackoverflow.com/questions/44025978/reshaping-an-array-from-1d-to-nd-in-c" ICON="data:image/png;base64,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">Reshaping an array from 1D to ND in C - Stack Overflow</A>
                <DT><A HREF="https://www.isid.ac.in/~deepayan/ICP2017/projects/Anirban_Ray/report.html" ADD_DATE="1550165278" LAST_MODIFIED="1590768929">Hybrid Quick Sort + Insertion Sort: Runtime Comparison</A>
            </DL><p>
            <DT><H3 ADD_DATE="1590769070" LAST_MODIFIED="1590769118">MPAS</H3>
            <DL><p>
                <DT><H3 ADD_DATE="1553285837" LAST_MODIFIED="1590769118">MPAS Plotting</H3>
                <DL><p>
                    <DT><A HREF="https://github.com/lmadaus/mpas_python/blob/master/scripts/mpas_pcolor_plot.py" ADD_DATE="1553285842" LAST_MODIFIED="1553285848" ICON_URI="fake-favicon-uri:https://github.com/lmadaus/mpas_python/blob/master/scripts/mpas_pcolor_plot.py" 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">mpas_python/mpas_pcolor_plot.py at master · lmadaus/mpas_python</A>
                    <DT><A HREF="https://matplotlib.org/api/_as_gen/matplotlib.patches.PathPatch.html#matplotlib.patches.PathPatch" ADD_DATE="1553285851" LAST_MODIFIED="1553285854" ICON_URI="fake-favicon-uri:https://matplotlib.org/api/_as_gen/matplotlib.patches.PathPatch.html#matplotlib.patches.PathPatch" 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vXv3KCkpobS8zCp5y4mBgOabzQScXEeOyOKs4TRfRAYyMjxi/p2MQVY5tGcH9dvnQu46OsMXsmPZVPIvXnxqL1sgZmByYGAgQUFBJyztFIdp06Y5TJs2rSYjI0PBVNTYcW9bF1sWTk1NJSkpyfpZURRkxWR+Op2OLwu3kydyyBDpBCVs4mHnQ9NJp8gIVeXxmJGIjatNNUT6p6gJHpz9dCYnDkUyMm60grXsbe6QiI6ODmXevHlPYmJifmUpKV+WJEkqKys76uHhgaIoxmcV1bZ1sU6no7W1lYcPH3LhwgXu3btnp6kTp06wvyGcbPU82ep5tmZsplZfayfVx48fcTolna2u0xmP/QRx2hfOelOy6a8cCF5Le+dD075mXoymI17etWsXjo6ORyVJkv785z+/IEmSNEmr1U52dnZ+ZerUqfVpaWlPacHWrAoLCy1NJ8DUwC0uLqasrIyuri4MIwb2xIdxjjQukEMBl9h/NZxLuksA9PX1UVNTQ35+Pj09PVRUVnFy1V/hlAZDggZS/WgNnc/Gj6ZTXmntqwohhGhra1Pef//90Z07d37TVjHTZEmSpNjY2I8WLlzI4OCgMrG1oigK2dnZ3Jxo82bq7OykqqqKnKwcXNa4sC7Dn0MtB4m4th/X8I/YvH0zNfoaioqKaG5utvOxs6eSuLB2JqStxhjvCWd9eXzCnWPeM8lMTxNm2zf6+PiIoKCg47Y827YWJ2u1Wof169cX+Pv7C0Axt/WExa4t4yLbptNEhx8ZHaGmuoZzGec4mXiS7bu3k5KWQm1dLSNPRuxMTVEUVEXBqAoOhoagD3KEZF+MCRpI9yP5U0fOn0sHEImJCaqnpye3b9/+1VN9UVt1VFdX/8zd3Z2TJ0+qgGowGCgsLBQWs3mWf1iATIye42PjXL1y1e7exHrX9Izg3sNuPnedTU/UEjjnx5FlfxJHjxwWgKiv/9o4Y8YMysvLv7vNnpKS8pxWq518/fp1N0dHR3Q6nXLt2jVLl1g8q+lky5jlryV6W1IDRZFNKYD61FDDOi8AuNHcSsSq+cR7TyM6MkJU19Zx/fp12dHRkZCQkOWSJEnOzs7fPXKyoCssLHR98803SUxMVCyaMIfxbwUx0aQGBwetA45vSw1sQQNUVJSLjHPnALh5o9HwxhtvkJ6eXqnVaiebpzR/f5ZsabUXFha6zpo1izNnzsiAbE5xxURGv00bAwMD3zojm/hbwLo2IOrqauU5c+aQnZ19GXj5H5nO2JFlJtXa2urq4uJCUFAQY2NjRkCYu3ffCsQWwLNmZBOfE8J+PpaYkMCUKVMoKSk5DPyHmaXvP8W3gOjv71+yc+fOak9PT0pLS1VAxuwTsiyLiTZt+Ww7I5vY87SYje2ota2tTWzYsIHVq1fLbW1tS783w88iy0wKeMHLy+u4i4uLwd/fn7q6OjAPq80MCsUm/VZVlZ6eHsrLy23nwpbv7Ybdd+/eVbZt28aMGTPUd9555zjwS4sAmfB6wz8FQpIkacqUKb/dtGnT8cWLF4+tWLGCtLQ0urq6ZAsQsxk85QMTvlOePHkiX7x4kTVr1rBw4UKioqKu9PT0LLbsw7/pnQkrkAcPHrxeUVFxcu3atVeWLFmCu7s7YWFh6HQ6Ghoa6O7upqOjA51Ox8DAAE1NTZSXl3PkyBG8vLxwdnbG19f3anJy8on8/Py3tFrtD8yM/2uk/h00ycvLy+5lDOD3165dWxATE8PcuXPVN954g5/+9Kf86Ec/4pVXXuHHP/4xv/vd75g+fbq6a9cu9Hr9AoPB8PuJ6wLf+7WC/wMWlLtEZ35dwwAAAABJRU5ErkJggg==">matplotlib.patches.PathPatch — Matplotlib 3.0.3 documentation</A>
                    <DT><A HREF="http://www.ceda.ac.uk/static/media/uploads/ncas-reading-2015/10_read_netcdf_python.pdf" ADD_DATE="1553284158" LAST_MODIFIED="1553285860">Slide 1 - 10_read_netcdf_python.pdf</A>
                    <DT><A HREF="https://matplotlib.org/api/collections_api.html#matplotlib.collections.PatchCollection" ADD_DATE="1553285883" LAST_MODIFIED="1553285886" ICON_URI="fake-favicon-uri:https://matplotlib.org/api/collections_api.html#matplotlib.collections.PatchCollection" 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— Matplotlib 3.0.3 documentation</A>
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">path — Matplotlib 3.0.3 documentation</A>
                    <DT><A HREF="https://wrf-python.readthedocs.io/en/latest/plot.html" ADD_DATE="1553290285" LAST_MODIFIED="1553290288">Plotting Examples — wrf-python 1.3.2 documentation</A>
                    <DT><H3 ADD_DATE="1554218846" LAST_MODIFIED="1554220918">Python</H3>
                    <DL><p>
                        <DT><A HREF="https://www.datacamp.com/community/tutorials/docstrings-python#second-head" ADD_DATE="1554218837" LAST_MODIFIED="1554218846" TAGS="Docstrings,documentation,plotting">Docstrings in Python (article) - DataCamp</A>
                        <DT><A HREF="https://matplotlib.org/api/markers_api.html" ADD_DATE="1554220909" LAST_MODIFIED="1554220918" ICON_URI="https://matplotlib.org/_static/favicon.ico" ICON="data:image/png;base64,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">markers — Matplotlib 3.0.3 documentation</A>
                    </DL><p>
                    <DT><A HREF="https://scitools.org.uk/cartopy/docs/v0.5/matplotlib/introductory_examples/02.polygon.html" ADD_DATE="1554228319" LAST_MODIFIED="1554228322">Drawing a geodetic polygon — cartopy 0.5.0 documentation</A>
                    <DT><A HREF="https://scitools.org.uk/cartopy/docs/latest/matplotlib/geoaxes.html?highlight=patch#cartopy.mpl.patch.path_to_geos" ADD_DATE="1554229020" LAST_MODIFIED="1554229022">Cartopy Matplotlib integration reference document — cartopy 0.17.0 documentation</A>
                    <DT><A HREF="https://stackoverflow.com/questions/tagged/cartopy" ADD_DATE="1554229810" LAST_MODIFIED="1554229813" ICON_URI="https://cdn.sstatic.net/Sites/stackoverflow/Img/favicon.ico?v=ec617d715196" ICON="data:image/png;base64,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">Newest &#39;cartopy&#39; Questions - Stack Overflow</A>
                </DL><p>
            </DL><p>
            <DT><A HREF="https://github.com/TACC/Lmod" ADD_DATE="1548269467" LAST_MODIFIED="1548269470" ICON_URI="https://github.com/fluidicon.png" 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">TACC/Lmod: Lmod: An Environment Module System based on Lua, Reads TCL Modules, Supports a Software Hierarchy</A>
            <DT><H3 ADD_DATE="1590768897" LAST_MODIFIED="1590769013">NetCDF</H3>
            <DL><p>
                <DT><A HREF="https://www.unidata.ucar.edu/software/netcdf/netcdf-4/newdocs/netcdf-f90.html" ADD_DATE="1540410110" LAST_MODIFIED="1590768925">NetCDF Fortran 90 Interface Guide</A>
                <DT><A HREF="http://cfconventions.org/" ADD_DATE="1590526866" LAST_MODIFIED="1590768994">CF Conventions Home Page</A>
                <DT><A HREF="http://research.atmos.ucla.edu/csi/GROUP/tips/NCO_basics_N.Berg2013.pdf" ADD_DATE="1548435982" LAST_MODIFIED="1590769003">Slide 1 - NCO_basics_N.Berg2013.pdf</A>
                <DT><A HREF="http://cfconventions.org/Data/cf-conventions/cf-conventions-1.7/cf-conventions.html#_introduction" ADD_DATE="1543250456" LAST_MODIFIED="1590769009">NetCDF Climate and Forecast (CF) Metadata Conventions</A>
                <DT><A HREF="http://meteora.ucsd.edu/%7Epierce/ncview_home_page.html" ADD_DATE="1540321949" LAST_MODIFIED="1590769013">Ncview</A>
            </DL><p>
            <DT><H3 ADD_DATE="1540335370" LAST_MODIFIED="1590768770">Fortran</H3>
            <DL><p>
                <DT><A HREF="https://gist.github.com/n-s-k/522f2669979ed6d0582b8e80cf6c95fd" ADD_DATE="1540335362" LAST_MODIFIED="1540335370" ICON_URI="https://gist.github.com/fluidicon.png" 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">Object-Oriented Programming in Fortran 2003 Part 1: Code Reusability</A>
                <DT><A HREF="http://pages.mtu.edu/~shene/COURSES/cs201/NOTES/fortran.html" ADD_DATE="1541457253" LAST_MODIFIED="1541457256">Fortran 90 Tutorial</A>
                <DT><A HREF="http://www.math.hawaii.edu/~dale/190/characters_formats.pdf" ADD_DATE="1542046302" LAST_MODIFIED="1542046313">Fortran Stirngs</A>
                <DT><A HREF="https://gcc.gnu.org/onlinedocs/gfortran/Code-Gen-Options.html" ADD_DATE="1549909670" LAST_MODIFIED="1549909677">The GNU Fortran Compiler: Code Gen Options</A>
                <DT><A HREF="https://infohost.nmt.edu/tcc/help/lang/fortran/scaling.html" ADD_DATE="1549473731" LAST_MODIFIED="1590768473">Scaling random numbers in Fortran</A>
                <DT><A HREF="https://docs.google.com/presentation/d/1C_o-vOskuIk9atgFL1_G7-UAuUtqol4cp7CwUQ-cz2I/edit#slide=id.p3" ADD_DATE="1551214754" LAST_MODIFIED="1590768676" ICON_URI="fake-favicon-uri:https://docs.google.com/presentation/d/1C_o-vOskuIk9atgFL1_G7-UAuUtqol4cp7CwUQ-cz2I/edit#slide=id.p3" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAABDklEQVR4nO3bQWrCQBjF8XcC650s9Epir+Ne6OSzC08QexMRjMYBQWG66KZgWnDRPsj8B97+5Zchm/Ckb6esNM1ves2hjz7UnRuVMaRPOuSk9hSal6UmGjrHRi990t5d9s8xQrvzu2Z3D5+Tbu5y/5Ucul4aPX9d+42eanjzQzehLDVRXmvhLuPKKTRXDm3dRVzJSa3G9LV/NH2ok7uEOwC4C7gDgLuAOwC4C7gDgLuAOwC4C7jzK8BYDgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMDPUQDcBdwBwF3AHQDcBdwBwF3AHQDcBdxhMlP9aKr62Vz1w8nqp7OMp2uYz4e6n+bzn+uiZ+GXjBBRAAAAAElFTkSuQmCC">Optimized_Modern_Fortran.potx - Google Slides</A>
                <DT><A HREF="http://www.fortran90.org/" ADD_DATE="1550682078" LAST_MODIFIED="1590768679">Fortran 90 — Fortran90 1.0 documentation</A>
                <DT><A HREF="http://pages.mtu.edu/~shene/COURSES/cs201/NOTES/chap05/format.html" ADD_DATE="1540939909" LAST_MODIFIED="1590768770">Fortran Format</A>
            </DL><p>
            <DT><H3 ADD_DATE="1548868603" LAST_MODIFIED="1552236989">Git</H3>
            <DL><p>
                <DT><A HREF="http://eagain.net/articles/git-for-computer-scientists/" ADD_DATE="1548868640" LAST_MODIFIED="1548868646">Git for Computer Scientists</A>
                <DT><A HREF="http://gitready.com/intermediate/2009/01/31/intro-to-rebase.html" ADD_DATE="1548868653" LAST_MODIFIED="1548868656">git ready » intro to rebase</A>
                <DT><A HREF="http://gitready.com/advanced/2009/02/10/squashing-commits-with-rebase.html" ADD_DATE="1548868660" LAST_MODIFIED="1548868663">git ready » squashing commits with rebase</A>
            </DL><p>
            <DT><H3 ADD_DATE="1548868634" LAST_MODIFIED="1590768786">Vim</H3>
            <DL><p>
                <DT><A HREF="https://www.brianstorti.com/vim-registers/" ADD_DATE="1540592550" LAST_MODIFIED="1548868675">Vim registers: The basics and beyond</A>
                <DT><A HREF="https://www.linux.com/learn/vim-tips-working-external-commands" ADD_DATE="1539709094" LAST_MODIFIED="1548868678" ICON_URI="fake-favicon-uri:https://www.linux.com/learn/vim-tips-working-external-commands" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAr0lEQVQ4y92TLQ7CQBBG35DKhq5AgO8BkDhUuQSGC2DZI5DlFByDEyCAVFaR4AgC0SIxi1nRNM2SdoPhc18y8zK/Um04I6T0Ux4hDAHVExAPCFTU8Gvg+CVnAWzrgAvwcP6UGHJfdqlJpV5BYlgGtVBpZtYSO1+oHfeuM5iKMHH+Cd0AwVv4A0DzkOJSM2qJeyvDq9KsgLkPkAlkLYAbsHcXOP5pC15ZOEjtc63l+gFziSFgqCxGLwAAAABJRU5ErkJggg==">Vim tips: Working with external commands | Linux.com | The source for Linux information</A>
                <DT><A HREF="https://gist.github.com/awidegreen/3854277" ADD_DATE="1590512069" LAST_MODIFIED="1590768786" ICON_URI="https://gist.github.com/fluidicon.png" 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">Vim shortcuts</A>
            </DL><p>
            <DT><H3 ADD_DATE="1548879914" LAST_MODIFIED="1548879950">Intel</H3>
            <DL><p>
                <DT><A HREF="https://software.intel.com/en-us/fortran-compiler-developer-guide-and-reference-language-reference" ADD_DATE="1541019608" LAST_MODIFIED="1548879929" ICON_URI="fake-favicon-uri:https://software.intel.com/en-us/fortran-compiler-developer-guide-and-reference-language-reference" ICON="data:image/png;base64,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" TAGS="Intel,fortran,reference">Language Reference | Intel® Fortran Compiler 19.0</A>
                <DT><A HREF="https://scc.ustc.edu.cn/zlsc/tc4600/intel/2017.0.098/compiler_f/common/core/index.htm" ADD_DATE="1541173303" LAST_MODIFIED="1548879932">Intel® Fortran Compiler 17.0 Developer Guide and Reference</A>
                <DT><A HREF="https://software.intel.com/en-us/articles/intel-visual-fortran-pro-for-linux-notes-on-gprof-use/" ADD_DATE="1548720219" LAST_MODIFIED="1548879944" ICON_URI="fake-favicon-uri:https://software.intel.com/en-us/articles/intel-visual-fortran-pro-for-linux-notes-on-gprof-use/" ICON="data:image/png;base64,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">Intel Visual Fortran Pro for Linux Notes On gprof Use | Intel® Software</A>
                <DT><A HREF="https://software.intel.com/en-us/node/677967" ADD_DATE="1538771205" LAST_MODIFIED="1548879950" ICON_URI="fake-favicon-uri:https://software.intel.com/en-us/node/677967" ICON="data:image/png;base64,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" TAGS="ifort,compiler,options">Alphabetical List of ifort Compiler Options | Intel® Software</A>
            </DL><p>
            <DT><H3 ADD_DATE="1590768723" LAST_MODIFIED="1601306915">Python</H3>
            <DL><p>
                <DT><A HREF="http://python3porting.com/" ADD_DATE="1548265542" LAST_MODIFIED="1590768927">Welcome! — Supporting Python 3: An in-depth guide</A>
                <DT><A HREF="http://python-future.org/compatible_idioms.html" ADD_DATE="1548265536" LAST_MODIFIED="1590768933" ICON_URI="fake-favicon-uri:http://python-future.org/compatible_idioms.html" ICON="data:image/png;base64,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">Cheat Sheet: Writing Python 2-3 compatible code — Python-Future documentation</A>
                <DT><A HREF="http://pyhogs.github.io/intro_netcdf4.html" ADD_DATE="1573087563" LAST_MODIFIED="1590768943">PyHOGS</A>
                <DT><H3 ADD_DATE="1596488633" LAST_MODIFIED="1597855056">Numpy</H3>
                <DL><p>
                    <DT><A HREF="https://numpy.org/doc/stable/user/basics.types.html" ADD_DATE="1596488719" LAST_MODIFIED="1596488722">Data types — NumPy v1.19 Manual</A>
                    <DT><A HREF="https://numpy.org/doc/stable/reference/routines.array-creation.html" ADD_DATE="1597855049" LAST_MODIFIED="1597855056">Array creation routines — NumPy v1.19 Manual</A>
                </DL><p>
                <DT><A HREF="https://pyformat.info/#string_trunc_pad" ADD_DATE="1599765919" LAST_MODIFIED="1599765927">PyFormat: Using % and .format() for great good!</A>
                <DT><A HREF="https://geocat-examples.readthedocs.io/en/latest/index.html" ADD_DATE="1601306912" LAST_MODIFIED="1601306915">Welcome to GeoCAT-examples’s documentation! — GeoCAT-examples documentation</A>
            </DL><p>
            <DT><H3 ADD_DATE="1590768946" LAST_MODIFIED="1590768954">LaTeX</H3>
            <DL><p>
                <DT><A HREF="http://texdoc.net/texmf-dist/doc/latex/listings/listings.pdf" ADD_DATE="1583945784" LAST_MODIFIED="1590768954">The Listings Package - listings.pdf</A>
            </DL><p>
            <DT><H3 ADD_DATE="1590768960" LAST_MODIFIED="1590768985">Weather</H3>
            <DL><p>
                <DT><A HREF="https://www.grc.nasa.gov/WWW/K-12/airplane/boundlay.html" ADD_DATE="1552247477" LAST_MODIFIED="1590768985">Boundary Layer</A>
            </DL><p>
            <DT><A HREF="https://devhints.io/bash" ADD_DATE="1565372265" LAST_MODIFIED="1568823552" ICON_URI="https://devhints.io/assets/favicon.png" 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">Bash scripting cheatsheet</A>
            <DT><H3 ADD_DATE="1590768629" LAST_MODIFIED="1603826346">MPI</H3>
            <DL><p>
                <DT><A HREF="http://www.mpich.org/static/docs/latest/www/" ADD_DATE="1542314786" LAST_MODIFIED="1590768671">Web pages for MPI</A>
                <DT><A HREF="http://www.mpich.org/" ADD_DATE="1542314768" LAST_MODIFIED="1590768674" ICON_URI="fake-favicon-uri:http://www.mpich.org/" ICON="data:image/png;base64,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">MPICH | High-Performance Portable MPI</A>
                <DT><A HREF="http://condor.cc.ku.edu/~grobe/docs/intro-MPI.shtml" ADD_DATE="1539645332" LAST_MODIFIED="1590768781">Introduction to the Message Passing Interface (MPI) using Fortran, Academic Computing Services, University of Kansas</A>
            </DL><p>
            <DT><H3 ADD_DATE="1603826343" LAST_MODIFIED="1625023787">CIME</H3>
            <DL><p>
                <DT><A HREF="http://esmci.github.io/cime/versions/master/html/Tools_user/case.setup.html" ADD_DATE="1603826364" LAST_MODIFIED="1603826369">case.setup — CIME master documentation</A>
                <DT><A HREF="http://esmci.github.io/cime/versions/master/html/Tools_user/create_newcase.html" ADD_DATE="1603826371" LAST_MODIFIED="1603826374">create_newcase — CIME master documentation</A>
                <DT><A HREF="http://esmci.github.io/cime/versions/master/html/what_cime/index.html" ADD_DATE="1603826380" LAST_MODIFIED="1603826392" TAGS="CIME,CIME Documentation,Doc">CIME Documentation</A>
            </DL><p>
            <DT><A HREF="https://www.jcsda.org/acronyms" ADD_DATE="1616527986" LAST_MODIFIED="1616527999" ICON_URI="https://assets.squarespace.com/universal/default-favicon.ico" ICON="data:image/png;base64,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">Acronyms — JCSDA</A>
            <DT><A HREF="https://github.com/NCAR/ParallelIO" ADD_DATE="1619024360" LAST_MODIFIED="1619024364" ICON_URI="https://github.githubassets.com/favicons/favicon.svg" ICON="data:image/png;base64,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">NCAR/ParallelIO: A high-level Parallel I/O Library for structured grid applications</A>
            <DT><A HREF="https://use.jetstream-cloud.org/application/dashboard" ADD_DATE="1619538836" LAST_MODIFIED="1619538845" ICON_URI="https://use.jetstream-cloud.org/assets/bundles/theme/images/favicon.ico" ICON="data:image/png;base64,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">Atmosphere</A>
            <DT><A HREF="https://iujetstream.atlassian.net/wiki/spaces/JWT/pages/29720582/Quick+Start+Guide" ADD_DATE="1619538848" LAST_MODIFIED="1619538855" ICON_URI="https://iujetstream.atlassian.net/wiki/s/1382159935/6452/e68fed0634c3c0d04e1423e617613f4c41494b73/22/_/favicon-update.ico" ICON="data:image/png;base64,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">Quick Start Guide - Jetstream Public Wiki - Jetstream Confluence</A>
            <DT><A HREF="https://bb.cgd.ucar.edu/cesm/" ADD_DATE="1619713198" LAST_MODIFIED="1619713202" ICON_URI="https://bb.cgd.ucar.edu/cesm/styles/default/xenforo/logo-bb-meta.jpg" ICON="data:image/png;base64,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