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    Hi Panfeng,<br>
    <br>
    it seems that undef is not working correctly because if you rename
    add_labelbar e.g. add_labelbar2 in the undef and procedure lines
    everything is working fine.<br>
    <br>
    -Karin<br>
    <br>
    <div class="moz-cite-prefix">Am 04.06.18 um 15:05 schrieb 张盼峰:<br>
    </div>
    <blockquote type="cite"
cite="mid:AL6AbQAzAaMrB77FV*JMVKof.1.1528117527808.Hmail.2201610155@cug.edu.cn">
      <div
        style="line-height:1.7;color:#000000;font-size:14px;font-family:Arial">
        <div
          style="line-height:1.7;color:#000000;font-size:14px;font-family:Arial">
          <div>Dear NCL members,</div>
          <div><br>
          </div>
          <div>I'm a Phd student from the Department of Atmospheric
            Sciences, China University of Geosicences.</div>
          <div><br>
          </div>
          <div>In the <span id="tran_0_3" class="">attachment</span><span> </span>
            "test_function_conflict.ncl", I found a function conflict
            problem between the In-built Function (gsn_csm_contour_map)
            and a User Defined Procedure (add_labelbar). If removing the
            User Defined Procedure (add_labelbar), then the script can
            be run correctly. But, if I do not remove the User Defined
            Procedure, the script can not be succefully run. The User
            Defined Procedure was copys from "<a
              href="http://www.ncl.ucar.edu/Applications/Scripts/polyg_8_lbar.ncl%22"
_src="http://www.ncl.ucar.edu/Applications/Scripts/polyg_8_lbar.ncl""
              moz-do-not-send="true">http://www.ncl.ucar.edu/Applications/Scripts/polyg_8_lbar.ncl"</a>
            and it can be run correctly in another single plot. <span
              id="result_box" class="short_text" tabindex="-1" lang="en"><span
                class="">I don't know why this kind of conflict can
                happens and how to avoid.<br>
              </span></span></div>
          <div><br>
          </div>
          <div>When I run the "test_function_conflict.ncl", the error
            message as follows.</div>
          <div><img
src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABFAAAAD2CAIAAAB+7+SLAAAgAElEQVR4nO3dMY4kO/Lf8T5A2WvrFgJmr6ErqG8gYI8xjs4gT5A1jixBwN+qG7wTCLLkSOaTMTM52WTEjxEkM4uZ9f1gsahiMoNBMqs6Y6q638ffAAAAAHBTH69OAAAAAACOQsEDAAAA4Lbsgud//Yd/V/zv5LQAAAAAYFxZ8NSlDmUPAAAAgIv6UvCIOoeaBwAAAMDl/Cl4mh/sJGueH58f377/dUDKrr++f/v4+Pj4/NF3+uUSBgAAANBgFzx1v/wX286uH/76/q0sHX4VFL+0slkg4d2RzdcuPz6dA9kxOjUDTh8RAAAAGPCr4BGf54gW6ez6oRjvr+/fiprgx6euEl6c8M5f37/9PvLX929br2ICPz6b6e4CdbBLSB3wd4eOuodSCQAAAPPZBU/xlbb//R//fd2n5aX1w/bk1ycin5+fH58/9D31kgXPn24/PtNffhucUb1azYBbBwoeAAAALOFLwbO16r9bUBc8X7879vPG/Mfnx7fv3z/L71/tuv5u+9Jzd0O9fX3r2/fv2532z9viP9/s+hmk+KbXj8+Pzx/7W+h9AfT7yEoJV8tZFTxerbH/CKjw55Qfnx/fvv/4NZFfc/2SfD2jXYJb+LKmLI/vci2OGZ2/ruuXU6zJAAAAAD3mFDx/fLnJ/n0z/+em/K/vn7u75/3Nf9lz/4HGX9+/fezrhy+lx+/Hu7vxP1XN7pth2wDehxYvTLhgfaUtX/D8WoUt4f1HXn+SFzMqP3IpAtaj7jrsz92n/rvd+Y0rPuEBAADAXKGvtP2///nf6j6GL7esxW3un9vj6iMTq2dxf/+j+MDEGNIseHb33Fsv8+yXJ7z//GP/+dOXz2ASX09zp2Y+Nuf+NXOvhLFH3D3ZfXhTfYJU/tYVBQ8AAADmav/Rgv/3P/6r1+cr95b/66+y14XA9PrhV5Dt2F/fP7/9rH2+1DvrJFww/zRAruL5OuqEgsctoOwRvxY8buI/S7vuX/sBAAAAGtp/lvr//vf/Io7+pn/B3agKdn9Fzbzblt8Q+3LAuK/ef3Hq5w31n0dLJlwtpnFkH/Tn+b+rusanLTMKnjrgn497vht/lq34PGhfK/2qQb+XkSl4AAAAMN+c//Bo+a2l7W8AWPfQv77X9PmpPjD52rf8GwCfxZ8AKKP87f2WycIJ7/h//Hmfd/krNyJAX8HztV4sBvkz2d/VytcOXypM4w8/7KbypRrkjxYAAABgpo/9E6/g+T//+T8l/6ujs7nfEGudVf3uyEn6Ep4++FkBp48IAAAATPFRPBef85xb7ez/nNr+05plv/i0TsLUOwAAAMAvZcHz00tLnd9234Pa3U0vW/BcMGEAAADg7uyCBwAAAABugIIHAAAAwG1R8AAAAAC4LQoeAAAAALf18QAAAACAm6LgAQAAAHBbFDy39c9//b1U/KPzqT2fz5NHBAAAwGouVvD8499+/e82thmZUxOHtDevdp47xw1xUOQbOHTlz2Hmv+C8VssHAIAFuQXPCnVFkYP3OHLuSwRzqIsc3R7xzgXPdgv488H0O8KjS6npzs/20usj9nepeV3uOgQA4FXUJzyvLRjq+/6fD7YqIlLzvJBXt4ie+sSTCx4dYbzgmVUC1XGOLniKUQ7qP33cRdZhNd76vGq/VosPAMANXKDg2T+t/z8e4WTx0cVMBfGPu1NqCRFkysc7pxU8B7lcwXOQq99we/lT8AAAcBsfD//XSPafqHi/W1K0NPsX3fYPROeHLHgukb9waMHzz3/9Xf9va9938E7R8euzmv1F/Ej7dkjEiX/bZ+vmnSLam8GLCHWcSPu+fvP6x8ctzi2mr+drnivadUpmApF5iVFS8b38t6OREcVRHd88XYwSzxMAABR+FTwbswYoDh3Rv76/j3/Cc4n8t/5mYeZVax3El8eKB3Wdo+OI9ilxvBN1QPFJUfAGur5PbT6un0ZG0S37e/RItyPGnbgOU8b1mP374sfzF+1TrpNzrkMAAN7Ql6+0mTWG9/Qh/6jAI1YwZEc3C56+gI9z8xfMnucUPOLE7kIleLS74ImPvv2TuTi97uDdQOuzmroLnleNO5jPrAKve8Rg/PGCZ9Z+nXM9AADwhv4UPKn6Yf+Frnj/jgqneCoKnsXzFyh4thbvW2riK3aXLngK5qEjxjWfUvD0tVPwAACwuJ6CJ/uJh3fv3vGBzMOpPUR/nc+Z+Xv64pv0983GC57snx9IHQr+GYNmnsWd4soFT8eJFDwUPH3xAQB4W78Knubvrpjtwa+EPXZVyuDvwIj46+fviRQ8dZ/n81nf6xxR8IjfzzHbI/1FVjqBSLdZBY94HAnrjZItMPrug73TH9WkIuNG1qG5PrMKHi+fVxU8Xj5eGuYrVyc28ToEAOANuX+l7R/OL9bvn9YPzP668DC/KmYWGA9ZeFwi/5ruJo7Wt03NP55W/2W2+i+e1efq+OZAkf51fDOxolHMcd/y3NE5FN3qs0RLJH49VjPPZvzguCLOvtHsFlkHL5/IuN5AYhRvdt3xvTyz7c3MzTj6dDF6MB8AALBR/x2eWbJfFVvNVfIPfiXstPhH59PEXSAAAADOKHge1iczwQ9AFnH1/N/TOxQ8T8er8xp113kBAIDznVTwAAAAAMD5KHhczX9O5t+bAQAAgMVR8NiCxQw1DwAAALCyRsHzqi/Qv/b7+uJvKNWJdeQp4kfaO36xQXQWEcbH7RBMptled9Ob+MLrbe+cRQYAAHgfquAZv7PvFr/VO+KmUE98ZFm8u+3ux8FBm8N5tU0wzkR1WO/WP1sS6HV44fVWDyGeronaDAAALGvRgidFJzZYHtQtzQ7ZIbynwfbu4UbmddzF4N06eyNOKXhS5l5vzQjLvu4KV8kTAAC8G7fgudDty6EFT+R0Cp5Znr//i5DxESl4FnGVPAEAwLvpLHieO/uW/YOiZ31icUrdR49b3LjXZ5mdmzpuN7O3enqIYl5me3ZSqfiiRbeP27YyPmhqZ82lO+F6S12KwTipqT2riyf4uG9cAACAdfQUPPVNz/bgad1Me/3FKWYCXsz65kzH0TpOnziEWMPm2j4reujUgkfa627ZG2LvYhhPRgdvjjhyvWWvqOArotkte5mJ+XakBwAAsIjJBY/XreMmKXUDGkkvqOP0wSEe1b+vN9v7Rs8uVLAwmOi5Exy3Y/rBec263rovj+BAwZURU9AdOl7vAAAA67hSwfOwvmzTjDlYjUROHxwieHTwjr95I/7ygkffkU8seOLxZ11vz53uPJ8VHV/3F0PXMzLjRCYOAADwcj1/pS3bvj2N38Wah/RdWvBpxPgNbip+8OjIjabZpxknctZEfescz0ff8Z92vaU6RKoU7/TUi2vf3rfyFDwAAGBN0YJH3Hjtb7DEzdZ4wbMFKUIFb0D77owfrZvOKQVPs5gZuQmOTCde29yj4AnGn3K9ZQuD4AXc3a5zaF7h3jV53IUBAAAwQhU8D+crPQ95I+jd+tS3TWYQcci88Sq6iYByotFsdbdIWD1r7xQvTsegkXF1/8igWWIfvWREks34j93ERfwigs6zjjw3zyJUJH7d3kzGa9Tx61kDAAAsolHwpOjbnfGbofpmazBgariODri0k683AAAAHGFawaP/zXjWzaL+x2lgLq43AACAq5v5CQ8AAAAALIWCBwAAAMBtUfAAAAAAuC31Hx41/7iTDveq33Y4etzm37Za3EXT3rt6/qbxfXlW5mQGAABwFz3/4VF9yv0Knhv8ta5z9uXMXXiVuXOcEu0S1yfFGAAAeJXJBc+C3uSGcvOq9PYfBh4U34x8/nxXuwCucn0umxgAALg3Cp5jTz/fywue44JT8Jiu8jpdNjEAAHBv6YJn+4f2+ncG6paiUZyy/3wg2N88xRxadPbO9RZBDKHzrx/0xRFpm/PVc/TG1WeJICKlyLzEEI9qL8xxnxaRjxeqflAnMzhfPf3U4kTmFTml2d9siZ+SmhcAAMAUPZ/wmPcx3tOiJXjifoj6QXDcSD7ixObRjvzNuYysQ3N28Z7B/fWk1tlbimbwyHy9FRPz9dq9NTfXp2++5vRT6599gYy0132a3QavKwAAgEGdBU+km9mib55EEK+xeVSHit9NNg9l8w/eKOvc9Grr9r79FckE48dj7vtv4uMWD4Lz9SKnCoNHeL7xHWxGCL4ws/Pdt0Suje74AAAARzij4Hn4d5wFHaQ4RWcbyUec1QxbH2rmP/FGeVuBkXXo219PPH48ZuRE0VI80Pk0L8Lm+nRczzr/IG8gnY9uNA/VuZmpevlHzgUAAJjuxQVPcOhUesFQxS1dx0AigciN4JQ48dvlZs/g/nri8eMxI/mIcYsH2Qsmuz5913N8ByMROha5mb+IGbnOU+cCAABMd1LBY7bPKhiC49b9O27lgzd/Xv5mMt3rYE4huE2iQ9+N6fj+BiM30/YeZOeb3a+++TYv9eZadcyrr72+3rzczPz7risAAIBBquB5/L7FKe78vKfPr+pQqfjm3ZV5SI/7sG7UvHw8YlKp/EUy8Tj7IPpoJCVvXD1xL0g8fjNsPB+vg/egiOCl9LRWWOeTmq9eCq+92U3nE0+pbq8fiCS9dUjNDgAAYFyj4Lmx82+2uL27FvYLAADgBt6x4HnJPy3zT9rXwn4BAADcwzsWPAAAAADeBAUPAAAAgNui4AEAAABwW27B4/1lp+Kp+Qed6jj6Dzp5o1/x9yiumHPEOX9l64Sl6xsifsotdx8AAOC6Gv8dnqLmKR5EnkY6DPY/U+R2dqmEJzphX46uFrxruHlWvFDviA8AAIDjHFLwZCuietxU/5NR8JhP19edcLDgufr6AAAA3FKj4HlUdY6+jTP7pG4E179NpOB5XHOOfTlHLnsz/hWXCAAA4H5OKnj2dELN+EWcp0W0F2cVLeahiVMYH9c73Yuv849PqpiayLPORI9rniLyLyYezz/b/+HPV3eOnwIAAICjtQuex+5O8dG6jTNvEEfuGsWhOqyZsGivH0fSbs7C6zAyrvc42z8SR2iOVR8S2xRMQ8xXpFHL9n/4OevO8VMAAABwtPkFz8aLo4k+zRt9M2GRgL4DDt6gN/M0O8wqYMzhRPxUnJp5DYinZszmJaRbZu1Lqj8FDwAAwEXNLHg6brJ1EH1opODZSoKTC57UuFv/VIHh1SRmnIKXdjFWPI4XUwzabJm1L5H+qSXKxgcAAMAJQgXPw/luUvE00h6/q+6IXzxotuvcZt1YN8cKjpvqH6w6zHatvu8XcUa2u9nh6IIn25mCBwAAYEGjBc/RBUMqfrbgKe7dg4VE9411dtytp+hv7otZk+g49VNP3U3n34zQTGPWdeXllt1T0d/LDQAAAK/iFjyR+2zR8qwUPXVa9Vl12Lpn8cBrFw/MsN4oOnM998i4xSh1nDofr7EZR8yonqCedd1SJyAWp3lKvQL1U52/OW6z/9Yt0r+ZBgAAAM6hPuHBa9U3/a+NAwAAAFwOBc/SvE88XhUHAAAAuBYKHgAAAAC3RcEDAAAA4LYoeAAAAADcVvuvtPHrHx1YLo31WY1+jV9ov66SJwAAOI0qeMwHF7r1aRqZy8p/m3j9PVo/w4M0J/7ClVn2ek65Sp4AAOA07a+01TcQ97ilqCu6YH/RsgJvXmtm+4aaG7FgwXMhF6rNTJdOHgCANVHw9Pdfcx3Et5JOzQMOCp7jbJ9CvziPAZdOHgCANfUXPM/fikNmuxl238d8WoeKxxf9veCRIEWch7UOIvLEoePzMtu3x/WD5qSC+TQnFZ9vM1Qzn2z+Xn8RRKxDal7Pajvq4eKhIt3242aDBNchvm7mrFNTqDvX8b3HelxvXvH8g4MG5wsAACI6C57i57TZs/kz2+ufbc/GD56uoz38dRD9Uwn0rYMXVnQrIutJ1Wn0Lezc9YlsRLb/w59v6vrvmFcz52CceOdmH/Nodh0OXTfv3FnXc7O9eJBdB/MpAAAYN+ErbSM3dpE4zf7Z+MHTdbSO+OMj9o3bzMe8P3tUd2Ze8L6Fnbs+kTvIbH8vpe4bYhEzEl/EbAaM9Nd94vs1uD7NOMJzxzxx5HputusXVPB6yL4KAABA0+SCp5CKXNyXmDcus+LXT5vi6yDix5MX/fvm5eW/Ba+XOhg8uy/BUMEgdWfx1JuUl7+XpPnUixPcoHj+kSD7lIL9dR/v+vEGTa2Dt/jevjQz9LY4MgWRv55X8aBjHbyUAADAiAM/4clG9k4/KP5gtPH43Qn0jevlv///umckeN8t2vj6BGdaTye+U5H5Nq/PwQujfhpccLGPkXGbR+NXmtl+2ut9cH/j7cWDvnXoezUBAABhla+07W/jjojfcboXLZhPfN2aIw6OK05vNkaC9y3s+Po8/E8GUmFFh9R8I+31kprxvZjBCHUCwcWMP60bU+sw0u7R+1hfJ17M7jyLB33zMqMFdxwAAJgaBY95N1nckJlP4/dkW+figXeD0hffu/tJ3UlEJi7iZ8fNrkMzvhmneFD0bE5K5JOdV8f6eE91qjqlYJL6aZ3b1ticne4WWZli3OCgNfOQd6IXzexWL0gwTjN/M37RMz6p1Ly8B8F1KEbxngIAgKz2JzzAmswb2dt7k2lO9J7XCQAA2FDw4MLEP9Lfz5tM8whvdZ0AAIACBQ8AAACA26LgAQAAAHBbFDzud/r59sua2BcAAADERf9K212//n7damf9DI/wnrM+jXiZs/IAAOCiVMFz6F83WqSCuuLt3Z3qz+xEsp3vsUq1g6Zmhr3T9QYAAN7QywqeZsBzSpErFjw/rZ9h0EEFz9bzNgtVCM5r1vTvuowAAOD2EgXPdOcUPB3f0rnEvd0lkozoqGGmd74iCh4AAICI9u/weO3mF128dhG87v/8Srdvj71BBwueOn6RQ7BdLIK3DsWsg8l78c2nXvy6sZ5aJIFiTcx2c5XGp9wct29eT0t3fC/P7NSajd46NBv3R+P5AAAArKP9V9rMGyPzqe7WjBw8vW4v7i/1oNn4ZoZe5qJdZ+KtQ8f6mPG9p81szXviYALZ6yR4mQWZ14n3tG9exYNs/I7Xi04jGFbsr0gjtZ4AAADriP5Z6sid96wbOH36rBuvjvjFfW22PZhJ8M47fn/ZF/8RqHWnjNt9454aXQfsm5fe6Gb8VxU8+0MTCx4AAIA1Jf47PPsbrIJubwaMPBXtfXfG2fjbjOrb3GB7MBPvRjaY/5T4XvKpe1xxnUTyGRna7C8CZudlPsjG99anOW49uogjhjaPemk0p6CTBwAAeJWev9KWuiXqiJ8dpePOOHtX97BuarPtwWSa6xw5OhJf3Kmntji4yF4+Io2+0WfFrxM297oZf9brJXud6MS6X93UPAAAYE0TCp7IDWsqfna45/Mpbv72R5u5NdtH1sTMRJwrHpupRuIXfczH5sJ6gwbHNeM//L0TeQY1N707vrlQHfEjaysCNq89ne3D2bj4S0MM1LFfAAAAB2kUPHveoUi7CG4+3Td65+6fxjs/Mrd09aHm3aRo9+4v9TqIFrPdy3872oy/71M80J3FuOYpdT5muxfc00zVHFHMopm5uUqR+KmhvdGbcbx1EEGe4evNa49MBwAA4ASJ3+FZVvbuyuvPXdqa2BcAAAB0u3zBk/oHcgAAAABv5fIFDwAAAAB41i14vF9L2P/KwelJvcA689W/KAIAAAAsaOmCRzS+yT33mvNdKhkAWNbR75arvRuvls/R2N/39G77fg/nFTxT/rRAXQA8K/0pridb8Ih10IuT6h9J5q77ctd5YXHe++FxV6C41L3rv9k5mPDRr6zBN7fUQBOjReKfP+Lc0bMR+i6V+Ck6fnD9u6/n1X6+nL+/2eDnrNhrX2Xv4KAV+FLwHHS5xH/OFWd5LfVPWX3iRXnzbfavn+pQ9e40+w/mc2l3ndeZTvvJdAPi/fPQZQy+J2Tbg0NPnJf5/mb+fJm+nmfeGB2RfzFWM/7I6B35911j8VGa8YPrH7wCdfwVnLy/fUMcF38/0KXjr+zQ6+RPwZN978gmdFz/vne9Wda5NOu3VLPdPLF44xZhIwGzCRzh0B/8Rw/xDgZX790W/7Xzjbw/dL//HOron2tnRovEf+2t2PjoHT/3O4boKDbMU0bW/90KnlkR5urLh4LnaOcVPEGz+nvvPhQ8zXH1O3JwWX4eHS94RD6X2JfgT8HHq+d1GxQ8KYuUDY/w+8wiL5Ojf66dEyoe/4W3YlOGPrrgqX/eBePHfw6mMhnpcLKT9/ccHflQ7ZzgwILn+VUxqmgM9t8OmRlk+3sRdDLFUe+UegrmiXUQsUTZWaT6143Fg+2xl6fX33tqtpj5XGtf4otvBqknpR97oXT/VEp1QNFuJjZxXnV7al4jQcx8dP5ehEhKOv/suPsTvUmN59kxtHnIbM8O2jEvHUdsgXmWDhWZQh3KzEGk6j2OpJrKX6x2PH59KJJ8fFJiuNS+PJ3rVnf2Tgmuj56pSH58PevGfYs42tyaufsrxi0aRf7i9Ie1zpFBO6ag4zwtzfhefy++l48wMf86gsgnvghTqE94ipVtJpTtr6W2qjmoyM075IXVTyMdanrpUryrVo8VXJ9UhjfYF5Oelze1ul3PV4zi5WPGiT/uyCc1r+z66xdFfPsmrnNq3fS1HR9Xd9MXYSTPvqGLUUS73sf4oN68snGy7X3rFo/Td31Oyb95ncRfd6n90i8NM85eM74n9aLTiU25rkQ+4+upF7nult33ifvrPRWPvaWbss7xpyJP78SRlY8s7MjrwstKp62HmHWdTBH6SluR8fT+XpBsT+9aDF7B3ojZF0B25yZubeQl1OyTnWAqmf3RxffFIxILptrMJ5Xb4LqN5JOaV/f6D76fnLzOZqrj1158C+auv97i7LU3Mu7E/FPts8adu1bTrwcz1MhbXN+4U17Xzf6RUXT8o6+rQ/dRv6gjo3fnM3JF9R0aXOds/Hi7uWI6fuQaHnldpNr7dnz6+0BKo+DZXirBbc72F+L9mwtXr3hBx+l4wZjx+/KPC15Y+3Yz1cgEO/Kpjy6+LyLz7CGzXSScyi24783gHfl484rsY2SO3jUZPL057qx19q4rL/+Oay++BR15psYNXm/Zy6973GycbPvR61YMEUlSHOrer6KPed0ePW7zaCS+6J/aSh1/ynWVij9xH0WS3rIcur/mjnRc/Kk8s/kE4zfj1AvVnLVIprluejum59+MP3KdjLvVV9q8p8ErINjejHbcTFNxvAvLe0U14+gI8Xy2p4vvi0cMlJpCR5xUPhPXc2RekfjN/iO7ucI6Z+feHF20Z/PMjpt9n+mbe3zcbJxs+6zN6ni7yyZvHpp43Xpnpear13PK6zp7bjZ+av299mz8o99/spM6aH8jcaZc/9l8vM7ZN6LIgynxg6dPzD8Sf/r7QEqo4Hk+n/poqn/dPrLNdU/zAg2++CPnNvdPdBCL4KXnEZnomJHV7ngF9uWzwr54ETzBPMUp3XFG8hlZzynz0vsl4pid9SUaySdybiRO5MLT117H6KI9m2d23O51iA+aGjcbJ9veMW7zdbG/JDquT5FDKn/9PqBfd9nG5rgilMfLP/WeIPp3vHZS11Uq/sR9FElupufjheqIk73+vXV+OMsVyafZx4sTeVDHr/elGV/H9Pp0519fNs18UtfJFKG/0vZwJhPsL+J7kR+Zn2de/CKZ+pDIx5yXtxSiv5mPnkhjwjJadl4Pf3dEMma7WGEvsnconv++0TvqTVbn7/HmpSfbnFQzTjwr71Ckfd9Yz3RkXl78yLy8zvElqvPR+YsI+qk53/pBfFxxitnel6ceXaeUag+OmJ1XPE5Hu5iXN24zpUfrktDJpOar8xf99w9EfDMfbzpiXJG/4MVp9jfn6PUvWoKRm+3x+B3r+bD2USyy93RWPtn10QN5kzXjP+Qux/M0T0/Nd/+0eCDSM5824zcjT8+/HqiZT3DcWT7aXV7kuDmjDzsCANrRb4+rvf2uls/R7rq/T//G+vRcZpqV/6v23dsXdFi34AEAAMAJ7vdvmveYzvi+PB0zs7wCCh4AAAAAt0XBAwAAAOC2KHgAAAAA3BYFDwAAAIDbouABAAAAcFsUPAAAAABui4IHAAAAwG1R8AAAAAC4LQoeAAAAALdFwQMAAADgtih4AAAAANwWBQ8AAACA26LgAQAAAHBbFDwAAAAAbouCBwAAAMBtUfAAAAAAuC0KHgAAAAC3tW7B89wp2osH97bOfL0dAQAAAJa1dMEjGt/knnvN+S6VDABcztHvoqu9S6+Wz9HY3/f0bvt+LecVPNl9ChY8z0p/iuvJFjxiHfTipPpHkrnrvtx1Xlic9354whUYfx/wXhdme8dL6ej5Dr7ppQaaGC0S//wR546ejdB3qcRP0fGD6999Pa/2c+f8/c0GP2fFXvsqeweDK/Cl4Dnosui7NRRvGfVPU33iRXnzbfavn+pQ9e40+w/mc2l3ndeZTvsJdAPi/fPoZfSGNtuD7yHZt7V63OxZ8WjxyY4PPTGajn9E/sVYzfgjo3fk33eNxUdpxg+uf/AK1PFXcPL+9g1xXPz9QJeOv7Ip18mfgif7HpEd+Lj+fe9us6xzCdZvnWa7eWLxBi3CRgJmEzjCoT/gjx7iHQyu3rst/gvnG7mrE0+735cOdfTPuzOjReK/9lZsfPSO+4GOITqKDfOUkfV/t4JnVoS5+vKh4Dna/ILnoIHFT83gW0Yz8s1urJvj9t1w1HGKPn0Fj8jnEvsS/Gn3ePW8bmNw9d5t8V84X/HWHXm61NtCncZB/c8JFY//wluxKUMfXfDUPweD8eM/H1OZjHQ42cn7e46OfKh2TjCh4Hl+VUQXjcH+OtFsfy+CTqY46p1ST8E8sQ4ilig7i1T/urF4sD328vT6e0/NFjOfa+1LfPHNIPWk9GMvlO6fSqkOKNrNxCbOq25PzWskiJmPzt+LEElJ558dd3+iNwxf3OYAAA3BSURBVKnxPLND6/b66H7Zu5PpmK+OI7bGPEuHikyhDmXmIFL1HkdSTeUvVjsevz4UST4+KTFcal+e1vXZ7OydElwfPVOR/Ph61o37FnG0uTVz91eMWzSK/MXpD2udI4N2TEHHeVqa8b3+XnwvH2Fi/nUEkU98EVLUJzzFCjYHzvbXUlvSHFTk5h3ywuqnkQ41vXQp3tWpxwquTyrDG+yLSc/Lm1rdrucrRvHyMePEH3fkk5pXdv31iyK+fRPXObVu+tqOj6u76YswkufEoeNZPVr72x15+nqKcSMndsfpu26n5N+8fuKvx9R+6ZeMGWevGd+TejHqxKZcVyKf8fXUi1x3y+77xP31norH3tJNWef4U5Gnd+LIykcWduR14WWl09ZDzLpOUkJfaSsym97fC5Lt6V1zwSvVGzF7oWd3aHALzVDBF4DZJzvBVDL7o4vvi0ckFky1mU8qt8F1G8knNa/u9R98Pzl5nc1Ux6+9+BYcsf6zUhKDZt9VvJbuONn2WeNmX799h6aMu3UYeevrG3fK673ZPzKKjn/0dXXoPpqn6PU5bn+zK5k9NLjO2fjxdnPFdPzINTzyuki19+349PcBU6Pg2V4Swe3M9hfi/ZsLVK9sQcfpeGGY8fvyjwteQPt2M9XIBDvyqY8uvi8i8+whs10knMotuO/N4B35ePOK7GNkjt41GTy9Oe6sdfauKy//jmsvvgUdec4aOpVPcJRZ8YPDpda5Yz1T+XvBxVhTrhMR3Lyejx63eTQSX/RPbaWOP+W6SsWfuI8iSW9ZDt1fc0c6Lv5Untl8gvGbceqFas5aJNNcN70d0/Nvxh+5TuJu9ZU272lwp4PtzWjHzTQVx7uAvFdOM46OEM9ne7r4vnjEQKkpdMRJ5TNxPUfmFYnf7D+ymyusc3buzdFFezbP44ZO5dP3rjIxTrZ91iZ2vA1mkzcPTbyevbNGrodIqEjPkdd4Nn5q/b32bPyj35eykzpofyNxplz/2Xy8ztk3osiDKfGDp0/MPxJ/+vuAKVTwPJ9PfTTVv24f2c66p3khBl/kkXOb+yQ6iEXw0vOITHTMyGp3vNL68llhX7wInmCe4pTuOCP5jKznlHnp/RJxzM76Eo3kEzk3Eidy4elrr2N00Z7Nc9bQ3eszmEzfvFKX9Kxxm6+X/aXScd2KHFL56/cH/XrMNjbHFaE8Xv6p9wrRv+M1lbquUvEn7qNIcjM9Hy9UR5zs9e+t88NZrkg+zT5enMiDOn69L834OqbXpzv/+rJp5pO6TlJCf6XNSzrYX8T3Ij8yP7e8+EUy9SGRjzkvbylEfzMfPZHGhGW07Lwe/u6IZMx2scJeZO9QPP99o3fUm6zO3+PNS0+2OalmnHhW3qFI+76xnunIvLz4kXl5neNLVOej8xcR9FNzvvWD+LjiFLO9L8+5Q+v+ZvzuZPTT8UmJdjEvb9xmSo/WpaKTSc1X5y/67x+I+GY+3nTEuCJ/wYvT7G/O0etftAQjN9vj8TvW82Hto1hk7+msfLLrowfyJmvGf8hdjudpnp6a7/5p8UCkZz5txm9Gnp5/PVAzn+C4WR/tLi8yPjfMxY4AQJ+j3zZXe1teLZ+j3XV/n/6N9em5zDQr/1ftu7cvENYteAAAAPBC9/u3zntMZ3xfno6ZWa6EggcAAADAbVHwAAAAALgtCh4AAAAAt0XBAwAAAOC2KHgAAAAA3BYFDwAAAIDbouABAAAAcFsUPAAAAABui4IHAAAAwG1R8AAAAAC4LQoeAAAAALdFwQMAAADgtih4AAAAANwWBQ8AAACA26LgAQAAAHBbFDwAAAAAbouCBwAAAMBtrVvwPHeK9uLBva0zX29HAAAAgGUtXfCIxje5515zvkslAwAAAAjnFTzZu+RgwfOs9Ke4nmzBI9ZBL06qfySZu+7LXeeFxXnvh8ddgeJSz17/R79SBt+sULjBO9v5r5c+q+UD3NiXguegt4O+W0PzFtw8pJ9elzffZv/6qQ5V706z/2A+l3bXeZ1pwTuPZYn3z6MLnkh7JIG5eZrvV+bPi3tcZufP4lrrVmT7qtdL1m2uT+Aq/hQ8g7fXL+yfzXyudd6wUkVL0bP4gSHCRgJmEzjCCTeC62z9FQ2u3rst/vnznVjwTHT0z6nV4hz9bnP115G3Pqvt+6viA9gYBU/QrP7iH2OykW92Y90cV7/FB5fl59Hxgkfkc4l98a5DEZmfVSMoeFLWKXj6us1y9M+p1eJww60Fy/Lp8We5+voDF/LxqL6rvT+sG4P9t0NmBtn+XgSdTHHUO6WegnliHUQsUXYWqf51Y/Fge+zl6fX3npotZj7X2pf44ptB6knpx14o3T+VUh1QtJuJTZxX3Z6a10gQMx+dvxchkpLOPzvu/kRvUuN5eiM2O6fixPNs5uMtaTDD7nUIrqd5iogTH9ece/2gji/WzWvXKZkJROYlRknF9/LfjkZGFEd1fPN0MUo8TwAHUZ/wFC9+cbSvv5Z662wOKnLzDnlh9dNIh5peupT6XbV+H68fB9cnleEN9sWk5+VNrW7X8xWjePmYceKPO/JJzSu7/vpFEd++ieucWjd9bcfH1d30RRjJMzJic5SmeJ7ZONn27Dpk4+j4qUXLjuutp74UjxvXk30dTclftHfEN4NMXH8A04W+0mb+bJvY3wuS7em9lwV/AgXfIptvWNl3tIlveeZcIvNNvSMHE776vnhEYt0/ZR9yC4L5NNNLtUfySc2re/0H309OXmcz1fFrL74F09df9O/ehe58Bq/qieNmX3ep4cbHHcznuOsq+/6j40+/HlJHRc+DrgcA3RoFz/ajOvg2ke0vjPwoNVMqWvZ0nOwbrhe/L/+4jh+EZqqRCXbkUx9dfF9E5tlDZrtIOJVbcN+bwTvy8eYV2cfIHL1rMnh6c9xZ6+xdV17+HddefAs68pybQLBb35oMXtWP3nVIxRHBx5dd7G+kPZjP+LiDIwbjT7kezJ6Ro6Ln4PoDmO5WX2nzns59i2xGO26mqTipH0hi77onePV98YiBUlPoiJPKZ+J6jswrEr/Zf2Q3V1jn7Nybo4v2bJ7BEVPvJ81oE+Nk2/veBw56Gxwft7kvesTp11XqdT0e/+jrYfx9ZlZ8AINCBc/z+dRHU/3rdvPQ+BuNmVuwvzi3+b4mOkTeheM/R+M/CZrxU2/WXmNHPivsixfBE8xTnNIdZySfkfWcMi+9XyKO2VlfopF8IudG4kQuPH3tdYwu2rN5RkYMvk6D0ebGybYPjhvf91S35rhmy/7SCl7n3ZfHrOvKy2dwPcUQzfbU+tQv52Zi4y8fAONCf6Xt4bzIg/1FfC/yI3nfb8YvkqkPiXzMeXlLIfqb+eiJNCYso2Xn9fB3RyRjtosV9iJ7h+L57xu9o95kdf4eb156ss1JNePEs/IORdr3jfVMR+blxY/My+scX6I6H52/iKCfmvOtH8THFaeY7X15BmdtDt2Xv34aj9PRns2/OKsZR4zrxRHD6fy9biKrZj6pdWuO25xdd3wvz2x7M3Mzjj5djB7MB8B0H+0uL8J7wWrYEQAAAFzOugUPAAA39nS8Oq9Rd50XgOui4AEAAABwWxQ8AAAAAG6LggcAAADAbVHwAAAAALgtCh4AAAAAt0XBAwAAAOC2KHgAAAAA3BYFDwAAAIDbouABAAAAcFsUPAAAAABui4IHAAAAwG1R8AAAAAC4LQoeAAAAALdFwQMAAADgtih4AAAAANwWBQ8AAACA26LgAQAAAHBbFDwAAAAAbouC57b++a+/l4p/dD615/N58ogAAABYzcUKnn/826//3cY2I3Nq4pD25tXOc+fMcQEAALAat+BZoa4ocvAeR859iWAOdZGj2yPeueDZipyfD6h5AAAA3pn6hOe1BUN93//zwVZFRGqeF/LqFtFTn3hywaMjjBc8s0qgOg4FDwAAADYXKHj2T+v/j0c4WXx0MVNBfF9rSi0hgkz5eOe0ggcAAADv7OPh/xrJ/hMV73dLipZm/6Lb/oHo/JAFzyXyFw4teP75r7/r/23t+w7eKTp+fVazv4gfad8OiTj8Ag8AAAB++lXwbMwaoDh0RP/6/j7+Cc8l8t/6m4WZV611EF8eKx7UdY6OI9qnxPFO1AHFJ0XUPAAAAPjylTazxvCePuQfFXjECobs6GbB0xfwcW7+gtnznIJHnNhdqASPdhc88dH5HR4AAAD8KXhS9cP+C13x/h0VTvFUFDyL5y9Q8Gwt3rfUxFfsKHgAAAAg9BQ82U88vHv3jg9kHk7tIfrrfM7M39MX36S/bzZe8GT//EDqUPDPGDTz5K+0AQAAYPOr4Gn+7orZHvxK2GNXpQz+DoyIv37+nkjBU/cxf0HliIJH/H6O2R7pL7LSCUS6UfAAAABg4/6Vtn84v1i/f1o/MPvrwsP8qphZYDxk4XGJ/Gu6mzhaFzzNP55W/2W2+i+e1efq+OZAkf51fDOxolHMcd/y3NE5AAAA4N7Uf4dnluxXxVZzlfyDXwk7Lf7R+TRR7QAAAOCMgudhfTIT/ABkEVfP/z1R8AAAAOCkggcAAAAAzkfBAwAAAOC2KHgAAAAA3BYFDwAAAIDbouABAAAAcFsUPAAAAABui4IHAAAAwG1R8AAAAAC4LQoeAAAAALdFwQMAAADgtih4AAAAANwWBQ8AAACA26LgAQAAAHBbFDwAAAAAbouCBwAAAMBt/X/yDbQ4WITjDQAAAABJRU5ErkJgggA="
              alt="" moz-do-not-send="true"></div>
          <span id="result_box" class="short_text" tabindex="-1"
            lang="en"><span class=""></span></span>
          <div> <br>
          </div>
          <br>
          <div>Thank You!</div>
          <div>Your Sincerly, Panfeng Zhang<br>
          </div>
          <br>
        </div>
        <br>
      </div>
      <br>
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      <br>
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