16x2 LCDs are most commonly used display units in microcontroller based projects. I got much information about LCD, LCD commands, LCD initialization etc from the below link and I hope, it will be very much helpful for beginners.
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)
http://www.dinceraydin.com/lcd/intro.htm
Below is my final working code for 4 bit mode LCD with PIC16F877A: (HI-TECH C)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmkAAAHOCAIAAABM4glOAAAgAElEQVR4nO29+7NcxZXnm38Kvwx0hCHCOgKFf7gRinD70XFv2zPMBAYZ2wja8wMz024cdxgasKSDjZHAbgsu15e2jazTfvJqcN/p9hgjEBhoGz9wC2QeEkIYhJCFkErogRCy9/xQdXZlZeZauVbu3HtnVX0/kQG7cmeuXGvl41u7Tp0jc/7553/wgx988MEHX3vttQoAAAAAMczmzZv37dv39//8bygoKCgoKCiSYvbt2/eNf96BgoKCgoKCIizmG/+yAwUFBQUFBUVezDd//AwKCgoKCgqKvJhv/a9nUVBQUFBQUOTFbPnJThQUFBQUFBR5Md9+cCcKCgoKCgqKvJitP30OBQUFBQUFRV7MPzz0fLBU27dXGzZUGzZU27dXq1dXGzZUxlQbNlSrV49rrELZQUFBQUFBmbFCa+dQJofaOVRNY0aCCu1EQUFBQZnjYr6z7YVgqVavroypVq8eXQyldFiGOlq/XL262rCBsoOCgoKCgjJjxXzvkReD5TJjjDFnnXWWMavPMsaY1cZsOGv4P2Mqr1B2UFBQUFBQZqyY72/fFSyERFbGbDdm9WqvlrIzKt+7/t+ZFZ/+HtuGK3d+UNr9zg8aY/7yTqf+a/91hRlZuPODpqa2Sdr/H3/pWLO7mw9ushs/9On3GWOMed/1X5ts9u/+60OC7kQsE34GjIzubrpYbNaxYxm3jFg+t1NGY138P1odBQUFBaWFYn746EvBUsviBrNhq1ldGbPdrN4wFtQNjrRSdjKVLX9uFj7zfWnLs9/nNN7y58aYkYWxqc3/bcG87wubGfvf/8LZ77vkzyesWS2//4WzzSXXhP20DW75c2PMX25RBvLSNX9pzv5vD//w0Zd+ePMly356ZfnW5u8/PK5xvWJyZbW8+RIz9u3hz7xvefSmM8L0mnQABQUFZUqKueuxPcFiTLXabPefOjeYDRs2bDemMmb1XquespOpbPmQWbjsB9KWH/rYwtl//ci48pY15mNrli3YpraEKsfltr9eOPuvHxn+N+SJ34sw+IN1Z5s1f6sL5JHLzl1u+YN1Z5+77rZQs7/9mJmIdDTEcCxJruqWj1x2rvnQLdbdsc8NZ4TpJXcVBQUFpaBi7n58T7CcVQvn8FtC9bUxZ5mhdm63P7m1+152rvnQV5ZffmWNOXfdbY9v+ZBZuOyuPXcPLz63ZvjB4Nmfe2TU7K51Zy9/Wjjuu1x59ufWLXePluFAWz5k1lw7qnnksnOHNZYDd9mNncq6DDvuufuudWefu+62x50ue+7+yhrz8S2h0X2DjyznJDiQ3cBK2lfWGLPm2se3fMjOSXi4cbntcwueV0yulrN017qzxxmbDD+QsS0fqj/b/fiWUeVX6sl6xPMt2GvSARQUFJTpKebeJ/YGywaz/GXaqhr/mkpVVRs2bDe1aI6eQCszaeera8zHtw6vr/u4+fBX9977xNYPm4W1dw0vzOjuV9cYs+a6J0aVH/7q3nuf2HvvXevPtloOK2//3IIZVUbLaKDlcffee9f6s89df/uEAyNTt39uwZy7/vYnJirHZdRx771PPLr23Pru1g+Pf9A4dD4wumfw0bXn1nkgugeS9ujac6mBlruMPLQaLxuR5WrZ8jjYoM92+H6AWz9szMiTienje006gIKCgjI9xdz35CvBMnqgHGpnVVWrVx954IH6erWpRXP0SDrZfeuHzSevH16cu/72Uc3C5XfbF9b13evPGbV/5b4nX7n+4+bDf/fKfXevP2fU1+n1yn1PDrsMGXd0bZ67/vba2oQDNXVfz/6Tr9z+Nwvn/M1j9bX5+Fa35d3rz3F7BcN85b4nH7v83GA9k7THLj936Pkr9/3dJ70wR4mqPRwXvzGXq+WaySmgfWbn0Z6+eK9JB1BQUFCmp5j7f/77YBn9JYThXxEaYszoYvv2ypj6a7eXGVMZ187Xr1p5zlWPDf97/89/f//Plz5iVl5xj31hXd+z4RzzyS8s9/3CfzAf+drv779nwznnbfj6zydbEt5apW752BXnrbzia7WRoAN+L7vGYeih3fKxK84zH/la0M6kwXGAXCCTSVv6yDgnj11xnsTnhFzZQ0zGEvaZnccJO9FejgMoKCgoU1PMj37xarAc+Zu/CUhm/Rg68TXb1duNZ+e+xXPOu/Qj5126flTzDx8xK//qPvvCqTQf2bzc0Qx7jSvv+PxKM+7FF8v+5kuNMed8/me0A6Fev1jue97iHeMGP/ur84bOWC3vWzzHNUWFuRxdePRg0qicjLrf8fmVkx5SnvO5qidomC57vurU1bEP24QDHDUeuxrt5TmAgoKCMiXF/NNT+4Jl+MPN4SPmSEeHP/Xcvr2qqr177e/YVmcZ384Tnz3PmAu/u/zyux81Kz/7j/bF5PU/Lv7Z6PGuvrvvn269dFj1Z59f/KhdzxXb/hOfPe/SDZwDdq8xf/b5JzZcaP7s80/Ybf7+8yvNhd+dbOnYeeKz5xljjDlv8e/JZu5AXNLGOTEfvdWJ4onPnmd3Xx7aGGPqkCW5mmy8nHBrxMn6Cy+ts7fhwmHNMCcrP3rhSrdjpFfIARQUFJRpKOb//9XrwWJMdeSBB8byuH37kfe/f3Rdjb94W39yS9lBKbh896PmU4t57Kz87AM9OoCCgoLSaTH/89f7g2X4+517JxVy9BHt+ItC40LZQSm4fO8vjDHm/P/8QHM7eiO3fcoYY8ynFvvPAwoKCoqumH/+zf5g8f+u0FazeoPZcFZIOI2pKDsoc1C+9xfm/P/8o97dQEFBQemomH95+g0UFBQUFBQUeTH/67cHUFBQUFBQUOTF/OTf/oCCgoKCgoIiL+bBHQdRUFBQUFBQ5CWgnX/6U4WCgoKCgoJClYB2/vFPfzrzRxQUFBQUFJRwCWjn6ff+ePLUGafccOMmYdn2yOPHT572LaCgoKCgoMxGCWjnqdNn3j5x2ik/f+pXwfLUL3/9y1//5qlf/eYXv/z1sOaGGzcdOHjEt4CCgoKCgjIbJaCd75w6c+Ttd51y8t33hOWGGze9tv+QbwEFBQUFBWU2SkA7j504feDQSaecOXNm28M7Llp/78VfvHvNxrsu/bvvf+b277yxf/+7p96py//xX5bePfXODTdueumVP/gWDhw6eeDQjz5t/SX082989sAvbznffOCLvxzeGl40KRP2P32Xf/cDX/zlSWvQlPKDz5jzb3x2XHPXFeYzP2poUxmaeKDWvQrNKdeybWe6Te80lx98xjiwcxfMWJZEPfvFC5Y9uOCWX2i733XFqGMXS53MpHXUTKZFfTh0sEf8IZhBS96zPZeAdr59/PTrB0845Y9nzmx7eMfnvv7Pn//m//y/t/7o6u/d/7d330tp54sv/8G38PrBE68ffOBT5gOLT2lvyQtvxL+bNOgPrzCfeaB++d3PmE/9sKHbutCe/NIHzPm3PNnmEKm9HviUMXZyctjvpnSQ3jJL8qTkmM2nbllprO3z1C2Luq30wKdMN7uPLfaB8NQtK41Z+aVnhi+f/NIH6uvusqoeou1jeTZLQDv/cOjkzt1vOeXt4ye3Pbxjw/cf/PebvvV/3vL/fOzWzRf+f18ZauepU++ceufku6feufCOrwy186l/+71vYefut3buvvsic8E127S35IU34t9NGnTbl99vLrtjbKG+brXYrmbJVa4pmOw1kZws9rspHaS3zJIcbPMs/fqaFeaiO3txPmvZ9uX3r/jyj3e/tXP3Wz++/oKLrv/y+y+5ezlArXsdRKQ6BsvIcJGF0s7DTjl2/OS2h3f8xU3/7//1d7f9+9u/9h///paLvn3TG/v3nzp1qn7uvPLHn1vWzld9Czt3H965+56LzAXXbAvWWLe23fT+0Yc4l90RtkMV3/7Y2vuvv2lyrHsuqj+uuuQezSi/uWaFuejOwzt3H95552XLfUn/77hkubHTRjeoHdpE0i665IJRosbjEiO6Wf3NNSvq9snZcHJuJccd8Z6LzAXX3FlPx2/ouIKzFqm0RxnmpP30kqur7nXHJU5WJ5Jw0Z2Hf3z96CPLiYRwDXKFTGwZNszQ0rJXkWbobTe9n9rg1HDXX2alYrxil18y60Q1v9pj5zfXrKhTMTxY6nmxVv62YBSShT1KQgsnCbnvTNBzd/POdQlo58G33nluzxGnHDvxzraHd3xs863/4etf/U/fvPnipRs/+f3FN/bvP/3uKftj26F2/uqZ13wLz+058tyeez5hxnxiy7DmgmsfCV4ceW7L2hXrniZMRe2v/cZyzSe2HHluz5GfrLvAMGNpyk/WXTB07BtrRsY5/7esNWvuGb1cGHWsLWhCG5n9yboLzMJNP1mObtnOONLnHrlpRTyrT1+7YCZ9SMuG0+vpaxecma1HvOcTxow8D3joeBucNWYqJ0ZR5rZJesN+eg5MhDayv2WtqVtuWWuv2FiDLCEHpy8SZmDi6uWtLY/ctGKUZ9+lsA/1PgqkIr54wi2t+U0+dupz4J5PLNz0kz1HvrHGyczk7Aei4Fb7OAnZThIfZjd563Y8KXNdQtp5+J3nXx44ZaidF97xlYvu3HjJd770qR+sX3vvtW/s3//uOyd97fz1s/t8C8+/PHj+5Xs/YVZduz1Ys3yxfeMKe07X3EuYktnfvnHFwsYHqbEC/sjKyOzT1y7U3Wn/l3345ppV137b7ygPbfy24Jt+vNs3rhjXD765xnzi2zGvrPbE7CTkfDm0wDxOtHQ9dHLozxpVyY7Sbnojq2vw/MuD57+9dtmsfzd4HWuQLeTQ9FFhxpbWinVPp2widwUKVnI0V/FJCVU2OnYGz397rVlz7+i/Lw8eXLdqxbqnh/9NdJhdb41PEuIQ5pZWcPPOdQlo55uH33lx78ApQ+38xNYvf/J7N3z6ri9c/o9/+9l/+u9v7N//q2VOvfPO0aODwZHDN9y46emd+3wLL+4dvLj33ovNquseDdYsXzy6cYVZ+61w92jx7D+6ccXCxp9SYwX8EZanr1tYdd3WkPGA/09ft7DqukfvvXhh40/3Pn3dwtpvTXiVGppTOTnut9aYi7eyXgX8TMvGZK/abMT+09ctTHro5DCYWFG2c0QhTG9kddm9hmuAiJfqTiUnT8js9DlhMktr7+DFvYOfrl9lzLBeXuo1MFniw7G5ik5KZKaSyqMbVyxs/Nb6VaNwHt24Ys3G5RlPcjichJZOEsnSCm7euS4B7Tx05NSuV4465cTJU9/57v3bHt5hF1s7Txw/fvjw4cNvvXXDjZt++7vXfQu7Xjm665X7Ljarrn8sWGNfmBXrf0tY4EvQvrl469Fdrxx9aP0qExjLaS8tD61fZSb85Px/aP2qFQurhpUPrV918SfX6gMMumpXjiPd9djGFWbtnRGvfnv9glOTlg3Ch8CIVs3Yw99ev7DcZetaa4KCsxauzB2FKr3M6jq6a+tas7DxoVEXf8kFryUNsoQc7BsJM7S0jo4XuXZVb11rxgvm6K7HNl6/VTIcn6vgpFDLbGJ+U4+dkX0zac2MPE9zOJiElk4SydIKbt65LgHtfGvw7kuvHnPKkbffqf74blWdPvPuieqPp6rqj1V1+k/vnTz1zsl3Tp48duztwdHB0aODY28fveHGTTuee8O38NKrx1569f5LzKov/CxYY9362c0L9ecGl95PmKLsj1lY3PHSq8de+ofLl1/e7I+15dKEUWon7VhY/+3Gbkd5aH6vycrxuHUln9Vxui75h+Rs2Dmf9NAd8f5LzKpLLl1lj2hPkLn08rG3gVkjKkOjdJXeyOp66dUdX1hpjDFm5eWXrPTvBq+jDXKFTAQeDJNZWvX0mcu3JDhgx7Ly5oclKzmaK3bxWMuMmt+UA+HhxVVj/4dbaWwkyWFyIrKfJJKlRWzeOS4B7Tx89N2XXzvmlBu+FP7rtTfd/NWNt2z+olWz9Tv37XzxD74FlD7K/WvM5d/u340G5fGbF/wQgpUF+onSb8GkZCv3rzGr1j3euxsFlbB27t133Cm79h7e+cIBSfndrj/sefVt3wJKD+W7V5iVNz/auxsNytZLjR9CsLJAP1H6LZiUfOX+NWbV+id6d6OgEtDOI2+ffuX1EyjTXZ68ZcEYYz6w/sm+PUkpz6xfWX9ydMVWrrJAP1H6LZiUNsoDn5zWw6StEtDOwdunf7//JAoKCgoKCkqwBLTzx9t+jYKCgoKCgkKV0HMnAAAAAGgC2rkEAAAAAJqAdlYAAAAAoMFntgDMAktLS1deeeVrr71WVVXfvgAw+5if7jhoF2gnANMItBOALuG0c/hkurS01KN/AAAJQe3EFgagJcxPnzloF0c7B4MBNh4A5UNp5wBbGIAWgHZGWFpamqsPweYt3pmhoXbeeuut11xzzVUzzTXXXHPrrbe2NwWgDYo9kaCdEYqduZaYt3hnhibauXHTpttuu+3AgQNnZpoDBw7cdtttGzdtancmQFaKPZGgnRGKnbmWmLd4Z4Ym2nn11VcfPHjw9OnTb880p0+fPnjw4NVXX93uTICsFHsimYeeOWiXLNppCJr6qrEj/xXXqB35zNnWhHnT+qO1mdBXGG9ySof4s5lrnSRgzCJfqI4NVxftj3rvLDXQzquuuurMmTN9S1sXnDlz5qqrroomc3FxcTmBxr6Oduwd6uztcXMNmp1yzIkUDVYSe2WMqoxHf+iZN+2SSzsDv0nabOacQ9ap8aknifrN1uGtqFRotbNuLOyY68CNHuJCs03ctnMetTBcJM60OjUqnBhVmWxPOxPeMhtjqmqiSPbOUjPtfO+9947OAe+9955EO23JHF7YNW3QUAAm7FSmqqrAfxf70c4mx9EA2jk8E5ucjP4Qcu1Ma1A36147tTmPnuBysw3dXlp+sxK14C9o4enAu2TnXz53xpjFxUXqbRbjUjThWu2shbNGKJ9LjbVT5eeUItTOwbJY2v9NGE6+pIeax7Q0ggeGgfUG1FpAI/nsXjuDJ0PGE6lv7Xz2Tbu0/dwpWUnRZhI70cNLeLqpjr96NcjPzejhK1xezgJ1nrDlR7mwDYNKOOt5lKxyoUv+S4k/Q+20nzaHL3vRTjsJfg3lSUPtPDIHCLVzcZnhG5fhRbSXg9F8VGZijxaKw7My9Qk8MtvTc2dwL2g3CNNGrppM6tK1c9uzb9alVe2UvIu3+nrvnpSnanRuhJOnPf6WrI+Cc2lndAqERhquVPlw0ajrk8LWTqdG6EPUH6GWF/XcOZmWLrTz9OnTby3jb7q3BMhb9sjp06eFz52DwaD+zLyWUmHHIPwMGhN/7owennaz8ROL8rkzWYQcoltDeFwwm8h2aXEUn9ptWxeHRlK0c1sp2jmWT+e/wmkb9KqdqkMzywqTG2munVH7UW8lm5OfaKEPwpAHlnZaDxxVfcE40zzhVH4GGuEc5NDOQ8sMh6NeUgib9Yuvncx6sz+zlUwZM0eSBvxKMyYirk6zxcUJ1V9cXBw6EH0HMHKUlxTBavQ3QuV9YFvDm4pq56RruiMl2HF6tTMsnJK3XTXRw0t4uiUcf0vih86BRvaYiZBbaKidUeNLyw+C/HKvvIdOp5I/aFRJU2mndsVmGZ1ySS6cgxza+eYywxHftPBrfCRtesfRzuExWQ0fy0L4XxoKzhRvJDp3g+zPndVIO5e1vxpq5+KiGQwGQxmNehL5/pz+3S1ziz9z+MNk0RN6iqCRYK9FiXY+/OybdilDOyMf20oWZa6zVXv8OQtF3r6Jq7mC5eMdBsXM7JLgZ73DiWtbOyvrHW405NFu8Z47xz/1bKbi/OiMV3LhHDTWzpMnT+5ZZjjoHgunxp6jYKVfH7XjjJhM8KCo7548edLRzir4lVTrnbrkQS1qJIqJSaMxiufOoVIOaxztrCoj0s5FM7pIevpkDh/tuRQ9TBY9NymCRhpo58437VKGdo6Fc3GRLLwdyaEmOVslh6/fXn5uyv1kPFEZkfjfZBTeyHBpBt8VZdROSdLG/oxWWivPnZKcU46VqZ1tX2eXT/uWr52k5ol/QpTZCIVMiet9VH9oMamdi/ZPcBlPRuohIGiE2YnaTRo9TExfn9kWqZ1NhXPQh3baBpesz/dz+cl4ksVINN46KBvbbCX4rVlqTcvXesZ4jbHOGAv76TOLdi4lbqJIHhxPGmrn7mWGg+62sGv8aaLapF1nwfGtJuG5UzZTE2LJIDSSrMTGDJ87R4ek++sqY0Elf/A5tDDWzqRHT2Ynajep8DBZ7P67Qo/sfNMuZWhnU+EcCH4BUTJtA83vOw4GA188JN0pNZKvMKaLapnyDgdvOWaH14PlxeNTz29wNfN3E+IdppTyxNTfpLSLt3qzeLKU+ve5hI2XGmvnrmWG4+6ysGv8u3wb7XUuggbbfu4cn+LBEvuktHK0bhKJnA+b1cJZf0hbLQtqN9o5IL4uRNU3104JQSO8UvLaecguJWinaSycg5h2DrxDn7Ej1E5bLJc02qn1XNVFbiQar9z+Er1m6iMguJr5uwmeMMGOTpeQdgp3ndwTSeZDqVA8ei41084TJ068sMxwxBcs7Br/Lt9Ge90qJ06caO+505j0L9dMGAmtPWMiWjVuZh2h9UUtmdGfd46MLDbVzoG3O4LayW/SgeTnnfRPWxyCRkaR6Y2Y7b87tP13hx5ZLq3+PVtnNWTvaxM9woQnmvDIW/LEcmh8QD+BJXuu7SU3Eo23XutBlizh5Jc7NZvCuRaGGc28MeHPbPleDk4Gmvjj+Naxdj63zHBEycs2rlvF185cz53GpAvngH3urBtUYjkfDAa1dpoJHV0UPoGMg8qnnUuhr9pGNwXTpk7RooygkXFwSiMj7azLLP07KiIlyf3zzoElG9rjskbyrofv1V680XwO9G8XEmBSJMlVjTGjHwq14Zid84ScqLR8qZl2Hj9+fOcy/vG9c5LgLaYLdYsfpQ2OHz/exnOnMY2Ec5DvudPxanht/fhzNIBkNY6Gb6Cdg+UfY1EHkWRfMCdSIFksYQ+TP7N99HeH7DJL2jmQnbANtcQfLofjGWgv3ib5LBBmXzWkiXAmjNVQO5/pj+EUdDCQr50Jp61DFiMSO8kLtWHH5v5QwinsW6p2PnfILjOmnc1RaecMMG/xtk1nbyYaauexY8d2dMvwOPOvW+XYsWPyv8kHMpL8DrvYE8k8+tyhx6wC7XQoduZaYt7inRmaaOfVV1/96quvHjp06LczzaFDh1599VX829fTRbEnknkM2slS7My1xLzFOzM00c5NmzZt3rx53759x2aaffv2bd68edOmTe3OBMhKsSeS+dnzb9kF2ukwjT/Aa8K8xTszNNHOwWBw0003XX311VfNNFdfffVNN93U4hyAFij2ROK00/7mJACgZILaiS0MQEuYx59/yy62dgIApoWgdgIAWsI8/sJbdoF2AjCNQDsB6BLzxAtv2eXBHQejv/wOAAAAzDPmyRffsstQO68EAAAAAIF58sXDdqm18+avfr2Q0vejOQAAADCB+dcXD9vF1s7on17rAGgnAACA0jA/33XYLgVqJ8o0lr4XNgAAtMgUaOeZOWOoPX170QhoJwBgtjG/2H3ELgVq59vzxBlLO/v2JRFoJwBg5jFP7T5iF4l22v+qCyN7ZvmfiwvWQzuDQDsBAKB8zC9fOmIXoXbKhbC5dh6dJ957772hdr733nt9+5LIMIS+FzYAALSI+dWeI3YpUDsn3PX+/VLtv+na/N+ATegu98fWTsaHYS+JM06baBdqFHng0E4AwMxjfrVnYJdk7fQrnc9shZ/0+tp5xMIYc2QSvyY7zhDyESUtnTa2diZYS/NB0l5uB9oJAJh5zK9fHtgl+eedvHaqHlUd7XxrEmNM8Lo9kkeRdHTanD59eqidp0+fzuKGthfVXm5nGELfCxsAAFrE/OblgV1aeu5sop2HJjHGUNdD7JfBa6q90zI4ilPPW6iv/UrfnyG2dkbdqI37ntvvb4RdJKP4/vt2oJ0AgJnHPL13YJcCtfPNSYwx/rVf6d+y64Ptg9b8l8yIwbGEfg6xtdMfsUY4LhULHyw1Cu9/fQHtBADMPOa3e4/apbl2Do/djNq5x8MYU/+3rrHx7/J9mfb+ywSb/kWw1549e06ePDnUzpMnTzIjNoxFFazdxc8zFULfCxsAAFrE/NsrR+3S5Pc7edWkekW1c7eHMab+r13jt/FfUn0Za75xoQVn0Giv3bt329rJR9QkFlWwdpdgKpx6aCcAYOZJ0c4uufmrX98VwhhDvRxe1zXOhXOXqeFfSixQPlC9du3aZWsnH3KTWOTB7hLnrb6AdgIAZh6z4/dH7VKgdr4Qwhjj1wzxGwTr+faUcd8sb2F4Iez1wgsvnDhxYqidJ06ckITMjOs7zHcRjkLlwQmh74UNAAAtYp75/VG7FKidO+eJ48ePD7Xz+PHjffuSyDCEvhc2AAC0iHn21bftUqB2PjNP2NrZty+JQDsBADOP2fnq23YpUDt3zBPHjh0bauexY8f69iWRYQh9L2wAAGgRs/O1t+1SoHb+dp6wtbNvXxKBdgIAZh7zu31v26VA7URBQUFBQSmqmOf2HbNLadoJAAAAlIZ5ft+x5/cde/71Y8OLoHYuAQAAAGAZ8/zrx+xCaeeVAAAAALjyyiuvvNK88PoxuzDa2enzMAAAAFAq5sX9x17cf+yF5QLtBAAAAHjMi/uP2wXaCQAAAPCYXW8c37V/XKCdAAAAAI/Z9cZxu0S103hEBgj949jBBn49NYTx/u0zudkmSGxmGdd4/+hppc98sQg97yDA7EN0vEKyW06z0FJE/jr3t4Dx/olDqjFTmTcQMCeY3W8ct4tEO10TzY5CySmgeqnySkVnW4vSzr78SYDxrWS3JZQQWkuLoZepCSqZo4J+ZbQx1YCpnPaVCbqkRO2MLnRoZ/cuaSlBYFqihNBmSTuDQ6tWexbtDG46ACjMSweO26WJdvJvFYMfp/AGA+6yYxbOFu8AACAASURBVFFGqDe2fr3jEtWAcdtpIBy3InKSFmZ0RCYip5kqaVTemDQ63Zk2wdCi3X0ftEM49fLQGFepvAk98Y1TXjEJiZr1jUQjYoYORuSbol4ylb4Dkl6SWABgSNFOh7EtmXb6m8r1SbB8+d3CDBfs4hw6qnCcNrwpZly7kvchaiFaT4WW7Lx8uvl4oxaCLyXhUJ4LG9gvi1ohQp+jvSh/gp4zEUV7Ubub6ut7aOPfilpmhuM9BMCmh+fO6F6SrN3oWmeOMMYHuVnqWq4Z2npVmPLwo2OlOZnggMqCvHvCEELnS1ghyRbShms411SbYDP5SpDMNV8J7QRazEsHTrx04MRLB44PL6ZFOxmDQWeod6nOreAGbn6ONDkZ087xlrQzmjSqUpjGYD2/HlSzwwwhWQ9NQmtvhaRZiDZOmGtqiKApoSdR+1Rj3iXeQ37JAVBVWb8rJNxX8lNA2EzYPtpFWO9fR/d5k5NRGGbyick7HDWV5q3Kc/4gU+mWdoiEpRW8bnWFpFlIaGzfSpt0hja0U3uS8B0BsBH9G2Ra7bTfuPHnFPUWT/vmUbLxKB8Y34TXeU9GJyfMwaGSh6DDwZlq6LzkLuVD1ELwpTz/2iGi2eND87tEuyeskLRYeLPRDSV3XrKXJSMK+2q1U+gPAA7mX3cdrsvPdx1u+LcR6proGeq3dD0LDcFvsKBLznBa+/w5xbjE7GfeH8omn3mJZd8NocNRU/w1n0YnOvm4weQEuws9V2VPEhrlCd8m6olvU2LB78KbjeZcNTRlinFPHkKwMdVe0oYfC4CqqsxPdxz86TPjMl1/k6+v9d3xuLO6jSkZSDDSfd++LAMASgDaOQXjzupBDO0EAEwp062dYAboSzshbwCAZKCdAAAAgA5oJwAAAKAD2gkAAADoUGun5Gvfqrtqj/UOpI0i/4K+Q15PsuA76XxPJ8Ft1e8DML+BQDnGJzZYL18bCVPWwczKl5YkG9Qtpg3lFWWZ8UcSoPBWQjMA2qYL7cxLL0eY/GWwpneiLiX4LDkumfOa76tqz48iMS7PT6uTK19aQt0K3pK3p+5KtLxSUuCuAYAB2imyrz0mSjsIZkk7mYFmXjsrL9KEbDTXTtUtIaVtGQB48msn85603tL+TqsrmQ0fPDX8/wYdMxbOXfm2l7zrp3yjfJBEF/XfacZ4Lowo6qcqD4wD1F3JLAhvqYxXofBNiKA11XqTW/OdlyRWeIsfkbnLvLRXJpWfukGahYpOYHD1UnepKHg7AGTWTmafVN4pH+wS3b2MNaovvz2Y4SiEx41wi9qV2r6S9vVd5uDQ+kk5Hx0oiNxh3hTvQ7Al7wmVH8of/25Fzxc/UDDS6HwxsVC3gu45jVW58k0F3eZjkVjwR2dcYl4KjQNg06J28nfly1R1yqiG4L1l8Dd58KRmzkGtb8EhhGMxQclPjWiuJFMfzJLK4YRb/IQyU1ax+bEPa//gVs1X0L5vRLK2gzajt2rj/ETws5aWxmilxALVi7/rp1rSEoAhPXxmy1QG7QtPGb4yepYxDgTRHl6SKKKBCNtEc8iY4s9rp4YJRHI3weGEW5IJlU+Hc+H/V2KkyqeLaYmi7vITId+q8jRS1yoLjEvOXX5tS1oCMKTF7woJN4x8Q0qs1dfMnhe6LfRKeHgJJScanaSNXIqERxJjTXiWac9xrST4k64ynnBk2yM6oyfMqcQZeRtJNuZTO5lbwtkBYEjK30ZgthC/DaKbJPgWj2qQrJ3Rsyl6RkiMJPggiY7pyzicrJ3Jh53kboLDcidVxjMe+kL3JJuo4dJKGCWjdiYcBckW6pe8h/LJlZwAYM5J/LtCxsK16NVLNkzdhTr+/AbaXc04xowYHUV4wFE2JdH5ff2h5SdgsD44HYyfvhFq4ngHGId9qAaMHaYy2TKVNMZIMEWUA1R7JijeFD9KFZpZE1oPvA++54xZPnUSC1RofqX8bjAnzCyAeaa4v8k3RSu1DVenKPyaafS5cLpJaZkLOPq+AYASgHamU+bR0z3T6HPhQDuxqEDhFKGdc/7xyJyHD4AP9gIonCK0EwAAAJgioJ0AAACADmgnAAAAoAPaCQAAAOiAdgIAAAA6oJ0AAACADmgnAAAAoAPaCQAAAOiAdgIAAAA6oJ0AAACADmgnAAAAoAPaCQAAAOiAdgIAAAA6oJ0AAACADmgnAAAAoAPaCQAAAOiAdgIAAAA6oJ0AAACADmgnAAAAoEOtncaYsCGiXt6A70vR0HJnBF11AvHbUy+ZyoZIbGYZN5qQYFqmBaHnHQSYfQjVyoxOKHWL7yhZJ8G70Y1WESuTCZaJgg+Qsc/c9WO37VP1wVvBWHiCUUiyWgJ5vZoO7eTtZFkEeZFsSH4vqXZaRjpb9MFdNy2bcAjjW8luS5CHptUA4RZQdYx6JfTHrqGEsPKQR8GH4PgpdzXqYULjYHffK0o7WyV5uLwilaKdwTmAdvLGnUUW3YTQzu5d0gLtpFpK1nlyx7yD8ls17b1drgATRteuSe1ChXaOG7ehncYi6JaqcTS8ev78eQ2+V7JvRX3w20T9Dw7qW4sGGE1I0I1oBpi4GAeYKOSZD+YwLczoiExE/mRFnac6StLodGfaBEOLdvd90A7h1CeEFnSYv5vcMeNd3xOnmZ8oyiwzYrKTCaMn++PU8EvRb8w0o0z5zYQOBBcnFbizsP16ap3HLad9ZsusP2q+mbVLvaRy4dfwo1C9og5TPsuDlUfBt5HvwyZx8RbqGt6UJCdRH6IWovVUaMnOM42j+Xd2oHa5Mt3T9l20XhVa5RFdQk06JvTlnZdPDe+V5JbWSe3oxkPrPN+LiZcPJOpAcFXzvaK+Sc6coEFJ1Pm1s/Lmj2omdNH1WDwBql6Uw7w1Yb0kCr5Nk33INI52TDhWmuRKFaY8/OhYaU4mOKCyIO+eMITQeW1ofvfg5kromHE7+GcRVRO1zExcEyeTR+f9YVJKWeBfMmNJ2qv2YJOWweH8PMgtV8naWV+otqg/W5K5dD0WaydvWeIwNWh0lGggWZZgcCn4Nbxv1LwEh1DdFdbLwxRaFtpXLRuJNWEag/X8emi4ROWhBa2pQpPHldAxy936WlLDNGDGyh6CfPRkf6ga/qVkrOD6CTYTjpjQUtgxulkmenWpnX4D4UwEDQZrhIeRymFhG95JSQP5KpFUan2j4mWOFdXSZxZ6kwMl2ivqcNRUmrcqz/kFk2WJqtZDcmjCQdM6ZrlbXwsXOdUgOlbGEOSjJyecqonqU66xJAdFckthR7l8VE20k7pW7fOEielsAphI005zPhD5aRV1T+6b/FouRcJxhQexSh6CDlPzlXH1SszKLQRfyvOvHSKaPT403nl+I2g7CtdJ9GWChcqbBUlHlVd8+MHRJTX8rehAkmOKMRsNyh+Ud4Ayzrf0h+ANSqLOr521l7Wvzm70vbQbM75St4RuMKaEDjsN+FEki0wSuzAiygeJfcpg1CVt5qkcVlbOHagwhZE6YzEOR03x13wanejk4waTE+wu9FyVPUloUcsVi7ajkwrKN8YyZV/iAOMVk6UEJ9N8rkKZseeRcr6anO5KNukMwbVBtVQ54Njn0+vYCXoVHJ2yPHGNv8mXgHABTd1YPY7bV5ht42/aZCPd9+3LMuiR3qe1dweEQDtTgHZO+3CdAe0E00Xv09q7A0KgnVKiHw4AQNGXdmKtAi29r5neHRAC7QQAAAB0QDsBAAAAHdBOAAAAQEfi34J36MLRTKMEv7vBxMK0LPZnn9Qc+d/DVtlkXjqVwTRSMA4Huwt9YEZPiLcN5EtLkg3qFtOG8oqyzPgjCVB4K6FZS5jJXZPLYO9Gsme1kLg6Jtu/39mWf+1Ms/wgiB4TBU551KUEnyXHJXNe831V7flRJMbl+Wl1cuVLS7hcg7fk7am7Ei2vlBS4a3yya2cWGvpTWjg1xTpGMe/aGT1/VZpRCLOkncxAM6+dlWa5Ureaa6fqlpDStkwQaGeXFOsYRTbtZB4Ogp8C+fX+5rQbOM0Yg35j3zHJ4Sh51+/blAceDIrp6wfuG+eDoiKK+qnKA+MAdVcyC8JbKuMVsQ59gtaE8xVtEw1HkljhLX5E5i7z0l6ZVH7qBmkWKjqBwdVL3aWikMwgRXQU31QwIUw4dqUwUsoxKleUYz3GxTvDBy4JlspA0JpzbYzJ8PPOoF1/1Gi90FRwLv0Vw2Qn6JKwDTXBlGNCP4V9Je0reo7SJohxPjpQELnDvCneh2BL3hMqP5Q//t2Kni9+oGCk0fliYqFuBd1zGqty5ZsKus3HIrHgj864xLwUGhciccyvjyaEqpdPjcRaMBzGye7jSrbM7ywKfhG6Q+T9zJZ3mp8/4eaJhhd1UtvSn2Mb3n+hn369P4RwLCaotGUtHNTvHsySyuGEW3nXZ/DscM6LSjlfQfu+Eck6D9qM3qqN8xPBz1paGqOVEgtUL/6un2pJy6BZe4KEM6u6K6znHZZbo8KRz1oHcTHX/NbjQ+Znkw+qde2UxMa7SF1QlVEnE1rynjOOCf3U9mXaM04GkxmcIPuWJBDJ3QSHE25JJlQ+Hc6F/1+JkSqfLqYlirrLT0R0TyWkkbpWWWBccu7ya1vSMopqtwrvCuuZGrk1plfUyS7jymuZgdmhzhCdPnfy9cJZUSUxivZMER5e2knV9uWTHE27cCMxY/F5k+/PaHtmIO3cRf2Mrjr/vxIjlKu8M/I2kmwk5Ep+tMnTSF2rLDAuCe8KjykJTJb8eelAY6KOyZPGX3ccV17LEqJB5dTO6Irn6yfcaqCdzsaIIkm06oBjbFJ+JvRlHKacTJsgyaqV3E1wWO6kynjGQ1/oXvSEpcJJMyUcRX5a8Y0pKVItJ7mF+iXvoXxymxy10ZzLZ0F7aPA+qHYN438hcWkt8+ucIroIJ65z/W0EPgw/NcH6oDWnhkmo312YNcoZPyLGoCRAoZ/B3EZXElPj1AfzxvjpGwkOIUx70KYP1YCxw1QmW6aSxhgJpohygGrPBMWb4kepQjNrQuuB98H3nDHLp05igQrNr5TfDeaEmQUKSc794eQxVpOZEUbKVPKxRK87i0vijGPZ+W/ChDJ+Or7N5t/kS9gAM2OzbabR58LpJqVlLmDnSAKgOR1tKGjnjNlsm2n0uXCgnVhUICPQTh3UxwKlMS1+AtAZ2AsgI9BOAAAAoESgnQAAAICOhO/Zjopzbb+0K8mBTaAw9X6vqD/C0SVo2ycQtNzqiK0OIZxEZ2gmz0x+VP63aqcS5zOYE9+fhus86kNwRCpFbcDnQdWXb9kQPv/aGek+zyA7Kc+dzqJxLSpXM3ORUC88tpiXzdvnpdXhujQeTSMzv1E1ZQLpzA7fnW/M+JC8zuWjJ5vNsn6axKWSq4ZI5kt7/jQRYNAvvWmn1oLkUJOM3svp0IQ50c6EiZPMu3Z9NrGTsLTs55iokRnWTj8P2R0oXzvlFkAJFK2d2gcCyegZN6cJfcxlJj/boRrL328G8xMdV7iHg0NntJ/8MmqtEsx7gjw0sdOXdlLrih9aXk9ZVq0f3pnguoruF2E9H50caCewSdROZo1m0c7gxmAsyPdqLu1kAreFkwlBKB7RZv7xwRuUW2toX7VOsmunSh6YW6oFkCBgzjrRamfaBmwvOQn+CPPgbyhJe5UnUYI+VElT35LAg85o/bnTOUD9FRMVIaqZ0B/evSgFaieTzyxvXJgalX2+cavaqdUAql5lR5uoLNpZsQexxJSknrrFq4jQsVzaGR23Pe1UDaE6P0GxFP2ZrdDsvGknA7RTO662MsEfiYUm2mlXCieoVe3UIsxDVDtVA6UB7QQ1U6Cd1PYI1idsIe2pTe2fvrQzWdui1hrab6I90ZeUYw01mK9M8EdoQbJOVBojH1riEtXFdyPBn5a0syVZaiicVWydQDunhd5+v9O3FjTC3I36IxlX6yfjql1ZVRMuMe1z1TdJvn8eNbfPNGZMqfJQaWacsdMktGR/+HWrsp8w9VVIhPwisd/QHyYPwvmS+5mFoB0mUqZ9lnkEfYG/K9Qd2A+gHOZtNc5bvKBtoJ0dgbeToDTmZzXOT6SgM6CdAAAAgA5oJwAAAKAjUTt7/Jm26oshbQ/NfKdDa5n5Igb1dQO5Haol9ZKy3x5Rtxv6w3wXJsFOLvraQfhOCgANafo7Kv7LcmAcS/A5+s295LQ4Gia5jn6TUCifqvZt06oP9rcxGw6X18++Ml/CjAMwvaT8jsq00Kp2Sr58n4BEOyU1qkfPQp4/uvGh+SjQTgBATu2U/NKVXx+99u3z4zoPFsFPI7UfWEmkS9JL1aUv7RTm2W9M2ZHX+0Yof6hJl0QtiUvrJ/NGhPcz2R9+72jzkOw/APNJNu1kDgV/K/r11E5mukdfyo1E6UY7+VhULsnds/8rdCY4nJNqqj2/Tqj5SvMwiDCuBD+D9Vq3hf5Qc938PYRzN23lAzDzlKudpMca7UywLxlUaEE1ilYLe9dOuTP+cFEjXWqnX9L8DF5Pl3b611BKAIL0qZ0VcS4wo/DWgsYlvaK0rZ3Blt1op9D+DGunpBl1qwTtpNrwQDsBaEK279n2pZ2V9+jADBT1TT4oY5PvJTResf5HazrQzjT3hOukR+1M9rNV7azodc74zJCsnVBTAKo07ayq8B5mNIza81Xo7GAOCMaOY81Mfv5GWZNDyacwLt5yNOQm7flB/V6qeUyYL95OQ3/kUef1M6P/qnXO1EST0DD/2nEBmCW6+LtC/O7Ku/fa28layzhT2maeMwwNA6BfWtdO5u2z/HFBOETbx4fqrT1olW5mvCj453sAQJfg79kCAAAAOqCdAAAAgI5G2kl9EhuslH9Hg2pPGWfI+Mlero/Fevl4Le1j7eap6+zj9OaU72E3NPzxCt8y40rIuDLl51i/lHaUdT9oUZOSrp1BYYsKXpNrqoaCtzPVaCUwV18VTcZtiRJ8kFCgn7l+2F9UaFP3BcDmDvQeQkPK8T+ndvL1ab2StXO2v4jY2beWkruXme0yvfIp0E9oZ0L77EA7y/E//fc7SYv6naO1JkkfpZ32w7HzYGo3cDpSz9PBj32i9RI7En/S8tDcf8nQ2nGF8Trtg10oJ6P1Df1kgpXHxfjJD8EsNip1wjzUdyXjMnFJ7MhTGhy0Es8L5Qxlv0qNlzGesB6S92Pdhfcnuk6ofSdZ534l316+hHqhU+2Ub8uK3QPCDUbV2AvXXxbR7nwDbUfeT8qfhqcDMy41kHYFa8etiHj5cfkp8yvlizNtXijLCXGlQRlJmA5hfXSs5PXPQ8lAQyP8LYm30aGD50/b+5Fpk7BOqCWtck+yL4Sz0AvdaWfzPSnsQrWRaKeku13jC7xw5/hGjPc+S34eyYdj6qN7lfIzat9ur42XH5daHpSTubRTYjDYpg3tlCQnOB3BSVQtGMmkRF+q1hXvD3NXaIS/FU2CxP/g+dP2fqRGofzxhxDaoRoI50s7UI90pJ3a9snWmDbO9ATXiqR7cCxmD/B2hJmR9+KHY+qje1WF0D7VRThudJpmXjsl8aoWknDBMC+12plGOdqpJZd2JiDXzoRZg3bm184mC7RJ7nhdbKidcm3QrkLJGa3aQtHzlKkXnvXNx62IeLVHpDDbyfMbdcCnSVxpSXZeTpd2JsteQ+1UndrN90V27Uw4Cpix+tLO4bVhH6anWzsrIhfBmJlcMHOZJXGUM5W1XOwL/zohriz1jD9OIKo8JPgTzUOWcbX55xeVY82/S7VvPi9UBoRxMX5Gh6DiFbZvsm5rO9TiSbAvibf5vGjXuXz9MONW3vnD2Enzk3GAqmTiqoj59RtXXv6bzFcw/4WQ/3dU2qac3AEAwHQxXefnbGpn1UcY5SQOAACmkcJPUf6hvxzw92wBAAAAHdBOAAAAQAe0EwAAANAB7QQAAAB0QDsBAAAAHdBOAAAAQAe0EwAAANAB7QQAAAB0QDsBAAAAHdBOAAAAQAe0EwAAANAB7QQAAAB0QDsBAAAAHdBOAAAAQAe0EwAAANCh1s7gPxdeJmn/rjoAAADAk/Lc6WhnmRT+76YCAACYXhK1c6hDJT/PFesYAACAaSendgY/I7VfOnomac/U8+pI3fVt8n4K/afay/2H2AMAwLSQ/pmtIyfMZ6Ta9pWnOsEG8diIn3fy10H5DNZTzufyHwAAQJnk1E6/8O1dV2LS0lB7ohqm1U5Km1vyHwAAQCFk+64QIwa5tNM3oiKvdvJi2Yb/AAAACqFF7cz+3OkbYYj6U4V+XhscAtoJAADAJvH3O2sNMKGvw/iVVTXRJdo++EFo3UAaG/uZquMP5afQf6dBgv8QVAAAmBam7+8KTbvGTLv/AAAApkk7qSe5aWHa/QcAADBkmrQTAAAAKAFoJwAAAKCjOO10vmuDDzlBMq2uH+qLYP6Xt4NLuolvrQYVdCyhPq9LWYxkiSs4v/3Slw/tzQvf2J+C9jzk/ClNOyvx73sAEKWNxSMRDGZv29/TThu9JST+C2MM1jR0KYuRtq/7onsfsginylqwvf07DkFTLe4XaCeYYTp+7gzezftbSd1sB61OlKydlEFoZzkjaq11/B4u7MO0aCfzeRfzLE99Vha141f6jjH++6aCzjDjyuOaDfxcObfkeegmPwnaySzsLINmpLl2Mo39Zqp90YT2tFPoJ3UWVUQemp97bZDdrMqgahFqjSvcKFM7eTmpr6tQXoL1UTtBI77B6DRQ/kRd4hszDsySfPrX2jxIkpwFxnJwsUkWc5NBcxH0k3GAOaCFWsLU5I1XGFfCtWoeVeucGoKKpZvzIe+7Ga216Iktv9WEQrVTfitZO4PGqfdxlFnKyeCCYJZ78P0mb7ztt5bdw59NjCDZDXrXzrQ3T+Vopz+QxE/tcca0aUk75QPluuY9cZarNg/8Wmr7WMhuXG4wYaVBO8O3cmln9FyTa6fdkdkA2vePfP0MED2DhO8tmJcZke9hiavQTtVwWqLuzZJ22pVtyUZJ2ik5N9pgZrWzop8jJXaStVP72CHXTsqBmVFTZ+KcSqdZ2numjMgnYlq0M7tmFKKd2vy3rZ1VaK3m0s5uzofs85K8/qmDmu+VheK0k1G7hFt2G5WdypqJ4EthCM7URuslrkrinVLsJCTnwanPniKVP9HF5lxLRm8PyhNtfaV8kpDsi2QkW57qEq1Pm0dnpzN+Cs8rYZeMZLGsXT/RQYNT1hLFaWdLlKAxJfgApp1pWUXT4idIY1rmF9qZQlEPZ+V4Aqad8ldR+R6C5pQ/y+1+SDPD2gkAAAC0AbQTAAAA0FGcdnbzg24wD5SwhPgvdCTb7B5q0IZfFJKM2/bXo4IjCr9bpHWvhDWZi+aBaM95alKY9u1RnHZW5X13H0wvJSwMaqun+dZ9RNovo9Z3swzdHkxcydfCcbWUsIwdsginylqwvf+NZbmyNqR07fRfSroAMKSEhTHt2smPO73aKRkC2kmR16Vk7WSu5ZbTmCbtjH6QIqxnxqU+WwuakoxLtS9wM/SLn3PnljyfpeWZ106Vkz2Gk6CRTfZdpd+/acj958/rXOeMc10Vec5kN9tEO6NG2krCFGmntk3DBs4ZJ/SHstPlG6IpJbg3tPnULowO4M+4+lpoqi9a0k5+X3QQbxbtVM0j/14qOjRf0805k9Gm6j0H40Dz93Bapkk7mfdTlJ6p3n9RLVX+MEeMX4ANfzbxb7rt9+yUzb5IOCuFprpk3rRT7pjW4VzaSZ0nHRwv2Y1r86ba5vOunXyy5IIndCA6T5INkOzAfBI9g4TvUZiXvQDtVJmdW+2siLNFWBMcqC3ZKEk7JedGG5SundRZGT2PtGcoszobaqd8P8w5zhtnp9JpJqwvIcnQTpXZErQzWtmXdhZyzmSx2SRvzCbq7KQtTjsN/ammiX06p2ovH1pSX01Op8oOqLGTmZxPp77fVFPOOCtH7mf34aStZ7mfwv2VHf6o4bsEayTeRhcnP7TE/24WfxbLjJNUJR9Uk3WopTjtLBDoHCiHaVmN0+JnaUxL3uAntDNCCc8uANiUvxrL97BApu6cKd/bVj2EdgIAAAA6oJ0AAACAjuK00/9ZuvNz+Gg9ZSc4ilNDvQTTSDmTGF1vWmuF0PyLQsIh2kP1nZTm81jOmmxO80C0PxFTfbGLv9Wc4rSzkn2nP1e95BpMLyXMY941VkJEQ/hYcn0Psz0kwt/GWZEQVDmTXpNFOFXWgu3rJyjK1Hx9V4iKVljPayezVZxnWTADlDCP0M4sQ7QEtDONQrQzamdOtVP7QClpllE7TegzYafS/3gn+JlDtH2Bmycvfg6dW/L8lJY3fp+rnCwhnJro2Sf0Vrtf8pJLO+V+8ueGc10VeW5kf2PURDujRtpKQpnaGV0rVH10DfHa6fyXd5K3w7RkGjMOFHVutkFwb2jzI0l+xzBnLhNm1FTvZNFOuXS1RBbtVM0jtUSZwCWnQZfnRoHayViYL+10LoT1Eju5tLPy3h5SQwTfP0Y3m9O4vbeQ5cCfTfwbprrBdGln8Fpoqnegnfy1cMRk7aTOhw6Oi9K0k+8+j9qZq16lnbxNaqDovArfB6Q5MBtIzmJt3kpII7RTaERoNi/laGdFnBXCmuBAbclGSdqZZR0mMAXaSR2XqmM0+x4QanBF7AfGefn+mTGcN85OpdNMWF9C0qCdQiNCs3mZLu0s5NwoRzvT3nlkoTjtNPRncdH6oB37JXXXqQkajLqqqq88qZDbmWGcKbAr0/JcSOqyrLe6Yzkwnsv9FO6X7DCLhBq3+TxGFyfVnXGyl3Mji2Xt+okGJc9nc4rTzhmgqNMNzBjTsrqmxc/SmJa8wU9oZ2bKedYBs0r5q6t8Dwtk6s6N8r1t1UNoJwAAAKAD2gkAAADoKFQ7M/6su/l3Gbqh1S9EdD9uCRT1IVjwix5ZTPVL25urqEmsss5jLvryofl3fLSHPPXFLpWHuShRO+Wp0ZrqnXKWDs40tQAAFYRJREFUePYuZVJCINpvVEatFQJ/8OX6HmY55J3HvHTvg1wIne8AR68lI9bX9TecKVNz9F2hvKGWsKxtoJ0dU04gs6edQ+ZHO4dAO/kRO9bOqB1o5+iW/1lufR18lqee8fkPEOwGwbEcI4616Lhp/kTjpQjaEY4rsZMFKs8S/4X1/ULtapWT5YRTw29YoYXoPJZDw3n0zw3/SEk4ZzpOkWrSHZ+j1xLLwfaUkZaSMzXayUyJs9Qk1qIthXPMDJ3Xn0oWb4Jl4SqU1DQkmGfmqJLUl3PsUu9RqLtCI73TUDvlR20hNJ9H1Tqnhuh3nReonc3fw2mZEe2kmnWgnUHL1PvBXNopMSi0LH8H1/Y7XCbnwUz6pdIsgI7JIhLlhFMD7Uzbj85y1ZqFdgr9ERpPANoZf6mynyBUWst9aad9t43lGI1L8gYf2tkx0E5oJ3+rbe2UnBttUJx2VsSyaFs7K/p50R4ol3YmbIZetFPucHOCeabGFdaXc/hCO4VtZl47q9BahXaqBmUOww5OqpHZArWzmpSxYKVzztZZC97y1xl1y27jd/EvovYZU1F/tPFSgajsJ/iZET/PzLjC+t7P3yzzaFsrhOj6aWinnBkcknEemZOBOcT49h1niToxeFepLhL7fHvGq5YoVDt7p5DtCoDDtKzMafETpDEt8wvt7ILS3ucCEKT89Vm+h6A55c9yqx5COwEAAAAd0E4AAABAR4naqf2ZudxIl5T/gcbMU87H79QXYZKtFULzLwoJhyiKJvNYYDjJNA9Eez5TX0Ri2rdHido58mwavtM/M9tgVilhgqh1m+ZbCREN4WPJ4mc5wdaozm7KQsKgpZFFOFXWgu39byw3nB0506qdwQYSI3kpcE0DmxImCNqZZYhCgHYOKUQ7o3agnYGaZO2kPs6V1FN2gvWScetr+WcXjJ1k/yV5aJVgTtL87MV/Bn6fq5wsIZya6NnXZD1X9LrtEf8pp9LPI79/K+8AKXD/ZjEbXT/a9pSRtpIwb9pJ1UhaqnyItgxKRTQo3k7UN2YgVR7aILg3tH4mLJK2YbRTPu+qZt2QRTv59VZUvBW9xlTzSC1RJvDs51hDCtRO+VGcC2gnuebsBsxbP+HQQs0TBhV8R8nsyeD7XN54229dg0NT19E33XWD6dLO4LXQVO/Mm3ZK3qR2qZ3UPu1g25amnXx3aGc/2skP2ot22o2j60myUXk/O0NyFmv9L+HwhXYKjQjN9gX1hjKXdlbEnhXWBAdqSzZK0s4s6zCBadXOhLOGX5fCerkUtaSdQjtVzH9tHjrAeeNMjd5kvnoB2ik0IjTbO1Hxa9hdssf73b/laGfaO48slKidwfd31Js+oRGJKUl9FVr6wRqhfceyJLpc/mvtdICTijQ/qXnvEcbJ4F3eVDkwnsv9FK7bQmi4f6OLk+re8JzJThbL2vUTDUqez+aUqJ0gjaKOGNAS0zLL0+JnaUxL3uAntHNGKPAdOmiJ8me5fA8LZOr2b/netuohtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAECHWjuNcUtbnrVmmRqOH7Fjf5IJ+tnqTDHjqroH1xW/3tpehPYoHSMcMc23jHnLlZle9lfaOdY8dR2cn7ko3EM+h012R7xZwnOnf35NHZTAzDDlR0etK0l94e8McpFl3XaZt47RSmCuvioKPD9L8CGZNp55oJ0k0M4CUWmnH06rARaSvebrtuO8dYw8luYPjh13bJUyvRIy9drpf87mXDsPwlR9XROs5NsLPwZhPgCU++OPG4VqH6y3XzKNg7eo0SX+OOOq4vIr5UZ8D/NqJ5XPSjkvTL0KP8/BKaD8dOorzWQFa/j1FrSv3RfadcusT96ftDw0918ytHZcYbyS/cusH76+oZ9txBu1Y9+VjBu1E/A/TTupsalrOzXRej5m566fRwnBZip/JA5L2jN27AZUbiWOCZvJp0ZiP8GIak1r818R+RTOS5NxeX9UZhPWbdSCZL013xfajryfDbc/07Lt9aAdt5Kde5VmyvxKxucs8xI1q7WTfB5q55eh0XMnM16Ta0lNS9qp9cfI3qEwjvWonX6JGmEQzpfKglOfIDZ+g+bayeRNBTW/lGOSypa0U9LdrvHTonWMybN8L8iHY+rzrgdf4Wr7qngT9i/jJONztKVwe/LOSOZXGGz0ZXDchIUE7Uz3x76VcGZFB5KcZdGX2maSu8Iuqr3EtBFuTuEUOPlMOCtzQc0vM1DCuo1aUK235H2hdUx4mqdtf6Zl2+tBaJ/qIhw3Ok0laKfkllZrtC+1zSbaNPx5JxVnZ9pZD2dC76coovOtXXzBGkn7crRTK3W8/QSDEs/l80XZya6dTdSUOTf5yuZ5oK4bamfCOlfZ4f1RSVqwbwfrQTVuRcSr3W7CbDc59xpqpyrejNrJzy9D+u932i/tIWtX7Av5tf0yWOm318bMeC73h6nnRxTasZ1xvNX6kzCuPKionYqdr6CRYL2TluDdqP2qQT6FKZKvQNsZ31XGvnDd8uMG7VRefjLui7zrk4pXvm4rYtXlXQ8Nx9Xmn3HGqY/mLe+88EnQxlv7T02K1n/elJ+uKkE7C0e+baaXeYhxSsHUADB7BPf1LGin9k3fVDM/kQIAQLHMgnYCAAAAXQLtBAAAAHQUoZ3T/iFkG/5Hbaq+lZDmQFFk8YfKRt4ZDHytQPbtg87oJg9NPGljoIbd+Z8NlbZfquk/VwunCO2silx5KtrwP5fNfs/o0qBcyphtRiPtLw1St7qh7TzIjRe4SCi0rvYeWu8OzDDQzjxAO0sbmqIQ7WSuuwHamQC0E9Rk+/c7/d/LGY+h/z0h/1prh6knc9HO7wkJB3WuK+837YJdhP4H7UhcktiP2gkmh7rmuwjjZZwUagYzL3zIQVP86Np5YfYd1V4+qDDPfn5U/vsjMuvcn1z5oBUxfQl2Knr6ouuTqo8OLZxfav1L6kEamf8NMmd3+Y2peup8caxF7UTrKRraj/opHJpPJmOWacDbkXglcUBixK9kdEX1UjIW0yzaUn5M+415OyrLwRp70LTomPpoWlRLi9EeuVdZ1nOaHaZZ8vITng/O/HZwLgGe/NrpDtCadtb1fnFuSdAeOswapfzhh/bNqhIr3NXNzxrVlutSO+1bTPLb005qrcpjjNpnIgqun+Z54Nez9vzVrofooA3Xs9ZOFu3Mcj50cC4BnlnQzijyBSqpj65RLdOinfathmdNdA1oX8qbqRZS0E8K7VmfLEJB+/zZ2kQ7eU9UyLVTez4kDN2XdmrJpZ0gL0Vrp31GCO1E6yka2o/6yaN6PxGsYRpkOWuaxEVZy6udEpvBGqZepZ2Uqag2SEaJzm9n2pks+ZR7U6qdkjcZfjgJ+6gl7YSaNiTbv30drORvGfozhPqlZAhtPZmLZvYlqWCGrryd6SQhLQ+MnVx5kFijQm4yrqTeHigtLnmkjrVopXYUZn4rawkF460a5CHXInccduxU7Dp3Amy+nrV2HCPyVDCLQe58FZtfZr7kfgIVGZ47AUhgWnZvmV4BAPql6b9BBoAW5u15UeuqNH8AAOVQyt9GAAAAAKYFaCcAAACgI8PfFfJ/iN3IIdl3B7RfEPBtRn/MHvVHOLrWT77e96oQgs6U5mSPdJwKyZdf+qKcVcF7ovouT0aXqFGafOeoDcqfx1Y9TNHO6EVTn9jvjgtHkfupqhcKJ/NS3j6XP/1SlIdtLNEux1XZLyrzDuX41vwdRsZFFTzrqf1ewjlQ/jwWpJ2MT0Vpp9YC//ZTPnpCElTa2V7aW6Io96CdhVCOb+VoJ2VNcv5AO2dBO5t/ttCZdgpFcdq1k8p/sN5+yTQO3pJEJxxXuE4oO/610z4al9aO0E+h/8l5cOqDRijnE/apfF0l1GcZl5nHulJoP4s/EmtMTdCOysnKWwDaddjqPDrjUu2D1qhREsYV+Z9XO21XmGYRn9g5kK9C3k9/4tP8aegeY5+aY9WIVHvGjt2ASRH/Ut7MD5k3GLUj95lvo7XDIJm1tDwwbVTLpu11JUlyG+NW7DwyjkmcYbokH1zRhSHpErUszL+/hNqeR2cglSJKWmbcd219Zmt74JeIT8q1zttP3lRCf3j3JERnXZUQrXFquPa0k5kvefZmXjsb2o8aDNZIticzIjMQk2TV+ZC8nqPNJC8lQ9fxas89iYfa7R90rCKSkzCcLzwqf4LtmfOHSWbH50/VjXZqybVWVBagnZ1pJwO0M5f9qEF+wSev8wTtVDFF2pnG9GqnXakToZCA8X420U7eEzk9aKdqW3agndHp0R5q2u0nmXXJtdA4tbf70s40zZCclf4eVumi1k6at8Ga5EUuXyfJhxHfvrl25h23YueRcUziDNMl+eBSLYy0dSJfGMmHZ9Q37fnTnnYm77tE7TT0D+f8u0bzwUUuO1E/g6b8SsYfybjyeP059t1g4hIOwaTCGcgOOcFO2rhZ4nKioG5ltyPxMzpuQh6C/iTsI+3QDec9OeQE/4PzqPVT4kwb+ay8GbTrVdRJiI4rcaaNebRnqqLny46i4ToUOh9IPv6uEBCi3ajTwqzGBQBoD2gnECF/OzldzGpcAIBWgXYCAAAAOqCdAAAAgI7Ef/ta9TNhnUOz8gFax1FIvtTQqv1czMwCaIOMyZmWJM/qekj4mk9ReSjKmV5I/1vwYxMtyKf2VhsT2eVYWWjbsYR5yTVECTnvco016VJCrnIxS7E0oa88IP8MGbQzv08FaGfJhzgFtLM9WnIgu3b2nqi8zFg4yUA7CySndmp/z4axU/ei7EfrnUFVj8uSEzz4m0b+LcpP//eKKi9kbT6jeWOcaXtetHFJ7DN+ysdl5tEJPGhEa795vMJ1K/HT7y5PNWU/YT1Lhoj6yYzLG6/o/dt2XH5l0PkseRDGq6qn4vLHDcY17WT7eWcwlUw95xNtluorOWWEMycfwg4wGibfwA85IZ+S6VB56LeXz0vaelDNr7ClJG9C94I1wriCqZPkPFqj8lP4MsG3tPWsGiJaw2+BYEfHvVz7NAqlPcG7WfLAr3PhuPKWwnNpesnwPVv7bYUvq1Q95xN9uLStnQn2k7WTvyvXgGCXlrRT1Tc43d1rZ3RcZh7l6ypjXPxmkbjE+Cl8KYHXTr6xcMQEzZCTpp3+Xe35ljBQljxQ65xxPpd2SgxOHTm1k7mr86kn7dSGAO0U9jXsG89itVNoKq92Njw05aagnbm0M41CtDN5VUA7s33PVlvP+SRYQ5L6huoV7dVQO9POmuQ12o12Rs+ghhqT8AZImLfoGUoNkTcu7aGZfLolnM5y+/OsnUIfpks7m5xv0M7473dq68MOhT7v9RtQHYOmgl0azqLtpDO6Kg+Mk2l2Ki9vafNCOePbdxKS5r9T78PUB1uq8laF5pEi1/xScTnt5aaa+JnLfsJ6lthvMi5jvBLv35bi8u0717nyIIy3qsKjSOLVxlU3mFJm+e8KTe+sdAPyk8a05K1tP6clDwC0wcxqp/xt4HyC/KQxLXnL4qfzJBF9hgBgfphZ7QQAAABaAtoJAAAA6IB2AgAAADqgnQAAAIAOaCcAAACgA9oJAAAA6IB2AgAAADqgnQAAAIAOaCcAAACgA9oJAAAA6IB2AgAAADqgnQAAAIAOaCcAAACgA9oJAAAA6IB2AgAAADqgnQAAAIAOtXaaFv65W61Nqr2x4LsELfQVWpZxh0b8MB2aD9QLQs87CDD7EB2vkH4tADAzzI528upYsnZmHCgaZsnHH+NbyW5LKCG0hgNN+xQAkJcZ0c6oFkI7u3dJSwkC0xIlhAbtBCAj2bST+mAwWl95Iqdqz3tl32KkNNhAGIvjEtWAcdtp0DCHaWFGR2QicpqpkkbljUmj051pEwwt2t33QTuEUy8PjXGVypvQk6BxJsaozwDMOXm009+x8npni6raUw4EoU7A6HBR34QdJSdjtJcqh/Iwo/VUaMnOM42j+ffPeuG40e7y5KRlr4QV4rcMjhX1DYB5pl3trCbfw6adO7x9xiumjUpU5L5FO8qPziy5yqKdQt+SnZdICDOW3IK8e8IQQudLWCFMjdwaAHNO/8+dTr1Ka5maIKojzHZA5ZvTkRq3vZMx7RxvSTujSaMqhWkM1vPrQTU7zBCS9dAktPZWiNBVxhoAc05x2hn2MscpEB1IpTR8r4o45upruRRNu3b6ptK8VXnejXZKjAsrO14hclehnQAE6V87mffs0fYSH6hKifYkxCK8znsyOjlhzjuVPAQdpuaredJUZuUWgi9VbwVUQ0Szx4fmd4l2T941vKv8KADMOSna6eDXTwwwWe+3r0KbnLFT0ds42Jc5RqmxnOG09qPnlPCwi/rJ5KSudKDCFEZqvEmMBhhNWvCaT6MTnXzcYHKC3YWeq7InCY3yhG8T9YQxEnSV978CYO6Zu7/J19fO73jcWT3gHBloYqT7vn1ZBgBkB9o5m+PO6kEM7QQAlMDcaSeYAfrSTsgbAGAItBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB3QTgAAAEAHtBMAAADQAe0EAAAAdEA7AQAAAB0p2mmMmTBRxsu60sFvEzRCtYxaKAfGVT7MQmZwilINAJhzdNo5PN3q/xbyciIe7/wVnsjTrp28n5R2FjKDzIQCAECBqJ87nee5Ql6O44F2sneD+SlhBqkJBQCAAlE/dxrrWaGQlxPx0Npp3/Irnbv2EIGseQc9cx1sLKwMjuVXUg7zYVbTMKEAAFAgs/ZdIeNh3/KveXUJHuW8HaqyfimvTBtLfhcAAEAaM6idVE2CdvIGqUpeqCSVTSxAOwEAoG2gnWrtrMSf2aqUj3lc9h9/GQegnQAA0DbQzhTt1BqPGpRImvBxE9oJAABtM4/aaT+xRbWH/8xWaNx+Ka+MjsX7z3gCAACgCTOondSHn5UlJxLJDKqa34Ax7viTUMmPFRRReZgAAADSmDXtBAAAANoG2gkAAADogHYCAAAAOqCdAAAAgA5oJwAAAKAD2gkAAADogHYCAAAAOqCdAAAAgA5oJwAAAKDjfwMQLsxdMiaKUQAAAABJRU5ErkJggg==)
16x2 LCD WITH AVR (ATMEGA16 or ATMEGA32) - 4 bit mode
The above code is for AVR microcontroller. I am usign avr-gcc in linux.
Note:
Some bits of PORTC will be used for JTAG , which is JTAG enabled by default. So it may not work as normal IO pin if we didn't disable it in fuse bits. (HFUSE)
Now, the connections are not to be much explained since all is understood from the #defines in the above code.....
We can create a make file for the above purpose:
type make to build lcd.hex
type sudo make program to load it to avr
------------------------------------------------------------------------------------------------------------------------------------
16x2 LCD WITH MSP430 LAUNCHPAD (4BIT MODE)
MSP430G2231)
Since the launchpad works at 3.6v, we need to provide an external 5v supply to
power the LCD module. But we can directly connect the port bits of MSP430 to LCD..
Note:
Here is the final working lcd code for stellaris launchpad. Main source file is embedded below but it requires linker script, startup code and many headers so I am posting the link towards my git repo which have complete files required for all stellaris codes. If you have any doubt, u can ask by comments...
Here is a working code for stellaris launchpad.
https://github.com/vinodstanur/stellaris-launchpad
http://www.dinceraydin.com/lcd/intro.htm
Below is my final working code for 4 bit mode LCD with PIC16F877A: (HI-TECH C)
#include<pic.h> #define _XTAL_FREQ 20e6 __CONFIG(0x3F3A); #define RS RB2 #define EN RB1 #define databits PORTD /*----------------PIC INITIALIZATION------------*/ void pic_init() { TRISB2 = 0; TRISB1 = 0; TRISD = 0; } /*-------------LCD FUNCTIONS BEGIN--------------*/ void LCD_STROBE(void) { EN = 1; __delay_us(1); EN = 0; } void data(unsigned char c) { RS = 1; __delay_us(50); databits = (c >> 4); LCD_STROBE(); databits = (c); LCD_STROBE(); } void cmd(unsigned char c) { RS = 0; __delay_us(50); databits = (c >> 4); LCD_STROBE(); databits = (c); LCD_STROBE(); } void clear(void) { cmd(0x01); __delay_ms(2); } void lcd_init() { __delay_ms(15); cmd(0x38); __delay_ms(1); cmd(0x38); __delay_us(100); cmd(0x38); cmd(0x28); // Function set (4-bit interface, 2 lines, 5*7Pixels) cmd(0x28); // Function set (4-bit interface, 2 lines, 5*7Pixels) cmd(0x0c); // Make cursorinvisible clear(); // Clear screen cmd(0x6); // Set entry Mode(auto increment of cursor) } void string(const char *q) { while (*q) { data(*q++); } } /*-------------LCD END--------------------*/ main() { __delay_ms(50); pic_init(); lcd_init(); TRISC = 0; while (1) { cmd(0x80); string("HELLO WORLD"); cmd(0xc0); string("IT IS WORKING:-)"); } }
Connections:
-------------------------------------
LCD | PIC |
-------------------------------------
Register Select -->RB2 |
Enable -->RB1 |
-------------------------------------
D4 -->RD0 |
D5 -->RD1 |
D6 -->RD2 |
D7 -->RD3 |
-------------------------------------
CLOCK: 20MHz crystal oscillator
Also, any other frequency <20MHz could be used. But we need to edit the below line:
#define _XTAL_FREQ 20e6
POT --> 4.7k
16x2 LCD WITH AVR (ATMEGA16 or ATMEGA32) - 4 bit mode
#include<avr/io.h> #define F_CPU 12e6 #include <util/delay.h> #define RS 6 //PD6 #define EN 7 //PD7 #define databits PORTC //lower nibble #define LINE1 cmd(0x80) #define LINE2 cmd(0xc0) void port_init() { DDRC = 0xff; DDRD = (1 << RS)|(1 << EN); } void LCD_STROBE(void) { PORTD |= (1 << EN); _delay_us(1); PORTD &= ~(1 << EN); } void data(unsigned char c) { PORTD |= (1 << RS); _delay_us(50); databits = (c >> 4); LCD_STROBE(); databits = (c); LCD_STROBE(); } void cmd(unsigned char c) { PORTD &= ~(1 << RS); _delay_us(50); databits = (c >> 4); LCD_STROBE(); databits = (c); LCD_STROBE(); } void clear(void) { cmd(0x01); _delay_ms(5); } void lcd_init() { _delay_ms(15); cmd(0x30); _delay_ms(1); cmd(0x30); _delay_us(100); cmd(0x30); cmd(0x28); // Function set (4-bit interface, 2 lines, 5*7Pixels) cmd(0x28); // Function set (4-bit interface, 2 lines, 5*7Pixels) cmd(0x0c); // Make cursorinvisible clear(); // Clear screen cmd(0x6); // Set entry Mode(auto increment of cursor) } void string(char *p) { while(*p) data(*p++); } int main() { _delay_ms(50); port_init(); lcd_init(); LINE1; string("HELLO WORLD"); LINE2; string("IT IS WORKING:-)"); while(1); return 0; }
The above code is for AVR microcontroller. I am usign avr-gcc in linux.
Note:
Some bits of PORTC will be used for JTAG , which is JTAG enabled by default. So it may not work as normal IO pin if we didn't disable it in fuse bits. (HFUSE)
Now, the connections are not to be much explained since all is understood from the #defines in the above code.....
To compile it using avr-gcc(linux) and to burn it using usbasp, the command line are as follows:
avr-gcc -mmcu=atmega16 -Os lcd.c
now we get a.out (elf)
to convert it to hex,
avr-objcopy -j .text -j .data -O ihex a.out a.hex
Now we get a.hex file.
To burn it to atmega16 using usbasp (ISP programmer),
sudo avrdude -p m16 -c usbasp -e -U flash:w:a.hex:i
(for more details, read man page of avrdude, ie "man avrdude")
We can create a make file for the above purpose:
Makefile:
# AVR-GCC Makefile
PROJECT=lcd
SOURCES=lcd.c
CC=avr-gcc
OBJCOPY=avr-objcopy
MMCU=atmega16
PROJECT=lcd
SOURCES=lcd.c
CC=avr-gcc
OBJCOPY=avr-objcopy
MMCU=atmega16
CFLAGS=-mmcu=$(MMCU)
$(PROJECT).hex: $(PROJECT).out
$(OBJCOPY) -j .text -j .data -O ihex $(PROJECT).out $(PROJECT).hex
$(PROJECT).out: $(SOURCES)
$(CC) $(CFLAGS) -Os -I./ -o $(PROJECT).out $(SOURCES)
program: $(PROJECT).hex
avrdude -p m16 -c usbasp -U flash:w:$(PROJECT).hex:i
clean:
rm -f $(PROJECT).out
rm -f $(PROJECT).hex
$(PROJECT).hex: $(PROJECT).out
$(OBJCOPY) -j .text -j .data -O ihex $(PROJECT).out $(PROJECT).hex
$(PROJECT).out: $(SOURCES)
$(CC) $(CFLAGS) -Os -I./ -o $(PROJECT).out $(SOURCES)
program: $(PROJECT).hex
avrdude -p m16 -c usbasp -U flash:w:$(PROJECT).hex:i
clean:
rm -f $(PROJECT).out
rm -f $(PROJECT).hex
type make to build lcd.hex
type sudo make program to load it to avr
------------------------------------------------------------------------------------------------------------------------------------
16x2 LCD WITH MSP430 LAUNCHPAD (4BIT MODE)
MSP430G2231)
Since the launchpad works at 3.6v, we need to provide an external 5v supply to
power the LCD module. But we can directly connect the port bits of MSP430 to LCD..
Note:
- Never forget to provide a connection between both the grounds of launchpad and external supply.
- Never connect the Vcc of MSP430 to any where on the LCD
- Ground the R/W pin of LCD
- Pull down the VEE of LCD with a 1K resistor or use a POT ..
- Use a 470 ohm resistor to provide the supply for the backlight LED..
/* *MSP430 launchpad based 4bit lcd code.. *Assuming the clock is 1MHz.. *All delays are designed according to that... *for eg: __delay_cycles(1000) => 1ms delay at 1MHz clock *Otherwise use any delay routines, if available. *Note: In my previous codes, the initialization is not so perfect because I deviated from the original specifications... But those codes are at least working for me,, Any way, now I am providing a better code which includes a pseudo_8bit_cmd function since the LCD expects an 8 bit command at first, before entering to 4 bit mode... -Connections: RS -> P1.0 EN -> P1.1 D7 to D4 -> P1.7 to P1.4 R/W to GROUND -Compiler used: msp430-gcc -Command line: msp430-gcc -mmcu=msp430g2231 lcd.c -mdisable-watchdog -Burning code: sudo mspdebug rf2500 > prog a.out > run */ #include<msp430g2231.h> #define RS(X) P1OUT = ((P1OUT & ~(BIT0)) | (X)) #define EN(X) P1OUT = ((P1OUT & ~(BIT1)) | (X<<1)) #define LCD_STROBE do{EN(1);EN(0);}while(0) #define databits P1OUT // P1.7 - D7, ....., P1.4 - D4 #define LINE1 cmd(0x80) #define LINE2 cmd(0xc0) void port_init() { P1OUT = 0 ; P1DIR = 0xff; } void data(unsigned char c) { RS(1); __delay_cycles(40); //40 us delay databits = (databits & 0x0f) | (c & 0xf0); LCD_STROBE; databits = (databits & 0x0f) | (c << 4) ; LCD_STROBE; } void cmd(unsigned char c) { RS(0); __delay_cycles(40); //40 us delay databits = (databits & 0x0f) | (c & 0xf0); LCD_STROBE; databits = (databits & 0x0f) | (c << 4) ; LCD_STROBE; } void pseudo_8bit_cmd(unsigned char c) { RS(0); __delay_cycles(15000); //15 ms delay databits = (c & 0xf0); LCD_STROBE; } void clear(void) { cmd(0x01); __delay_cycles(3000); //3 ms delay } void lcd_init() { pseudo_8bit_cmd(0x30); //this command is like 8 bit mode command pseudo_8bit_cmd(0x30); //lcd expect 8bit mode commands at first pseudo_8bit_cmd(0x30); //for more details, check any 16x2 lcd spec pseudo_8bit_cmd(0x20); cmd(0x28); //4 bit mode command started, set two line cmd(0x0c); // Make cursorinvisible clear(); // Clear screen cmd(0x6); // Set entry Mode(auto increment of cursor) } void string(char *p) { while(*p) data(*p++); } int main() { port_init(); lcd_init(); LINE1; string("WELCOME TO"); LINE2; string("MSP430 LAUNCHPAD"); while(1); }HEX
:10F8000031408002B240805A20013F4000000F93F7 :10F8100005242F839F4F82FA0002FB233F40000004 :10F820000F9304241F83CF430002FC23044124537D :10F83000B240805A2001B0126AF8B012F2F97F404B :10F8400080FFB01204F93F4064FAB01238FA7F40EA :10F85000C0FFB01204F93F406FFAB01238FAFF3F10 :10F8600032D0F000FD3F304080FA041204412453AE :10F87000C2432100F24322003441304104120441CA :10F8800024532183C44FFCFF5F4221005FD3C24F4A :10F890002100034303433F400C001F83FE235F42CC :10F8A00021004E4F7EF00F005F44FCFF7FF0F0FF21 :10F8B0004FDEC24F21005F4221006FD3C24F2100B3 :10F8C0005F4221007FF0FDFFC24F21005F42210017 :10F8D0004E4F7EF00F005F44FCFF0F5F0F5F0F5F26 :10F8E0000F5F4FDEC24F21005F4221006FD3C24F36 :10F8F00021005F4221007FF0FDFFC24F2100215314 :10F90000344130410412044124532183C44FFCFF8D :10F910005F4221007FF0FEFFC24F210003430343FB :10F920003F400C001F83FE235F4221004E4F7EF0BC :10F930000F005F44FCFF7FF0F0FF4FDEC24F21005D :10F940005F4221006FD3C24F21005F4221007FF050 :10F95000FDFFC24F21005F4221004E4F7EF00F009D :10F960005F44FCFF0F5F0F5F0F5F0F5F4FDEC24F03 :10F9700021005F4221006FD3C24F21005F4221006E :10F980007FF0FDFFC24F210021533441304104126A :10F99000044124532183C44FFCFF5F4221007FF0C8 :10F9A000FEFFC24F210003433F4087131F83FE2306 :10F9B0005F44FCFF7FF0F0FFC24F21005F42210057 :10F9C0006FD3C24F21005F4221007FF0FDFFC24F85 :10F9D00021002153344130410412044124535F4338 :10F9E000B01204F903433F40E7031F83FE23344171 :10F9F00030410412044124537F403000B0128EF98C :10FA00007F403000B0128EF97F403000B0128EF986 :10FA10007F402000B0128EF97F402800B01204F918 :10FA20007F400C00B01204F9B012D8F97F400600F4 :10FA3000B01204F9344130410412044124532183AB :10FA4000844FFCFF073C1F44FCFF6F4F9453FCFFA7 :10FA5000B0127CF81F44FCFF6F4F4F93F4232153E7 :10FA60003441304157454C434F4D4520544F004D94 :10FA70005350343330204C41554E4348504144009C :02FA8000001371 :040000030000F80001 :00000001FF
16x2 LCD with STELLARIS LAUNCHPAD:
Here is the final working lcd code for stellaris launchpad. Main source file is embedded below but it requires linker script, startup code and many headers so I am posting the link towards my git repo which have complete files required for all stellaris codes. If you have any doubt, u can ask by comments...
Here is a working code for stellaris launchpad.
https://github.com/vinodstanur/stellaris-launchpad
could you please the the wire connrctions between LCD and msp??
ReplyDeleteIt is written in the code
ReplyDelete-Connections:
RS -> P1.0
EN -> P1.1
D7 to D4 -> P1.7 to P1.4
R/W to GROUND
NOw see the first circuit diagram of LCD alone and connect accordingly...
thank you very for replying...valare nanniunde..I have connected according to the circuit only...but still it has not worked successfully.
ReplyDeleteI am using MSP430g2231 and the Code Composer Studio v4. Should i make any special step while executing the code??
I have done like this: First connected the circuit according to the circuit diagram,then connected the device to SYSTEM.Opened CCS,new proj,source.c,included mp430g2231 files,written prog,debugged n have given run...but instead of LCD, leds present in MSP device glown.
Could ypu please reply ofr the above mentioned issue??
ReplyDeleteOne more problem is some current from System is going to LCD.How to solve this issue???
I tried my code in linux (msp43-gcc),
ReplyDeleteIn your case if it is compiling correctly and not working while running the code, then I think the problem is the Watchdog timer resetting the mcu.
So,
add this line inside main, just as a first line in main function.
WDTCTL = WDTPW + WDTHOLD; /* Stop watchdog timer */
Now compile it and inform me if it is having the same problem.
In my code, I am doing this step in the command line itself but in your case you are using GUI, so it may not be including the disable watchdog feature....
what do you mean by "some current from system is going to LCD"?
ReplyDeletethank you very much for responding... i will try the solution and inform you..tnx
ReplyDeletei have added that command after
ReplyDeleteint main
{
......in the 96th line,still it is not working.
Should i take that txd,rxd jumpers out??
I took out jumpers at p1.0& p1.6.
I will give u a hex code.
ReplyDeleteTry it...
And report if it is also not working...
So we can decide if it is a hardware problem or software problem.
(I will update a hex code just below the source code)
What should i do with hex code?Should i paste the hex code in CCS and run??
ReplyDeletepls help me with the hex code.. we have tried our lcd JHD162 with 89s51 n it displayed.
ReplyDeleteCould you please reply for the above issue?
ReplyDeleteHi
ReplyDeleteCould it be posibel to cange pic to p16f690 insted of 877
Hope for you help
O.Damsgaard - DK ole@damsgaard-jensen.dk
Thank You!!
ReplyDeleteThank you for code :)
ReplyDeleteI have a problem.. Im using pic18f2550 and Mplabx C.. I tried everything for 4 bit LCD..still I couldnt run it..what should I do?
hi, i ran it in the version v8.60.
ReplyDeletebut LCD gives no output. But why help me..!!
Could it be posible to change pic to p16f690 insted of 877
ReplyDeleteHope for you help.
mizanur56@gmail.com
wat are the source files i hsv to add in mplab otherwise it is saying that no file arguments...
ReplyDeletehelp me..
Hi, I want to implement it in PIC16F690
ReplyDeletewith following conditions, is it possible.??
Register Select -->RA2 |
Enable -->RA1 |
-------------------------------------
D4 -->RB4 |
D5 -->RB5 |
D6 -->RB6 |
D7 -->RB7 |
What change do I need..??
Nothing is impossible. We are using only GPIO Pins. So just need to configure it accordingly....
ReplyDeletehi all,
ReplyDeleteI m using PIC 16F877a with Hi-tech compiler. I have done with serial communication and 4-bit LCD display program individually.
Now i want to merge these 2 to display serially received data.Till now i can receive correct data serially but LCD displaying wrong characters.
so tell me how i find the exact problem and how to solve it.
hi all...
ReplyDeletei am getting a linker problem while running the program in CCS compiler...
can any help me..
i am using stellaris launchpad lm4fh5qr...
Hi All,
ReplyDeletecan anyone provide me the code for lcd display 4 bit mode in pic 16f72. pls send me the code.
please send me program code for 4 bit lcd in picc in ccs compiler
ReplyDeleteif you having 4Bit lcd code in ccs compiler send me jaisurya446@gmail.com
DeleteHi, it such a great info for beginner like me, but what does 4 bit interfacing means??
ReplyDeletehii vinod... i want a 16x2 lcd display program for stm32f030 value line.....
ReplyDeletecan you??? :)
Thanks very much :)
ReplyDeleteAll in One - LCD interfacing with all MCU's.
ReplyDeleteAll in One place - really nice.
These links may be helpful
Interfacing 16x2 LCD with Stellaris launch pad
http://www.npeducations.com/2014/01/interfacing-graphical-lcd-jhd-128x64e.html
Interfacing 16x2 LCD with MSP430 Launch pad
www.npeducations.com/2013/10/interfacing-16x2-character-lcd-display.html
Sir, i use pic16f886 in this controller how to set the configure bits....
ReplyDeleteCan anyone help .. How do I display result obtained via ADC10 in MSP430 on LCD display
ReplyDeleteplease post above code for lm3s608 stellaris guru ic
ReplyDeleteSir, I copied ur code and build it succesfully...bt its not working on proteus. i made same connections as described by u.so plz help
ReplyDeleteyour code is working but i need an explanation on this
ReplyDeletevoid cmd(unsigned char c)
{
RS = 0;
__delay_ms(50);
databits = (c >> 4);
LCD_STROBE();
databits = (c);
LCD_STROBE();
}
if i say i want to send the clear command in binary 00000001
in your code first for high nible you shift right 4 places so we get 00000000
and then you send 00000001 again. i was expecting to see 00010000 for lower nible so as to have high nible 0000
low nible 0001
hi
ReplyDeleteI am using atmega16 interfaced with 16x2 LCD.I used your code and simulated using Proteus but it is not working plz help me its very urgent
Thanks in advance
This comment has been removed by the author.
ReplyDeletePlease provide a circuit diagram for the PIC16f877 project because mine ain't working.
ReplyDeletehi sir i was using pic16f1503 iam facing a problem while am interfacing it with 16x2 lcd in 4 bit mode..i was run it in proteus successfully ...but not in the hardware what are the problem may arise when we are do this thing in hardware i made the connection clearly and i put 40ms delay between reset and enable..please help me it s drives me crazzy
ReplyDeleteanne have you done it by 4 bit or 8bit
ReplyDeletepl change your website font it is very hard to read
ReplyDeletewhile i am trying to build it showing this are all __ undefined symbol.
ReplyDeleteAnyone has sample code for 16x2 LCD interface on launchpad with MSP430F5529? If so please provide me a copy..
ReplyDeleteThanks
Beeresh
Thank you for code :)
ReplyDeleteI have a problem.. Im using pic16f877A and CCS compiler .. I tried everything for 4 bit LCD..still I couldnt run it..what should I do? if anyone having send code for jaisurya446@gmail.com
Hi ,how to display string WELCOME on 16 x 2 display using energia and TM4c123gxl what is schematic for the same. actually ardiuno code can run on tm 4c123 gxl but lcd code of ardino is not working on tm4c123gxl...please help
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