Align Two buttons in a TD

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Align Two buttons in a TD

Walter Randazzo

Hi Folks,

Im trying to get aligned 2 buttons in a TD but  they stay overlaped.

Im attaching the html and the results.

Hope u guys can help me,

Many Thanks!


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Re: Align Two buttons in a TD

John Adepelumi
Can you share the CSS? 

On Sat, Oct 24, 2020, 8:10 PM Walter Randazzo <[hidden email]> wrote:

Hi Folks,

Im trying to get aligned 2 buttons in a TD but  they stay overlaped.

Im attaching the html and the results.

Hope u guys can help me,

Many Thanks!


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Re: Align Two buttons in a TD

Walter Randazzo
Hi Jhon thanks for replying:

I was able to solve the aling issue following  the botstrapp documentation about buttons. Here is the new code:

                  <td style="="font-size:30%;>
                    <a class="btn btn-primary btn-sm" href="{% url 'articulos:update' articulos.codigo %}" role="button">Editar</a><a class="btn btn-primary btn-sm" href="{% url 'articulos:delete' articulos.codigo %}" role="button">Borrar</a>
                  </td>

Heres is the Template:
<img src="data:image/png;base64,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" alt="" data-iml="3084250.2749999985">

El sábado, 24 de octubre de 2020 a la(s) 20:06:30 UTC-3, John_Diddles escribió:
Can you share the CSS? 

On Sat, Oct 24, 2020, 8:10 PM Walter Randazzo <[hidden email]> wrote:

Hi Folks,

Im trying to get aligned 2 buttons in a TD but  they stay overlaped.

Im attaching the html and the results.

Hope u guys can help me,

Many Thanks!


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Re: Align Two buttons in a TD

Walter Randazzo
<img 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" alt="" data-iml="46358.45999999947">

El sábado, 24 de octubre de 2020 a la(s) 20:19:27 UTC-3, Walter Randazzo escribió:
Hi Jhon thanks for replying:

I was able to solve the aling issue following  the botstrapp documentation about buttons. Here is the new code:

                  <td style="="font-size:30%;>
                    <a class="btn btn-primary btn-sm" href="{% url 'articulos:update' articulos.codigo %}" role="button">Editar</a><a class="btn btn-primary btn-sm" href="{% url 'articulos:delete' articulos.codigo %}" role="button">Borrar</a>
                  </td>

Heres is the Template:


El sábado, 24 de octubre de 2020 a la(s) 20:06:30 UTC-3, John_Diddles escribió:
Can you share the CSS? 

On Sat, Oct 24, 2020, 8:10 PM Walter Randazzo <[hidden email]> wrote:

Hi Folks,

Im trying to get aligned 2 buttons in a TD but  they stay overlaped.

Im attaching the html and the results.

Hope u guys can help me,

Many Thanks!


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Re: Align Two buttons in a TD

Walter Randazzo
In reply to this post by Walter Randazzo
Sorry, I forgot to attach the file. This is how the template looks like now:<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJsAAADFCAYAAADzPPOJAAAgAElEQVR4Ae2dX881yVXdfRdzBdhwm8SYEfIXnBsko2ATKWCMQIHMoASG+BNE7z0QSG4CUb5BLiIFQmInEb6wRGZ8MnuGZW9vqrurd53us6ueX0vHVbX/VFWvtbr6PJvzDl94cIEACIAACIAACIAACIAACIAACIAACIAACIDAkxD4wpPmYRoQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQeFBsQgQgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAJPQ4Bi09OgZCIQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAGKTWgABEAABEAABEAABEAABEAABEAABEAABEDgaQhQbHoalEwEAiAAAiAAAiAAAiAAAiAAAiAAAiAAAiBAsQkNgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIPA0Bik1Pg5KJQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEKDahARAAARAAARAAARAAARAAARAAARAAARAAgachQLHpaVAyEQiAAAiAAAiAAAiAAAiAAAiAAAiAAAiAAMUmNAACIAACIAACIAACIAACIAACIAACIAACIPA0BJ5SbPqv/+2vHnzAAA2gATSABtAAGkADaAANoAE0gAbQABpAA+c18LQqT5GJnlZs+uP//r8efJ6PgT2k4Pp8XMEUTNEAGkADc2qA9+I4b2A4jmHl8wN++/gFpz6cKmt9a29wuy63W5z32itrw/a22kWxqXiRrPID0ftQE8eBjwbQABpAA8/SAO/FcS2B4TiGz9LzFfPAbx+/4NSH0xUavXpOuF2X21HtVNaG7W21i2ITxSZ+OVVcA6OHKvm8cNEAGlhJA5W/KM6CMxiufSbAbx+/4NSH0yznmt8n3K7Lrec506+sDdvbahfFpuKFhsoPROYBJ4fDHw2gATSABkY0wHtxXD9gOI7hiIavzoXfPn7BqQ+nq/V6xfxwuy63o3qprA3b22oXxSaKTfyyqbgGRg9V8nnhogE0sJIGKn9RnAVnMFz7TIDfPn7BqQ+nWc41v0+4XZdbz3OmX1kbtrfVLopNxQsNlR+IzANODoc/GkADaAANjGiA9+K4fsBwHMMRDV+dC799/IJTH05X6/WK+eF2XW5H9VJZG7a31S6KTRSb+GVTcQ2MHqrk88JFA2hgJQ1U/qI4C85guPaZAL99/IJTH06znGt+n3C7Lree50y/sjZsb6tdFJuKFxoqPxCZB5wcDn80gAbQABoY0QDvxXH9gOE4hiMavjoXfvv4Bac+nK7W6xXzw+263I7qpbI2bG+rXRSbKDbxy6biGhg9VMnnhYsG0MBKGqj8RXEWnMFw7TMBfvv4Bac+nGY51/w+4XZdbj3PmX5lbdjeVrsoNhUvNFR+IDIPODkc/mgADaABNDCiAd6L4/oBw3EMRzR8dS789vELTn04Xa3XK+aH23W5HdVLZW3Y3la7KDZRbOKXTcU1MHqoks8LFw2ggZU0UPmL4iw4g+HaZwL89vELTn04zXKu+X3C7brcep4z/crasL2tdlFsKl5oqPxAZB5wcjj80QAaQANoYEQDvBfH9QOG4xiOaPjqXPjt4xec+nC6Wq9XzA+363I7qpfK2rC9rXZRbKLYxC+bimtg9FAlnxcuGkADK2mg8hfFWXAGw7XPBPjt4xec+nCa5Vzz+4Tbdbn1PGf6lbVhe1vtothUvNBQ+YHIPODkcPijATSABtDAiAZ4L47rBwzHMRzR8NW58NvHLzj14XS1Xq+YH27X5XZUL5W1YXtb7aLYRLGJXzYV18DooUo+L1w0gAZW0kDlL4qz4AyGa58J8NvHLzj14TTLueb3Cbfrcut5zvQra8P2ttpFsal4oaHyA5F5wMnh8EcDaAANoIERDfBeHNcPGI5jOKLhq3Pht49fcOrD6Wq9XjE/3K7L7aheKmvD9rbaRbGJYhO/bCqugdFDlXxeuGgADaykgcpfFGfBGQzXPhPgt49fcOrDaZZzze8Tbtfl1vOc6VfWhu1ttYtiU/FCQ+UHIvOAk8PhjwbQABpAAyMa4L04rh8wHMdwRMNX58JvH7/g1IfT1Xq9Yn64XZfbUb1ktPFnf/Xdx4d/+NHjdz/44PH+++9vfsxvcRaf2aftbbWLYhPFptTDkHmAyOHgRwNoAA2ggVENZL4ojq65Wj4Yrv0cwm8fv+DUh9OM5x/crsvtqB4z2rAC0rt377rqQBZn8Zl92t5Wu8oUm77y3tce8dMiKRPjc/bmbPnM5vN9vxXv/dZvxZyxZR6IuOfWetpnyxfzt+5Dc6htzSVfnMPbY9/PE31+nInzOfR5EaEBNIAG5tPAM96LW+8S04P3xb7XS/T5sY9T3/vVjz6NY6t4tdF/dlwFQ79v3Zta77O+7NZGX8vv42Nf+dHux2diFBtbP5/1o9/GMcaPW/E9tiy/mtvvQf2jvVqc8tUqV63sW63ifKtY2TS2Vja13tfTB6fPz3+Pn/pqWzjKZ633y96yxVjFxJw4VtzZdpRbW0972dq735OPVd/71ZfPt9GncWx9jvWj38Y+Zs/vfT4n9n1cnF+xMab6OKMN+8XSmet3/9UHTX6OsLG9rXaVKDZJrLH1hERfHJ+JtdxWvLepH9fxY8VY6+2tvo890888EHE/rfW0x+iTfav18THG+6y/54++ONZc0R7HPXGKoZ3vj0o4gzM0gAaiBp7xXozvEhtrnZbP23riFKPW5/t+9Gus1se2+oo721bB0Pbdui9v8/cmu7epH30at9qYk41RnuZTK/tWqzhrt2Jk97G9/Sv4PbNX7X2rbd3HUaz8Plc2a729tw9OP9afMPOYtnDd88unuayVrTWX97dyvO1sP8utX8fvfWv/Fh/jNPZz9cSdzWvFy2ZtXN/vwft8TuwrLtr9WDGztBlt2D+dO3NZfAYP29tq18uLTVtiNbsnSXHeZv2WvWXzsWfnjvGay+/laE0fe6afeSC0P+1pa/+jdj//3lyK8/fdsvl9K3Y0TvPQ8gcrGkADaGANDYy+F6MO4nsmjhUf7XGsuNgqzlrv82PFeL/1z9pj/ta4CoZn71F4eOz8HN6u2C0MfF4mRvP7NTWPfBqrbdlbNovfsmuuvfYKfuN6e/vb8h3Zze/X8eOYq7GP8bk9/beOkzD0WMmm1vusL7ta79+ztXx+vqN5vL+nn+VWc/v9+r78auWzVjZrW2PFbsW1/Jorzrdl1xxq/VpHOTHWj/fm83Ez9DPaoNiUL4G9tNgk4Vq7J07FbcVEfxz7PPmslV02ja2Vzcd5v+8r1tt8/8jvY2M/80DYHFrTt35u2Y9se37N4dtWvPwtn7dZP8bGseKjPY4VR7vGH5fwCI9oAA1IA6PvRc2jNr4/4vhsnOKt1VzWenvsK87bW7Yzfh8b+7NgGDHQ2Fp/Ty27bD4u9kdjlG+t5pZN49hGfxwrfssu/177bH5ba23tb8uuOaJfY2sV02oVZz71j3Ja83jbW8dJOHpMZPPtnr/la9mO5vM51ld8tPeOs9xqfr++78tvrezWenvsn43z+cr1Nt+Pfo19uxdvPsX6uNjviYk5VccZbVBsmrzYdCTGI4FHfxzH+aM/ji2+ZYvzaHwUe+TXPK0280DYPH5N9a3VGrJpHHO8Xf2Y48e+H+eKPu+XT63WUtuyy2ZtjPM+71ccLX+wogE0gAbm1sAz3oteA3pvyBbHZpfNv1e8zfc1j8/ztlZf+d7Xsp3x+9jYr4Zh3J/GLQzO2hSvVnNbK1tsWzHe5vvKlS2OZVcb/XFscbJZq7wz7Si/Wn9vza2YLbvmiv44VlxsFefbGHN2/JZxEo4RM2/3fYvzY9/XHEc2+a3dy4lrKfZMm+XWr619tvbt4472pfxM3FFu9Pux+tZqbdk0tla22O7FeN9s/Yw2KDZRbPrsQZHY9bBoHNvoj2OL37NFXxwfrRf9e+PMA9Haf9xjHLdy4r5ijh/7fpwr+rxfPt/6db099nvifAz9uf/AhD/4QwNowDQw+l6M7xIbe221/LL1xLVivK3V35u/FW+2Vs5WbLRXwzDuT+PWPcpmrcXFccz1fuVkYpQTW80vexzLrjb6NW61yjnbZvm1dXr3obi4ty274qI/jhUXW8X5NsacHb9lnIRjxMzbfd/i/Nj3NUePLcbE8d5c8vW0z+DWr9PaZ8vmc9QfiTvKjf6zY9ujcmKr/auNfhvLN1Ob0QbFJopNnz0oEroeBo1jG/1xbPF7tuiL46P1on9vnHkgWvvXHq1t+bdsfm+aQzY/Vr81v3zK21srxmocWz/X3nwxjjF/rKIBNIAG5tbA6Hux933SG7enJ82xF2O+VlzL5uc58vvY2J8Fw9Y9ymatx05j3aviNG61z4iJc8RxXDf6NY5tzDszzvLr1zjaj/w+x/pbdsVFfxwrLrY+Tn1rY9yZ8VvGSRhGvLxdfeGsseX4vubosSnG2q159uxa66gd4VZ79Gv02nyO+q1c+XzbimvZ9nJivMbWWp7Ge3N4X6uvOdS2YirbMtqg2ESx6bOHR8LeE7981u7FK04xvo2+OPax1j/yx3g/zjwQW2tqH771a8nubb4f/VvjLfveXPId5cpvrXKsld3b6M/9ByX8wR8aQAMtDTzzvdiaP75PNM68d5TbWsfbWnEt21GO9+/1Z8FwCwNv931/z1v2Z8ZoDWs1r2waxzb6t8Z+zjjH0TjLb2veuD/FnLVv5W3No3i1Pk59a+XPtG8ZJ2EYcYt2jdUqPo7NftameGs1r1r5ND7bZrnVunut9qIYjbfakbij3OiPY9uTbL71e5Xd23r62byeua+MyWiDYtOkxSYT0pZQze6Fthd3NvZsvN/H1p7P7C/OtzfOPBBbe/T2s/ttxUebxmp1X3Hs96EYb7N42WOuxj7G5yqPlj9S0QAaQANrauDZ78WoE71nZNc4+95RvuZT6+fbi/FxPrdll/+orYKh7fPsvcecTL7w2cqVP67Vsrd42Jq3ZY82ja31653pj/Ab19F+eu0WdzZnL17rxhiNrVXM2fYt4yT8ImbRrrFaxcex2XttPraV4/1a72w7wq32tNX6vSjG26xvdm/riduLifNpjWg/mqPlb9n83rVWyxbXjzEVxxlt/O4HH5yqtlh85t5tb6tdL/3/RmckSOCt1pPU8ntbNtbvwc/h7X4d3/fx3t7q+9gz/cwD4ffeWsvvL/q9r9X38fLLprHaaNfYWsW02lZcy2a5srfmkU0xtGv+4Qmv8IoG3pYGrngveg213h2yWatYb4t9xVgbfX6sONk0Viv7Vqu4s20VDG3fW/cme+ve5PNtjPO+2FdstPtxT4zFK863fp5WvxXbsm3N72Nb/VF+j/Zsayqmtb58W23M2Yozu2IVo7G1svk47z/qv2WchF3EKNo1Vqv4ODZ7ry3OYXmyqW3NJV9PO8pta43WnmRrtX6Oll82xcVxtMsfW8VZK5+3qS+ftbL5HO9XX3Eat1rFzNJmtPHhH370ePfuXVcdyOIsPoOH7W216+XFJhHRK94Yp3zfxhg/9nHqy69xbOX3bYzR2MdYX/Zsm3kgbC3to7WufHv78zFbcYrxa5y1KV6tn2vvPhRvrY/zdvXjnIzf1h+m8A3faGAtDVzxXvQa2Xp3yG6txftx7Pv51I8xmsfPpdjYxtzoPzuugqHf99l79PF+HvW9P/afHaP5Yru1ro9TjLdZX3Zro+9oPMpvz9qK2duLYtTuxZpPcb5Vjmwat+K9r6f/1nHaw9Tj9+w4za15rZVNrXwan20z3GrN1n5s/T2/96nf2rN8vlWcbBrHVn610W/jHp/F+FzltFrF7fkUM0ub0caf/dV3Pysg2S+W7J/UbX3Mb4Umi8/gYXtb7SpTbMoQ8hZyMg/EW8CFe1zrj0f4hE80gAZ6NcB7cVwrYDiOYa9eXxEHv338vnWcVEB4hUb31nzGvt46t3v4vnVfZW3Y3la7KDZ9WgWu/NBVfiAq48beausafuAHDaCBrAZ4L45rBwzHMczq9448+O3jF5z2fwlzh1Zba1Bs6tNvCztsx9hVfu5tb6tdFJsoNpUutnFoHh+aYARGaAANvCUNVP6iOAsPYLj2mQG/ffyC0+c4PaO486yz71l7gdu+Z+BZvM00T2Vt2N5Wuyg2UWyi2FRcAzMd4OyVlzsaQANXa6DyF8Wr7/1Z84Ph2s8p/PbxC059OD3r3LlzHrhdl9tRHVXWhu1ttYtiU/FCQ+UHYvRhJ58XARpAA2gADZzVAO/Fcc2A4TiGZ3V7Zzz89vELTn043andZ60Ft+tyO6qRytqwva12UWyi2MQvm4prYPRQJZ8XLhpAAytpoPIXxVlwBsO1zwT47eMXnPpwmuVc8/uE23W59Txn+pW1YXtb7aLYVLzQUPmByDzg5HD4owE0gAbQwIgGeC+O6wcMxzEc0fDVufDbxy849eF0tV6vmB9u1+V2VC+VtWF7W+2i2ESxiV82FdfA6KFKPi9cNIAGVtJA5S+Ks+AMhmufCfDbxy849eE0y7nm9wm363Lrec70K2vD9rbaRbGpeKGh8gORecDJ4fBHA2gADaCBEQ3wXhzXDxiOYzii4atz4bePX3Dqw+lqvV4xP9yuy+2oXiprw/a22kWxiWITv2wqroHRQ5V8XrhoAA2spIHKXxRnwRkM1z4T4LePX3Dqw2mWc83vE27X5dbznOlX1obtbbWLYlPxQkPlByLzgJPD4Y8G0AAaQAMjGuC9OK4fMBzHcETDV+fCbx+/4NSH09V6vWJ+uF2X21G9VNaG7W21i2ITxSZ+2VRcA6OHKvm8cNEAGlhJA5W/KM6CMxiufSbAbx+/4NSH0yznmt8n3K7Lrec506+sDdvbahfFpuKFhsoPROYBJ4fDHw2gATSABkY0wHtxXD9gOI7hiIavzoXfPn7BqQ+nq/V6xfxwuy63o3qprA3b22oXxSaKTfyyqbgGRg9V8nnhogE0sJIGKn9RnAVnMFz7TIDfPn7BqQ+nWc41v0+4XZdbz3OmX1kbtrfVLopNxQsNlR+IzANODoc/GkADaAANjGiA9+K4fsBwHMMRDV+dC799/IJTH05X6/WK+eF2XW5H9VJZG7a31S6KTRSb+GVTcQ2MHqrk88JFA2hgJQ1U/qI4C85guPaZAL99/IJTH06znGt+n3C7Lree50y/sjZsb6tdFJuKFxoqPxCZB5wcDn80gAbQABoY0QDvxXH9gOE4hiMavjoXfvv4Bac+nK7W6xXzw+263I7qpbI2bG+rXRSbKDbxy6biGhg9VMnnhYsG0MBKGqj8RXEWnMFw7TMBfvv4Bac+nGY51/w+4XZdbj3PmX5lbdjeVrueVmwycPiAARpAA2gADaABNIAG0AAaQANoAA2gATSABs5pgGJTAwFEdE5E4AVeaAANoAE0gAbQABpAA2gADaABNIAG0IA00Ci1TG162i+bvvvd7z74PB8DEx64Ph9XMAVTNIAG0MCcGuC9OM4bGI5jWPn8gN8+fsGpD6fKWt/aG9yuy+0W5732ytqwva12UWwqXiSr/ED0PtTEceCjATSABtDAszTAe3FcS2A4juGz9HzFPPDbxy849eF0hUavnhNu1+V2VDuVtWF7W+2i2ESxiV9OFdfA6KFKPi9cNIAGVtJA5S+Ks+AMhmufCfDbxy849eE0y7nm9wm363Lrec70K2vD9rbaRbGpeKGh8gORecDJ4fBHA2gADaCBEQ3wXhzXDxiOYzii4atz4bePX3Dqw+lqvV4xP9yuy+2oXiprw/a22kWxiWITv2wqroHRQ5V8XrhoAA2spIHKXxRnwRkM1z4T4LePX3Dqw2mWc83vE27X5dbznOlX1obtbbWLYlPxQkPlByLzgJPD4Y8G0AAaQAMjGuC9OK4fMBzHcETDV+fCbx+/4NSH09V6vWJ+uF2X21G9VNaG7W21i2ITxSZ+2VRcA6OHKvm8cNEAGlhJA5W/KM6CMxiufSbAbx+/4NSH0yznmt8n3K7Lrec506+sDdvbahfFpuKFhsoPROYBJ4fDHw2gATSABkY0wHtxXD9gOI7hiIavzoXfPn7BqQ+nq/V6xfxwuy63o3qprA3b22oXxSaKTfyyqbgGRg9V8nnhogE0sJIGKn9RnAVnMFz7TIDfPn7BqQ+nWc41v0+4XZdbz3OmX1kbtrfVLopNxQsNlR+IzANODoc/GkADaAANjGiA9+K4fsBwHMMRDV+dC799/IJTH05X6/WK+eF2XW5H9VJZG7a31S6KTRSb+GVTcQ2MHqrk88JFA2hgJQ1U/qI4C85guPaZAL99/IJTH06znGt+n3C7Lree50y/sjZsb6tdFJuKFxoqPxCZB5wcDn80gAbQABoY0QDvxXH9gOE4hiMavjoXfvv4Bac+nK7W6xXzj3L7P/7nnNj89d9s73vWe/L62Ls/H7fXH9XG3tyjPtvbahfFJopN/LKpuAZGDy7yt1+8YAM2aGA+DVT+ojiLnsBwPt2f0Rb89vELTn04ndFeldgst7/9p99/fPU3Pn586RufPL7wy4/pPl/+5iePX/zWx4/f+fff/9Hfd7Pfk+ehdX9nNZfVxtl1MvG2t9Uuik3FCw2VH4jMQ0TOui92uIVbNIAG7tAA78VxnYHhOIZ3aD27Bvz28QtOfThldfjKvAy3v/nH33988etzFpl8Qcb6dh/f/pPvP1a6J3+Pur+MxjLayKyTybG9rXZRbKLY9KPKd+ahIGfdFzXcwi0aQAMVNVD5i2JFvFp7AsO1n2347eMXnPpwap0h1W0Zbv/Jr3883S+ZfAEm9n/h019orXZP/h7t/jI6zGgjs04mx/a22kWxiWJT6kHNPEDkrPtSh1u4RQNo4C4NVP6ieBcGo+uA4drPK/z28QtOfTiNnjevyD/Lrf33jH76n/1wqWLTz/7qD5e7J19s+tI3fvjI/DeczmrjTv3a3la7KDZRbKLYVFwDdx5yrLXuFy+4hdtVNFD5i+IsGIPh2ucB/PbxC059OM1yrvl9Zrj1hQz6c/z3qjznvf2MNnrnHo2zva12UWwqXmio/ECMPlDkr/uSh1u4RQNo4CoN8F4c1xYYjmN4lb6fMS/89vELTn04PUOTd8+R4ZYC0xwFJs9TRlcZbXzve997fPTRR48PPvjg8f77729+zG9xFp/dG8WmBgIZ0kTAV9772sN/ZG+1Fteyy3bkV9xMbQbbLRyO7OaPH2EV7XGuPX+M1Zytdm+eVnyvTfP2xse4M/cQc8+Mr1jnaM6W32xbnzP3Q+y6X+TgFm5fpYHMezHutXXuKcaffbJttUexR/6tea+2ZzH09+P7fr/ebn3vo3/PuZHl1/PT4s5z62Otv+eLsVXGIzj5+21hVeUe3+o+Mtz6Igb9OQpPGX1ntGEFpHfv3jWqIP/QZHEWn93bP5xxbstLf9kUD2cd3C1y9nwWf+RvzTmDLfNAbGHRsnub9bcwiT6fJ/x7c7fiWvPEdfZyt3xx71txFezP3msPfkdrHvkr4MYe7vkDBpzBuYIGMu9Fv++9c9Gfd77v89X3ft/v9SvuFe0ohtpzvG8be5vvK4f2+nNklN/Io3EWufRj32/FVuU8i1PrfqOt6j2/lX1luKXANEeByfOU0XNGG/aLpTOXxWf3dmadGWJfWmxqkdA6rM2mz1bOnr+VM4st80DYvUUcNVar+/dj35dfbcvnbb6vHLV7PsWobcW2bIrvaUfze9Z4Vswz92pz6bO3v6M1j/x7c+O7/o8KMAbjt6aB7HvRcNJ5ptZj12vz82zln5nLz3FXfwRDv8d4n3FssS2bn4P+88+wUX6Ns8jb3njPV5nfUZz8vUUMvI/+8zV+hGmGW1/EoD9H4elIBy1/Rhv2T+fOXBbfWvvIZntb7Zqm2GTkbB3ksqs9InImf+aBaGElbNQKAz/2ffnVtnze5vvKUbvnU4zaVqy3qW+t+parsVo/n2xb8YpVuxUvv7U+xs8rn1rF+dw9X5xLea15tmJ9jtaSrdX2ztPKxXb/FygwB/O3roHse9Hj1jr3em02z1Hskd/v5RX9Chi+4r7fypoj/Eq7aoXZ3njPp/yK7QhO8X4iBtHP+N53d4ZbCkxzFJg8T5nnKqMNik35ElipYlProPY235e4vM335Z+9zTwQds+GhcdDfbXCxY+t7z+K0XxxnM3188S+n1Prepv25/OirTU+ipffryWbtd7emn/PH/P9vNHn58nGnZkzxsY1e/ytHGz3fqkCb/B+SxrIvhc9Rq2zttdm8xzFHvn9Xl7RvxJDf+/W9+NX3OtbXDPLr+fK94Wh+DzrU361NotTvI8WHjGG8b3v6Qy3vohBf47CU+a5ymiDYtMCxSa9wLxooi0e5kd+P9es/cwDoXsVXls4yR/jNfat5lDrfdaPc3n/ns/HaR6t0crL2GLO3jj6tD9v9/2MXzlq/Xy+L79vzX82piferxH7R/kxnvG9X6jAG7zfmgZG3ovCqnWu9dpsjqPYI7/28ap2FMPW/elezKfPFlaKpb3m/Mrw6zlr8RY592Pfb+VW5TmDU7yXiFv0M75G40e4ZrjtLTC1/uzey7V4+X1ftgrt2XuqsGfbw5EOWv6MNig2tRTSZyvxy6b4kjJhtA5vH3fkb4lrRlvmgdB9Ci+1vXbF+TbO4X3W3/Pv+c7Ms7VOa35v833NYTb/8fuQPdo0jvNpzl6/4rWOn8/3NZ9vleNtvt/y98zp54j9o/wYz/g1X6zAHdzfigZG3ovCqHWu9dpsjqPYI7/28ap2FMPW/W3dy5nYrTmwnzvfMvwaT62PsI88+rHvW3wca45qbQYnfw+z3Kff81vpZ7jtLaCcLRjtxe/5evfzjLjWPlq2Z6z1zDkyes5og2KTqSF3vbzYtHVQm33rY8La8m3NlxFjhZzMA6F9Cwu1vXbF+TbO4X3W3/Pv+c7Ms7VOa35v8/2tOeI+Ypyfw/eV522+3+P38b6vXN+afy9G/lbr5/H9vfks7sjv5+H8WpcAACAASURBVKJ/7g8C8AIvNHBeAyPvReHdOtd6bTbHUeyRX/t4VTuKYev+tu7lTOzWHNjPPSej/Brekbe98Z6vMncjOMV7rnyfb3FvGW57iyD2J3dvrMXtxe/5zqwxGtvaR8s2us6z8zPazmiDYpOpIXe9tNh09qA+ij/yZwT56pzMA+H3bJhEXDRWq/g4lt3aPd+R/yh3dB2b36/RGsc1fLz3+b6Pif2jsZ/H+jHe+/d8mTifE9eOvmf4W3NiO/eHAXiBFxro18Doe9Gw9ueux97bfb+V4/2+r/m8zfflf2U7guGZezkT+0o8Vlt7hF9h0eLObPooTq3srTzFVGuzOM10j9Uwv2s/GW57CyH2J/derP+T3OLsUnzsf+b8+//xMbLL5udp+Xxcpm9z+rw41vpaO/o1ll/xauX3Y2+TXW30mb31yegpow2KTWL2fPvyYpN/Oam/JZyjw/3IvzVvZXvmgfD3s4VJy262+NFcrXj5rI15Pn7P5+fQPNHmx37eaPfrRJ8fW9/H+jm93ef4mL18+Xxuy+bX8XP7vp9D8bLFseytdmtOxWou38pn7VG+j6Xf/wczWIEVGshpYPS9aLhvnWtnzsGtWPF65FfcK9oRDLew031Uvm/tcfV2hN/VsfH3l8XJa9z3/dz0c+f7s3DLcNsqZrRs8c9tHyOfbK2xfNba5cex7/2fBR/Ex/zeseZWG/Oi/Whs+briXH5sMRr3xCtWbUYvGW188MEH2l5Xa/HZvXUtMFHQS4tNGRLeWk7mgXhrGHG/r32hgz/4owE0cKcGXvFePCqw3Hn/z1jrFRg+Y9/M0XfWwC84vfVnJfMMqIBx1Nrf+VsxLZ+3+b7NEcdxXu/3/Rg3Oo5z29guzev7LduRXzmx9Xm+H+O2xhmdZ7Tx0UcfPd69e2dbPLwszuKzeztcYLIAik2f/l84M2K4KyfzQNy1N9aprR34gR80gAZW1ADvxXFdg+E4hpWfLfjt4xec+nCqrPWtvWW43SpoRLv9rR9tGrd83ub7lhPHsn3u+Ul/K1brjratub3N97WWt/l+yy+btfGSrzWHfFvtFv979ow2vve9731WQLJfLNk/qdv6mN8KTRa/t4ctn+1ttYtiE8Wm1MOw9ZBgX/fFDbdwiwbQQAUNZL4oVth3pT2A4drPMvz28QtOfThVOrt695LhdqugEe17RZGWz9t83+Y9M46xcV8j49bc3ub7WsfbfL/l37L5PN9X/FHbqwcfl9GGz7+yb3tb7aLYRLGJYlNxDVx5qDH3ul+04BZuV9VA5S+Ks2AOhmufD/Dbxy849eE0y7nm95nh9qiwIf9eUUSFAh/r433fYs6MY6zWeEYb5/5sY5/+j+buGStWbZzT7NHmx76vOY5az3lvP6ON3rlH42xvq10Um4oXGio/EKMPFPnrvuThFm7RABq4SgO8F8e1BYbjGF6l72fMC799/IJTH07P0OTdc2S4PSpsyN8qBshnrb80lt986suneNk1Vuvt6j+71Vq+jWt4n/W9P47N17LJ/rn3J2O24v06sZ/RVUYbmXUyOba31S6KTRSb+GVTcQ1kDity1v0CBbdw+9Y1UPmL4izcgOHa5wj89vELTn04zXKu+X1muI2FDMY/WVCqiIfnvLef0Ubv3KNxtrfVLopNxQsNlR+I0QeK/HVf8nALt2gADVylAd6L49oCw3EMr9L3M+aF3z5+wakPp2do8u45MtxWLKawp/2CV0ZXGW1k1snk2N5Wuyg2UWzil03FNZA5rMhZ9wsU3MLtW9dA5S+Ks3ADhmufI/Dbxy849eE0y7nm95nhlsLOfmGnIj6e895+Rhu9c4/G2d5Wuyg2FS80VH4gRh8o8td9ycMt3KIBNHCVBngvjmsLDMcxvErfz5gXfvv4Bac+nJ6hybvnyHBbsZjCnvYLYBldZbSRWSeTY3tb7aLYRLGJXzYV10DmsCJn3S9QcAu3b10Dlb8ozsINGK59jsBvH7/g1IfTLOea32eGWwo7+4Wdivh4znv7GW30zj0aZ3tb7aLYVLzQUPmBGH2gyF/3JQ+3cIsG0MBVGuC9OK4tMBzH8Cp9P2Ne+O3jF5z6cHqGJu+eI8NtxWIKe9ovgGV0ldFGZp1Mju1ttYtiE8UmftlUXAOZw4qcdb9AwS3cvnUNVP6iOAs3YLj2OQK/ffyCUx9Os5xrfp9nuf3rv/nu48vf/OSxUnHnS9/45PGlxe7J82N8GW+e957+WW30zPmsGNvbahfFpuKFhsoPxLMeLOY5f1CCGZihATTwVjXAe3Fc+2A4jmHl5w9++/gFpz6cKmt9a28Zbv/xv/h4qWLTV3/j48dq9+SLTXZ/W/zv2TPa2JvvmT7b22oXxSaKTakH9ZkPFnOt+7KHW7hFA2jg2Rqo/EXx2fd61XxguPZzCb99/IJTH05XnUNXzpvh9tt/8v3HP/r6Gr9usvv4nT/9/mOle/KFJt1fRkMZbWTWyeTY3la7KDZRbKLYVFwDmcOKnHW/QMEt3L51DVT+ojgLN2C49jkCv338glMfTrOca36fWW5/+9MCzS9+6+PHl351zqKT/dMy2//v/fn3f/T33ez35ItMrfvzvPf0s9romXs0xva22kWxqXihofIDMfpAkb/uSx5u4RYNoIGrNMB7cVxbYDiO4VX6fsa88NvHLzj14fQMTd49xyi3mf8W0N332Fpvb997vtZcFW3PuIdRbVyJi+1ttYtiE8WmH1W+r3x4mHvdFzrcwi0aQAN3aqDyF8U7cRhZCwzXfmbht49fcOrDaeSseVUu3K7L7aimKmvD9rbaRbGJYhPFpuIaGD1UyeeFiwbQwEoaqPxFcRacwXDtMwF++/gFpz6cZjnX/D7hdl1uPc+ZfmVt2N5Wuyg2FS80VH4gMg84ORz+aAANoAE0MKIB3ovj+gHDcQxHNHx1Lvz28QtOfThdrdcr5ofbdbkd1UtlbdjeVrsoNlFs4pdNxTUweqiSzwsXDaCBlTRQ+YviLDiD4dpnAvz28QtOfTjNcq75fcLtutx6njP9ytqwva12UWwqXmio/EBkHnByOPzRABpAA2hgRAO8F8f1A4bjGI5o+Opc+O3jF5z6cLpar1fMD7frcjuql8rasL2tdlFsotjEL5uKa2D0UCWfFy4aQAMraaDyF8VZcAbDtc8E+O3jF5z6cJrlXPP7hNt1ufU8Z/qVtWF7W+2i2FS80FD5gcg84ORw+KMBNIAG0MCIBngvjusHDMcxHNHw1bnw28cvOPXhdLVer5gfbtfldlQvlbVhe1vtothEsYlfNhXXwOihSj4vXDSABlbSQOUvirPgDIZrnwnw28cvOPXhNMu55vcJt+ty63nO9Ctrw/a22kWxqXihofIDkXnAyeHwRwNoAA2ggREN8F4c1w8YjmM4ouGrc+G3j19w6sPpar1eMT/crsvtqF4qa8P2ttpFsYliE79sKq6B0UOVfF64aAANrKSByl8UZ8EZDNc+E+C3j19w6sNplnPN7xNu1+XW85zpV9aG7W21i2JT8UJD5Qci84CTw+GPBtAAGkADIxrgvTiuHzAcx3BEw1fnwm8fv+DUh9PVer1ifrhdl9tRvVTWhu1ttetpxSYDhw8YoAE0gAbQABpAA2gADaABNIAG0AAaQANo4JwGKDY1EDARcV2DANhegyuzggAIgAAIzIkA78Vx3sBwHMPKM8BvHzvg1IfTjFFwOyNr9+y5sjYq7y3LztN+2ZTdAHn7CKwouv07xgsCIAACIAAC2wjwXtzGptcDhr1IzRkHv328gVMfTjNGwe2MrN2z58raqLy3LDsUm7LI3ZS3ouhugo5lQAAEQAAEFkSA9+I4qWA4jmHlGeC3jx1w6sNpxii4nZG1e/ZcWRuV95Zlh2JTFrmb8lYU3U3QsQwIgAAIgMCCCPBeHCcVDMcxrDwD/PaxA059OM0YBbczsnbPnitro/LesuxQbMoid1PeiqK7CTqWAQEQAAEQWBAB3ovjpILhOIaVZ4DfPnbAqQ+nGaPgdkbW7tlzZW1U3luWHYpNWeRuyltRdDdBxzIgAAIgAAILIsB7cZxUMBzHsPIM8NvHDjj14TRjFNzOyNo9e66sjcp7y7JDsSmL3E15K4ruJuhYBgRAAARAYEEEeC+OkwqG4xhWngF++9gBpz6cZoyC2xlZu2fPlbVReW9Zdig2ZZG7KW9F0d0EHcuAAAiAAAgsiADvxXFSwXAcw8ozwG8fO+DUh9OMUXA7I2v37LmyNirvLcsOxaYscjflrSi6m6BjGRAAARAAgQUR4L04TioYjmNYeQb47WMHnPpwmjEKbmdk7Z49V9ZG5b1l2aHYlEXuprwVRXcTdCwDAiAAAiCwIAK8F8dJBcNxDCvPAL997IBTH04zRsHtjKzds+fK2qi8tyw7FJuyyN2Ut6LoboKOZUAABEAABBZEgPfiOKlgOI5h5Rngt48dcOrDacYouJ2RtXv2XFkblfeWZYdiUxa5m/JWFN1N0LEMCIAACIDAggjwXhwnFQzHMaw8A/z2sQNOfTjNGDXK7f/7eMa7fjz+bmffs96TZ2Lv/nzcXn9UG3tzj/oq7y17bxSbssjdlLei6G6CjmVAAARAAAQWRID34jipYDiOYeUZ4LePHXDqw2nGqCy3//ovH4/3vv14/Nw3H48v/PJ8n5//tcfjl37r8fiD//xj1ma/J89D6/5+fKd9vaw2+mYfi6q8t+ydUWzKIndT3oqiuwk6lgEBEAABEFgQAd6L46SC4TiGlWeA3z52wKkPpxmjMtx++J8ej5/6lfkKTL4Yo/4XP72P3/+Lx2Ole9K9Wav7y2gzo43MOpmcynvL3I/lUGzKIndT3oqiuwk6lgEBEAABEFgQAd6L46SC4TiGlWeA3z52wKkPpxmjMtz+wrfWKDSpKGO/0FrtnnRv1tr9Za6MNjLrZHIq7y1zP5ZDsSmL3E15K4ruJuhYBgRAAARAYEEEeC+OkwqG4xhWngF++9gBpz6cZow6y63994x+9htrFZu+/On9/Mxi9+SLTfZPHTP/Daez2rhT/5X3lsWBYlMWuZvyVhTdTdCxDAiAAAiAwIII8F4cJxUMxzGsPAP89rEDTn04zRiV4dYXMujPUXjLaDOjjcw6mZzKe8vcj+VQbMoid1PeiqK7CTqWAQEQAAEQWBAB3ovjpILhOIaVZ4DfPnbAqQ+nGaMy3FJgmqPA5HnKaDOjDVvnO9/5zuPDDz98vP/++5sf81tc9sruLbveHXkvLzZ95b2vPfxn76YtLl4+t+WP8bONs6KLuHhsfN/jkbHvrePntn5PbE9MnFfjs/tX3la7NZ+P39vvXv6Wb8vu14z9rRyz7/k0j+JiK7/aOJfi5fdtjJVvyy6/tVvzbtl9rvJ7bDGGMQiAwBwIZN+L/u72ziKdNXsxmuso9sivee5uRzD097SFkY+5+95Y7/EY4fffffGLD/9ZGc8RnDwuW8+Bj6F/LwIZbn0Rg/4chaeMqjLasALSu3fvupazuGzBKbO3rk29MOilxaZ4OOvLSQuPli/mW17L1ppvFltWdHs4bPladtnUety2bL12i4uxrXG0+T2orxi1slvbsnl/q68ctTHG7C2ft/l+K3/Ltpd3Jsfm2ZrL231f87dyY1wrxuerr1b5amVvta2Yli3mWkwrrmWLuYxBAATmQCD7XtTdbZ0T5vdnhe8r17fe7/uK8Tbfl/+VbRbD1n1EWxy/8j7f6tpZfq3I5C8VnbxtpX4WJ4+B6R3Ne0Rq9DPcUmCao8DkecqoLaMN+8XSmetsvObO7E25VduXFptaoLQObB3kLV+coycm5lQeZ0W3h8OWr2WXTa3HqmUzv9mjL441T4xtxbVsylerGLWyW9uyeX+rrxy1MWbL7uP2Ylo+2dT6ubb6ilXr42RT2/KZreWX3ft8X37fWl9XjDW7bGoVu9X6ON8/im/Ftmxb82AHARCojUD2vWh3pbNArb/TXpufZyv/zFx+jrv6IxjGPcZ7jeMYz/h6BJ7JbyxAXb/7+1YYxcm0rs99u2alHgQy3PoiBv05Ck89WogxGW3YP507c52N19yZvSm3ajtNsckAPPoCs+KBnxXdHlZbvpZdNrVeyC2b/N7n+/L71vt9XzEtm3xqFaNWdmtbNu9v9ZWj1se0bN6v/l5cyyebWs2z1ypWrY+VzVr15fdj35dfrff5vvk1tlb9Vl60xVj5Y6t51Ub/1rg1f8u2lY8dBECgNgLZ96K/q9aZ0GuzeY5ij/x+L6/oPwND4eDv1fdfcV+s+TkCz+LXZqPYtK0q6V3tdiSeuxHIPAMUmOYoMHmeMrrKaONs8ehsvO4jszflVm1LFZtah7W3+b4ANZs+sq3UZkXXwkq4bPmi/exY81vrc33fx6jv/b4f51F8bI9yoj/mx3GMPxrHfI1jnuzWRt/R2Oeqf5Tj/b4f148+zX8U5/N8P+b1jP2avm/zxrm9v9VvxbdsrVxsIAAC9RHIvhf9nbXOhF6bzXMUe+T3e3lFfwRDuzd94t513/JrHOMYX4vACL9xZxSbIiKfj722fb8djfVuBDLPgC9i0J+j8JTRVUYbZ4tHZ+N1H5m9KbdqW6bYpC8mHqhoOzrMY7yfa9Z+VnTCwrfCYAvHaD871vzW+lzf9zHqe7/1/Ucxe63Pt7ij8d5cPflxfuVo35q/Fbfli7FxrDzfxpgzYx/r+35+63uf70dfHJ+Jtdyty+aJc23Fyt6Kb9kUTwsCIDAXAtn3or/L1pnQa7N5jmKP/H4vr+g/A0Ph4O/V+nvjV9zrW1zzWfyuXGgyXWRxaun8Leqs8j1nuO0tMLXuey/X4uX3fdkqtGfvqcKebQ+ZK6ONs8Wjs/G6j8zelFu1LVFs8l9MBFQ8yM3eilO82p4Yxc7QZkW3h8OWz9utv/URbj5eNrXe5/vy+9b7Y9+PfY765t/6+Bj1j9qtufw+fD/O532+fxRnsa1PzNO4FSubj1HfWu+3vi7fl02t9/m++Vtj2dQqzsatj9ZptTG+FdOy+bXlb9nkowUBEJgLgex70d9l60zotdk8R7FHfr+XV/SfgaH27e/V91t+2WivReAZ/K5eaDIGMjiZxqPO4/hadpm9B4EMt70FFFu/N1YFka34s3NtzTNqb+2jZRtd59n5tsezV0YbZ4tHZ+N1D5m9Kbdq+/Ji09YBrcO81e6BuTXfXk5lX1Z0ezhs+bzd9z0+3u77WzFmt7gzsXtzeZ/mjrZo31r7KM/7/Ry99+Nz/Fy9++vN93P7HN9XjGxq414U17L7nJbf23ys7+/N731+rtiPcXHcWq9li3mMQQAE5kAg+170d9c6E3ptNs9R7JHf7+UV/WdgqH37e/X9ll822msRGOHXikxvodBkDGRwMo1vfa5lldnPIJDhtrcQYvvojbW4vfg935k1RmNb+2jZRtd5dr7t8eyV0cbZ4tHZeN1DZm/Krdq+tNjU+lKyB1SMb42jbW++GXxZ0e3h0PKZzdt93+Pk7b6vGLP12luxW7maP7ateIvxdt+P+XG8FRvtNo62uG5r3LK15mnFmU1XT85ejPf5vp8/2o/GW7kxz8epH9tWTssW82zcimvZWrnYQAAE6iOQfS/6O9s6E7zd9y13bxx9Mb7l9/u5u5/FMN6HjVs23U/LLx/tdQhk+X1LhSZDP4tTZC4+A9HP+H4EMtz2FkLsbvZi/d1anF2Kj/3PnH//Pz5Gdtn8PC2fj8v0bU6fF8daX2tHv8byK16t/H7sbbKrjT6ztz5a70yb0cbZ4tHZeO0/szflVm1fXmzSFxHfboEVD3OfE31bc8xmz4puDw/v8xgKG++Xzbfy+1z1fVzsK8a3rZiWzXLi1bL5GPn9eur7OPUVr3Fso19z+Tbm2Nj7W3O0cmSL8ZpP/larHLUxxuzep7FvY46NfU5rrBzNsxfjY9VX6/Nls3bL7mMU17IpX22MYQwCIDAHAtn3or87Owdal86H6I9jy92K1bxHfsW9os1i6O+phYndS0/MK+75La2Z5fet/KJJWsjipHy1W8+C/LT3I5DhtlXMaNni3fgY+WRrjeWz1i4/jn3v/yz4ID7m9441t9qYF+1HY8vXFefyY4vRuCdesWqVc6bNaOPDDz88s8TjbLwmz+xNuVXblxabqoJSaV8riq4SvuwFBEAABEBgLgRe8V5c7Y/JV2A4l8rm3m2WX/2yKbZzo7G9+yxO2zPiqYJAhlsVMI5au8etmJbP23zf5ojjOK/3+36MGx3HuW1sl+b1/ZbtyK+c2Po8349xW2PLOXtltPGd73zn8e7du66lLM7iM1dmb5l17syh2HQn2om1VhRdAgZSQAAEQAAEQOAzBHgvjgsBDMcxrDwD/PaxA059OM0YleF2q6AR7YZHtGnc8nmb71tOHMv2uecn/a1YrTvatub2Nt/XWt7m+y2/bNbGS77WHPJttXGunnFGGzavFZDsF0v2T+S2PubPFppsjezeLLfqRbGpKjN/v68VRVcccrYHAiAAAiBQGAHei+PkgOE4hpVngN8+dsCpD6cZozLcbhU0ot3wiDaNWz5v833LOTOOsVrzGW1rbm/zfa3nbb7f8m/ZfJ7vK/6otZyzV0YbZ9fIxlfeW/aeKDZlkbspb0XR3QQdy4AACIAACCyIAO/FcVLBcBzDyjPAbx874NSH04xRGW6PChvyGx7qx1ZYyd4ay2etXb3jGOvzRvtxbhvbpXk/H+2PFavW52/ZfIzvK/6o1b7OtBltnJl/JLby3rL3RbEpi9xNeSuK7iboWAYEQAAEQGBBBHgvjpMKhuMYVp4BfvvYAac+nGaMynB7VNiQv4WHfNb6S2P5zae+fIqXXWO13q7+s1ut5du4hvdZ3/vj2Hwtm+yfe38yZiverxP7fp7efkYbvXOPxlXeW/beKDZlkbspb0XR3QQdy4AACIAACCyIAO/FcVLBcBzDyjPAbx874NSH04xRGW5jIYPxTxaUKuKR0WZGG5l1MjmV95a5H8uh2JRF7qa8FUV3E3QsAwIgAAIgsCACvBfHSQXDcQwrzwC/feyAUx9OM0ZluK1YTGFP+wWvjDYz2sisk8mpvLfM/VgOxaYscjflrSi6m6BjGRAAARAAgQUR4L04TioYjmNYeQb47WMHnPpwmjEqwy2Fnf3CTkV8MtrMaCOzTian8t4y92M5FJuyyN2Ut6LoboKOZUAABEAABBZEgPfiOKlgOI5h5Rngt48dcOrDacaoDLcViynsab8AltFmRhuZdTI5lfeWuR/LodiURe6mvBVFdxN0LAMCIAACILAgArwXx0kFw3EMK88Av33sgFMfTjNGZbilsLNf2KmIT0abGW1k1snkVN5b5n4sh2JTFrmb8lYU3U3QsQwIgAAIgMCCCPBeHCcVDMcxrDwD/PaxA059OM0YleG2YjGFPe0XwDLazGgjs04mp/LeMvdjORSbssjdlLei6G6CjmVAAARAAAQWRID34jipYDiOYeUZ4LePHXDqw2nGqLPc/t3Hj8fP/9p+YWO2ws/PffPx+LnF7slzYHwZb2evs9o4O/9IfOW9Ze+LYlMWuZvyVhTdTdCxDAiAAAiAwIII8F4cJxUMxzGsPAP89rEDTn04zRiV4fYr31qr2PTetx+P1e7JF5vs/jJXRhuZdTI5lfeWuR/LodiURe6mvBVFdxN0LAMCIAACILAgArwXx0kFw3EMK88Av33sgFMfTjNGZbj9/b94PL749TUKTj/1K4/HH/zl47HSPflCk+4vo82MNjLrZHIq7y1zP5ZDsSmL3E15K4ruJuhYBgRAAARAYEEEeC+OkwqG4xhWngF++9gBpz6cZozKcvtvPi3Q/NJvffrPzz79J2i+uDFL/+f/+ef7/7f/5ceszX5PHvvW/f34Tvt6WW30zT4WVXlv2Tuj2JRF7qa8FUV3E3QsAwIgAAIgsCACvBfHSQXDcQwrzwC/feyAUx9OM0aNcpv5bwFVwGlv33u+Cnvv2cMz7mFUGz37zMZU3lv2nig2ZZG7KW9F0d0EHcuAAAiAAAgsiADvxXFSwXAcw8ozwG8fO+DUh9OMUXA7I2v37LmyNirvLcsOxaYscjflrSi6m6BjGRAAARAAgQUR4L04TioYjmNYeQb47WMHnPpwmjEKbmdk7Z49V9ZG5b1l2aHYlEXuprwVRXcTdCwDAiAAAiCwIAK8F8dJBcNxDCvPAL997IBTH04zRsHtjKzds+fK2qi8tyw7FJuyyN2Ut6LoboKOZUAABEAABBZEgPfiOKlgOI5h5Rngt48dcOrDacYouJ2RtXv2XFkblfeWZYdiUxa5m/JWFN1N0LEMCIAACIDAggjwXhwnFQzHMaw8A/z2sQNOfTjNGAW3M7J2z54ra6Py3rLsUGzKIndT3oqiuwk6lgEBEAABEFgQAd6L46SC4TiGlWeA3z52wKkPpxmj4HZG1u7Zc2VtVN5blh2KTVnkbspbUXQ3QccyIAACIAACCyLAe3GcVDAcx7DyDPDbxw449eE0YxTczsjaPXuurI3Ke8uyQ7Epi9xNeSuK7iboWAYEQAAEQGBBBHgvjpMKhuMYVp4BfvvYAac+nGaMgtsZWbtnz5W1UXlvWXYoNmWRuylvRdHdBB3LgAAIgAAILIgA78VxUsFwHMPKM8BvHzvg1IfTjFFwOyNr9+y5sjYq7y3LDsWmLHI35a0oupugYxkQAAEQAIEFEeC9OE4qGI5jWHkG+O1jB5z6cJoxCm5nZO2ePVfWRuW9Zdmh2JRF7qa8FUV3E3QsAwIgAAIgsCACvBfHSQXDcQwrzwC/feyAUx9OM0bB7Yys3bPnytqovLcsO08rNhk4fMAADaABNIAG0AAaQANoAA2gATSABtAAGkAD5zSQLepUzXtaselv//ZvH3yej4E9oOD6fFzBFEzRABpAA3NqgPfiOG9gOI5h5fMDfvv4Bac+nCprfWtvcLsut1uc99ora8P2ttpFsal4gIPnjgAACHZJREFUkazyA9H7UBPHgY8G0AAaQAPP0gDvxXEtgeE4hs/S8xXzwG8fv+DUh9MVGr16Trhdl9tR7VTWhu1ttYtiE8UmfjlVXAOjhyr5vHDRABpYSQOVvyjOgjMYrn0mwG8fv+DUh9Ms55rfJ9yuy63nOdOvrA3b22oXxabihYbKD0TmASeHwx8NoAE0gAZGNMB7cVw/YDiO4YiGr86F3z5+wakPp6v1esX8cLsut6N6qawN29tqF8Umik38sqm4BkYPVfJ54aIBNLCSBip/UZwFZzBc+0yA3z5+wakPp1nONb9PuF2XW89zpl9ZG7a31S6KTcULDZUfiMwDTg6HPxpAA2gADYxogPfiuH7AcBzDEQ1fnQu/ffyCUx9OV+v1ivnhdl1uR/VSWRu2t9Uuik0Um/hlU3ENjB6q5PPCRQNoYCUNVP6iOAvOYLj2mQC/ffyCUx9Os5xrfp9wuy63nudMv7I2bG+rXRSbihcaKj8QmQecHA5/NIAG0AAaGNEA78Vx/YDhOIYjGr46F377+AWnPpyu1usV88PtutyO6qWyNmxvq10Umyg28cum4hoYPVTJ54WLBtDAShqo/EVxFpzBcO0zAX77+AWnPpxmOdf8PuF2XW49z5l+ZW3Y3la7KDYVLzRUfiAyDzg5HP5oAA2gATQwogHei+P6AcNxDEc0fHUu/PbxC059OF2t1yvmh9t1uR3VS2Vt2N5Wuyg2UWzil03FNTB6qJLPCxcNoIGVNFD5i+IsOIPh2mcC/PbxC059OM1yrvl9wu263HqeM/3K2rC9rXZRbCpeaKj8QGQecHI4/NEAGkADaGBEA7wXx/UDhuMYjmj46lz47eMXnPpwulqvV8w/yu3//r9zYvO9/7O971nvyetj7/583F5/VBt7c4/6bG+rXRSbKDbxy6biGhg9uMjffvGCDdiggfk0UPmL4ix6AsP5dH9GW/Dbxy849eF0RntVYrPc/sv/8IPHL37rk8eXv/HDxxd++THd58vf/OTx3m9+8vi9//iDH/19N/s9eR5a93dWc1ltnF0nE297W+2i2FS80FD5gcg8ROSs+2KHW7hFA2jgDg3wXhzXGRiOY3iH1rNrwG8fv+DUh1NWh6/My3D723/2g8cXv/7JdAUmX4xR3+7jd/78B4+V7kn3Zq3uL6OxjDYy62RybG+rXRSbKDb9qPKdeSjIWfdFDbdwiwbQQEUNVP6iWBGv1p7AcO1nG377+AWnPpxaZ0h1W4bbf/rraxSaVJT56qe/0FrtnnRv1tr9ZXSY0UZmnUyO7W21i2ITxabUg5p5gMhZ96UOt3CLBtDAXRqo/EXxLgxG1wHDtZ9X+O3jF5z6cBo9b16Rf5Zb++8Z/cyvzvlP53wBxve/9On9/PRi9+Tvz/6pY+a/4XRWG3fq1/a22kWxiWITxabiGrjzkGOtdb94wS3crqKByl8UZ8EYDNc+D+C3j19w6sNplnPN7zPDrS9k0J/jv1flOe/tZ7TRO/donO1ttYtiU/FCQ+UHYvSBIn/dlzzcwi0aQANXaYD34ri2wHAcw6v0/Yx54bePX3Dqw+kZmrx7jgy3FJjmKDB5njK6ymjD1vmjP/qjx4cffvh4//33Nz/mt7jMvizH9rba9fJi01fe+9rDf/bIsbjo97ktf4yfbZx9ICIuHhv5Wli04hSvNub5nD1fjNN8sY1zaBzj4nyK22q34jVvK8/nKC62Mc/nmE/xMU6+M3YfuzXvlt3nbq0d9664lj3Ox3jdL21wC7eVNJB9L/p72DvTdIbuxWiuo9gjv+a5ux3B0N/TFkY+5u57Y73P/2AZxaHFbQ+vrbzRvVyVP/Ic2J568Lhq78y7/17OcOuLGPTnKDxlnoOMNqyA9O7du646kMVlC062t9Wulxab4gtJh3ZLOC3fmfzWnDPYMg+E3VfExt9rC0v5fZ7ve3+0x7FirfU+348+5VhMjFNstG/Fai7fKldt9LXsWlexrRizRXtrHG1Hc8a1FR/b1rwtWyuvFRdtNo62OBfj/S884AM+aOC5Gsi+F8XD3rnmzzvfV65vvd/3FeNtvi//K9sshq37iLY4fuV9vtW1s/wKL+Mw8ng0ttxWnuas2I7g5PHw/Yr3+Rb3lOGWAtMcBSbPU0bbGW188MEHp2pAFp/d26mFJgh+abGpRULrwNbLq+WLc/TExJzK48wDYfezh4N8av39e5vvxxjv830fF/cR4+JYuWaPvjjei5XPt8pXe9Zn8a1c2b3P9+X3rfX1ibE+ruVTnm99nO/7GN9XjNqWz2zmb8X4ePo/5hIswAIN3KOB7HvR+NGZptZz1mvz82zln5nLz3FXfwTDuMd4r3Ec4xlf/5yM8mscRh6PxsZrK68y31mcIha698r3+tb2luHWFzHoz1F4yug6ow37p3NnLovP7u3MOjPETlNsMsJah3sksicm5lQeZx6II6yEkbXqCwM/9n351Xqf78uv1vt83/xxrJzo24uLsX4O39ccard80e/Hvu/zre99vu99Zt/y+fkUo9b7Wn3Nq7YV07K15pft7Fyt+bFd/wcFGIPxW9RA9r3osdJZl7FZzlH+kd+v+4r+MzAUDv5eff8V98Wan5+JI/yKQ7XCtHcc45Rfsc3i1LrHlq3iPb+VPWW4pcA0R4HJ85TRc0YbFJvyZa1SxabWQe1tvt8S15G/lVPdlnkg7J4MC//x9+lx8n3lKTb6ZH9W3DPmj3vxe1Q/rrM3PuPT/HEPZ+bYi43z+vVi3+aJc8WYOG7Fa56WL+YzptCBBtDAKzSQfS/6vbbOuF6bzXMUe+T3e3lFfwRDuzd94t513/JrHOMYX3t2ZPn1fPm++Nri1cf6vvKqts/ASfc2031rzyu3GW59EYP+HIWnjIYz2qDYlC82/X/+i7e657SRxgAAAABJRU5ErkJggg==" alt="" data-iml="131599.25499999736">

El sábado, 24 de octubre de 2020 a la(s) 20:19:27 UTC-3, Walter Randazzo escribió:
Hi Jhon thanks for replying:

I was able to solve the aling issue following  the botstrapp documentation about buttons. Here is the new code:

                  <td style="="font-size:30%;>
                    <a class="btn btn-primary btn-sm" href="{% url 'articulos:update' articulos.codigo %}" role="button">Editar</a><a class="btn btn-primary btn-sm" href="{% url 'articulos:delete' articulos.codigo %}" role="button">Borrar</a>
                  </td>

Heres is the Template:


El sábado, 24 de octubre de 2020 a la(s) 20:06:30 UTC-3, John_Diddles escribió:
Can you share the CSS? 

On Sat, Oct 24, 2020, 8:10 PM Walter Randazzo <[hidden email]> wrote:

Hi Folks,

Im trying to get aligned 2 buttons in a TD but  they stay overlaped.

Im attaching the html and the results.

Hope u guys can help me,

Many Thanks!


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Re: Align Two buttons in a TD

Jason R
I'd wrap your td element in a container and display it as a flex element. That will probably conflict with bootstrap though.

On Sat, Oct 24, 2020 at 7:27 PM Walter Randazzo <[hidden email]> wrote:
Sorry, I forgot to attach the file. This is how the template looks like now:

El sábado, 24 de octubre de 2020 a la(s) 20:19:27 UTC-3, Walter Randazzo escribió:
Hi Jhon thanks for replying:

I was able to solve the aling issue following  the botstrapp documentation about buttons. Here is the new code:

                  <td style="="font-size:30%;>
                    <a class="btn btn-primary btn-sm" href="{% url 'articulos:update' articulos.codigo %}" role="button">Editar</a><a class="btn btn-primary btn-sm" href="{% url 'articulos:delete' articulos.codigo %}" role="button">Borrar</a>
                  </td>

Heres is the Template:


El sábado, 24 de octubre de 2020 a la(s) 20:06:30 UTC-3, John_Diddles escribió:
Can you share the CSS? 

On Sat, Oct 24, 2020, 8:10 PM Walter Randazzo <[hidden email]> wrote:

Hi Folks,

Im trying to get aligned 2 buttons in a TD but  they stay overlaped.

Im attaching the html and the results.

Hope u guys can help me,

Many Thanks!


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Re: Align Two buttons in a TD

Venu Gopal
In reply to this post by Walter Randazzo
Probably, It will get resolved using separate td elements for each button.

On Sun, Oct 25, 2020 at 4:57 AM Walter Randazzo <[hidden email]> wrote:
Sorry, I forgot to attach the file. This is how the template looks like now:

El sábado, 24 de octubre de 2020 a la(s) 20:19:27 UTC-3, Walter Randazzo escribió:
Hi Jhon thanks for replying:

I was able to solve the aling issue following  the botstrapp documentation about buttons. Here is the new code:

                  <td style="="font-size:30%;>
                    <a class="btn btn-primary btn-sm" href="{% url 'articulos:update' articulos.codigo %}" role="button">Editar</a><a class="btn btn-primary btn-sm" href="{% url 'articulos:delete' articulos.codigo %}" role="button">Borrar</a>
                  </td>

Heres is the Template:


El sábado, 24 de octubre de 2020 a la(s) 20:06:30 UTC-3, John_Diddles escribió:
Can you share the CSS? 

On Sat, Oct 24, 2020, 8:10 PM Walter Randazzo <[hidden email]> wrote:

Hi Folks,

Im trying to get aligned 2 buttons in a TD but  they stay overlaped.

Im attaching the html and the results.

Hope u guys can help me,

Many Thanks!


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