Thank you so much!!! It has been very helpful and educational
The script below worked really well after a few tests. My mistake was that I was including the script at the level of my subquestions (along the X axis) but it wasn't working. I modified the script (columns) and include it at the level of my question.
<script type="text/javascript" data-author="J PartnerTest">
$(document).ready(function() {
var thisQuestion = $('#question{QID}');
// Column specific classes
$('tr.subquestion-list', thisQuestion).each(function(i) {
$('th, td', this).each(function(i) {
$(this).addClass('column-'+i);
});
});
// Insert selects into column 2
if($('.answer-item.column-2 .inserted-select', thisQuestion).length == 0) {
$('.answer-item.column-2', thisQuestion).addClass('with-select').append('<select class="inserted-select form-control list-question-select">\
<option value="">Please choose...</option>\
<option value="M">M</option>\
<option value="Q">Q</option>\
<option value="U">U</option>\
<option value="W">W</option>\
<option value="X">X</option>\
<option value="Z">Z</option>\ </select>');
}
// Insert selects into column 4
if($('.answer-item.column-4 .inserted-select', thisQuestion).length == 0) {
$('.answer-item.column-4', thisQuestion).addClass('with-select').append('<select class="inserted-select form-control list-question-select">\
<option value="">Please choose...</option>\
<option value="M">M</option>\
<option value="Q">Q</option>\
<option value="U">U</option>\
<option value="W">W</option>\
<option value="X">X</option>\
<option value="Z">Z</option>\ </select>');
}
// Insert selects into column 6
if($('.answer-item.column-6 .inserted-select', thisQuestion).length == 0) {
$('.answer-item.column-6', thisQuestion).addClass('with-select').append('<select class="inserted-select form-control list-question-select">\
<option value="">Please choose...</option>\
<option value="M">M</option>\
<option value="Q">Q</option>\
<option value="U">U</option>\
<option value="W">W</option>\
<option value="X">X</option>\
<option value="Z">Z</option>\ </select>');
}
// Listeners on select elements
$('.inserted-select', thisQuestion).on('change', function(i) {
if($(this).val() != '') {
$(this).closest('.answer-item').find('input:text').val($.trim($('option:selected', this).text())).trigger('keyup');
}
else {
$(this).closest('.answer-item').find('input:text').val('').trigger('keyup');
}
});
// Returning to page
$('.with-select input:text', thisQuestion).each(function(i) {
var thisCell = $(this).closest('.answer-item');
var inputText = $.trim($(this).val());
var selectval = $('select.inserted-select option', thisCell).filter(function () { return $(this).html() == inputText; }).val();
$('select.inserted-select', thisCell).val(selectval);
});
// Clean-up styles
$('select.inserted-select', thisQuestion).css({
'max-width': '100%'
});
$('.with-select input:text', thisQuestion).css({
'position': 'absolute',
'left': '-9999em'
});
});
</script>
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R1CoQC+HRWsNhd7tj3uxGGB8fgdioiIiIiIiIiITEQaOTABKLI6Tjq9VPzESdm+s8w8v7iIXVs3kjMPuveVYc8LUOWtJW9M11roxvdCAfnPuPAbREYQ7C4lc8K1XXfjfTqLrLU+sJWyN1COY7zn7TlUR+HSXGpazpzEdlclblcxGUnj+Ts8O/VyEpn49D0Wmfh0Ty0ysakuFpn4VBeLXH4UHJgA9M9zHJ0O4dtZQ81WN543PJHGeexkrsgh954CCu7KwDKlP3l3NyRqovrhmdP11ACZzzVS/2jGxTlut4FnayWurfV49ngjizzb0nAsyyHv3hLyl9gGrC1wKX6HepARmfj0PRaZ+HRPLTKxqS4WmfhUF4tcfhQcmAD0z1NkYtODjMjEp++xyMSne2qRiU11scjEp7pY5PKjNQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQdERERERERERERERCYZBQfkytNQQVxcHHFxceRuNUa+X7eBd2sVq1dmk54SZ+aRStaPCynZ7CYQOuOOeJ/NJiUuleUbvHT3ve+lwixH3EoXoyjJRXae5Twdwr+7hpJV2WQtiOu75im3ZZO9qoSaHT6M0+NZbhERGX8xdcQ5fvrq3E4vFY4U4hYsp6qh++zZy8VzvvdHIiIiIiJyxVJwQIRu/FtLyLankJVXQvU2D/6+Z+YA3j01VK1aTqo1lcLNfobECJqqKXrSg0EA95oyalsubukvBWN3BcvTrKTnFFK12YM35pyNAx48m6sodC4iZU42JdsCqGlIRGTy8L1URNk+A1rclKytJXCpCyQiIiIiIiLDUnBAJrluvM8ux5FXhccAbA4Knt9OYyBIMBgk2NbMXlc5zvkAAWpWpZPztHdSN3YHtuSTkVOGuwXAjnNdLXv9bZHrFWyj2VNL+T1p2ACMZtqYRuKlLbKIiIwJJ5veN+vHYX5q7rZd6gKKiIiIiIjIKEy51AUQuZSMbQU4n/REptJZXE797lIyLbEpLDjuKcWxzEHFsizKGsC71knB/Hpq77FHkiwsovoZN84nAyxaX07+/It/HhdLd0MF+T83px6y5VHrrSVv3sA0liV5lC7Jo+ihKspeTaN4hRqLRESuFNMsFiyWs6fJuL+a8p1Oyo4sonJdPvaLUzQREREREREZJQUHZPLq9rDxkegc+zls2jI4MBDDkknp1loa7fnUYeB6rIr8pRvJmQmQSOYTe2l74mIV/FLxUf1oGV4AbBT/rmZIYCCW5c5iNt55kYomIiKXj6RMSj1tlF7qcoiIiIiIiMhZaVohGT+GF9fThWRnpvYv7ruqgroPBk3Kc9RFblwccXFZVB8ADA9Vq6KLAqeQ/pMSXAeGXw3Y2FdFYTT/lHSWr3HhD46seKE9dVRE1xa4r4Dcc/X4n+ek6AmzF7xRTc2e6M5jtPDwaQPv1goKf5xFqplfamYhFTv8g6Yxih4vhdW7QxDy41qT27cocGpmIVX7zlAKw0PVqmj+5rX9YIQXrMFNZYO5vaycoqXnOVnQiM8zktbzwmqW35bS9zvOXlVB3Rn+HkRE5DJwhoVvja25kfczq/Fj1uGOdFJi6/Dh/r1fjPox5Kfu6UKyo/VNXCpZK1dTPUz6UIub6oeWm/cpcaTclk3h03XDl304l/n9kYiIiIiITCJhuey1h05c6iKMUle48Xln2A5hhv3JDJe/3dWf/Eht2Gl+5rg3L5w5kn3CXeH6dZlnyL//x+lqO2Mp65/qT5f3ypnTDTizfy7uz//BXeFgJKdwefS9FbXh/pzO9P4w+fo2hp3zz3wemc80hruGzTcvnGcbbh/bkHPq8paf4drG/JylnI3PZfSlc/y2dUTX64LO84v6cPniM6W1hQtG+Du7HLSHTkzA77GIxJq83+OYOgdnuPbICHbxlg9bD7e5nOb7jnDevWeowxeXhxtjqvuLUj/6KsM5w6Y1j7G+MZoy3PzbvLDtTHWoLSdc6esKn9nEuD+6kk3O77DIlWPy1sUiVw59h0UuPxo5IOMgEU63EcCG49FNfYvVtno3kmcD8FK2tpbAMHt6trgwVlSyy99GMNhG42/zIgvb4qXsRTfR/nGhnSU415oT3CwpptYXPcYmihaPpIwGgQ/6X6XPGdm8+ImzUsiIvmhpY6w64SXSTVtL5Fw2eZppCwYJBurZeK959k+WUdsyzI7bXHjSitnkbY2cv7uUTAAMXM/U4ouma3dTcrc5JZDNQbGrse8Ymx7OHEEJuwm29eVGxryUcT9PY2clZQ0ANvKer6c1ukD0y8U4V5RQsExrGYiIXGxdoRChYX66T48mFw+uLQbO9btobgsSbGtkk1kP0FBG9e7+3vDjXj92eihbVoLbAMik6GWzvgm2Uv9yMQ5bJsuXpAHQvacMxwMuDGzkPLOdxkBkIeY2/y4qV9jBcFPyYHV/3kNMhPsjERERERGZVC51dELObaJGVru+GPpef+/zmN6HMT3jeDjaGz+qLVy7ItrTrTi8tyscDodbw5uWnaUX4xulI+gZF5sv4XLvCE8qtqyUh+vD4fBYjBwIh8Ph8BfD9Db0VYYzhpxLTL5LN4abvxq4S/06W1/PzE0HI++1vpxzlmtSHy49ZzlHeL2+CIaDwcE/g85rhOdZvy56vFLzOk9c6uUkMvFN3u9x7MiBM/8MqBfOOXKAcNGrA2v7AfXr43vDA2qKi1U//u5so+Ji7j3urw23Dq7r/JvCeebIhPK3z35FL+/7oyvb5PwOi1w5Jm9dLHLl0HdY5PKjkQMybhKThr6XYrObW/UEhpv2d5aVgWsC27DfFt0OYLQDhg/PbvOte/Nx3DAojynTzrfI59be1t+jb6mNMe27njTMHP4zU+i7Yofahn5usWIdtKy4fX6WueWJXC8MfPvc5nt55C8ZWupzXzELtpjFh9s+G36OY++vrFitg3+qzEWMTSM8T/t8p/lOBcWrqnF/oHUGRESuFCmzBtb23GBnUXT7kMGA//gXq35caueMYu89XsondXBdl1aIK5KQxoNnX33oirw/EhERERGRCUnBARk/3Qa+HTWUrMruW+AvJa/O/NCAUU1BEOOoH090e0HKeTbQ27Df0v+q+cjIlhHu/qytf7qA+SlYz+vYZ8wdo6mOmjWFZEcXaJyTT98VOz1kud4RasO/J7qdTsp5XbBErCl9EypR3zLcpAdgsYxsiqKRnKft7jI23mVOmrB5NcvTrMQtyBrdoo8iIjKGnNQeCRMOD/0pHdcpay6D+vGQ32z8P7eU4YIZsS7r+yMREREREZlMppw7icjohfaUkfvzCjwja3MfndMwFtmmfa8IqAbAtbue6hXOQb3yBuumfl9t3yvnDxadI/0otHsoW5lPxb7xuGDdY3LBMpbkk4EPH+D7nQffoxn96y+Y0h6uJ/wwgIFrZQr52wYlGM15JmZQ9KqfnN3bqd5WQ91mL4EWLzVrc6l5MY9aby15886djYiITGDjWj+OQmIiGYAPyHiukcZHB9eAIzMR7o9ERERERGTy0MgBGXtNVeT8OPLga1tSQKVrV9+ifc2/dZ57/3Ox2enL5Ysuzre/oGWpk9Jot7rNNWwfbkHDWIfqqH7WfOy2FVGwdKz65Pmouis70vBhc1CwvpZdvsgCisH3N3HhV8yG/e7odpCu871gC50ULTO3myqp2Tna7vvnc54W7MsKqHy5ntavgjS6iiILShou8l/0nPfvXkREJoLxrh9TSFsa3W4kcPQsSeelEZ2UyPd+gPMawDZB7o9ERERERGTyUHBAxpzhrzfnmHdS9fImiu/JIWOeBYvFQuI5RtqPyDw7i6Lt8ls81A96+u0ODjP38HASHax+Ps8cdu+m8N4KvGd62g95qVhVbE5hYCPvuWJyZo6+6MM66qe+IbLpXL+JTY/nkbPQjsViwZI0FvMD27FnRC9YLR7voAvWGWRkV8xO/rrySOM8BtUP5FP1ziiaRy70PKdYyLinmNXRQIcROr/GGRERmRjGvX60kbEkx9yuo3b30CnzukNmnWnJwnGf+eaZOhR0hwidpUV+wtwfiYiIiIjIpKHggIy9KdEn3Hp27fFhhEKEDD/uFwopXFN31l1HJpOcx8zh/EYFZWtc+IwQoVAA7+bVOHKqR5yTbUUNdc84IgGChjKy0rIpfKEO36EQIbPcnq0V5H4vizJzSoPMdXXU3HOWRQtHa0oifVdsj8c8FwP/7moK+wISFybzrhJzCiCDiidLcDUZhEIhAg01rF66nJFescTvllLrMgMqhpuS7y1i+ZoaPB9E8guFQgSa3LieLqb8jQs7z9DO1aSkpJO/wY3fTOvbWsXGHZHPc5ZkaD5lEZEr2UWoH+0riik2KxP3A/ms3uwlEL1v2ZBLutVO/tYAYCHnoWiA3E3hslyqdvsH3ONk261Yl1TgO1OAYALdH4mIiIiIyOSg4ICMOVtmLnmR1mNcDywixWrFmpLO8kc82B8rH4NpACDjwWrKzcUPvS/ksyjFitWaStaq7Ux7tGgUx0gk84ldeFzFOGyA4aHmkVwW2a1YzXJn55VR1wJgp+DlZtxPZTIWHfz62LLIvTfSMmFsKTTPJYX0nNV45pVQvmIMjrGwiOp15mLBDdXkZ6RgtVpJzSxk+7RiikZxDPs9tfjfqMQ5HyCAe0Mh2WmR/KxWK6kZy8lf68JvANjJeTwD+6jPM4B7y3YMw49rzXLSzbSL8qojvS4Xl1O2YgwDNCIicvm5GPVjkoPyHeWRewC8VK/KIjV637KmjgAQMkJ0YwbIXymI1GktdZTkpMfc49REpguaBt1nWFB4Yt0fiYiIiIjIZKDggIy9G5zU7Kul+K40s2e3ncz7ytnub2bT43nk3j0G/b2TMind3Uzt4zmk2QBspN1VxEaPj73PFZOz7FwZxEok7Z5K9gbaqHdVUrTCYeZpln1pAcUv76I12Mqm+9LGbhHiPjacL3pizgXsiwsor2um+eVi8u5yjkEP+UQyn3LT7Com59ZIbrZbcyh6fi++f66keFnOOfYfyHJnMdv9w10vsN3qwLGiiErXXpo/a2XX+hyz/KM5Tzt5r/hpdW+kaEUm0TCAfbGTouf30vZGKZlJ530xRERkQrgY9SMkLi5lr6+eTY87yZxvvjk/E+eDG9l10M+uRzP6OgXYV2yitW0vGx+MSWtLw7GiiI3uVvyes9RPE+7+SERERERErnRx4XA4fKkLIWf3+YkOrr0m+VIXQ0TO0+cnOgD0PRaZwPQ9Fpn4dE8tMrGpLhaZ+FQXi1x+NHJARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSUXBARERERERERERERGSSmXKpCyByfgxcK1PI3zaCpOvqCT+VOe4lulwFthWSvXIXifdXs+u3TuyXukAil5sug+ZGH82Bjzn4lxaOM4P5ty0k4/bvs/CmGSSM8eGO73+BB0tf5TiQfv+v2bBy/pgfQ+RS8T4dR9bayLbT1cb2e2yXtkAiMjGc7sBo+YjW9g6CHR109H6D6d+0Yps1h7QFc0ge44qy13iH7fsO0h4Gkhew8sffZaYqY5GzO+oid04+daPZZ0Utba/kcUnvBhoqiMssA3RvInJW4R46jrRy8JN2PvviBMGur4mfnozt2tnc/K0F2K6OH9vjnTzC63ve5EZqba4AACAASURBVMCXQLyVH2Yv5daZY3wMGREFB0TOpdvAs7UWH1kU3JeJ5VKXZ7CzlS/kpmplDQGAl3KpXtFF5dLES1NOkctNl8H+f/wNL7z8Jsagj5oaPPz+JbD9h8f4RdEy5ieN1UF76Gk36AQgCdusJAUGRERk8jrdwSfv+3j9w08J9g78KPhFB598eph3/zKT738vk9vnjFllzOmT3ZwMR7anTp1GgtoiRC4r3Uc91G71wQ8KKFh82T2Bi1xheuhoeY83Dhzk8MlBH33ZSftnn3LgL34W3JaF49uziY8bq8N+yRdfmdtXTWP6VFXGl4qmFZIrQqk7SDB4hp9HL3DUQFMN2atKKNkdoHtsiju2LvfyiVyOTjTj+mUBpcMEBmIZ//Ic//Dsq7R0jdWBezj+mUEPAEnMmDV2DR0iIiITSk87B17fyx/8QwMDA3S385b3Td79ZKzudHs5dbKLU+arqdOSmKqnYpFzu8FJzeBn7fc34Yx+fvcmmgd//lvneY0a8G3OpnBNCe6AnnBFxlW4G6PRw7b9wwQGBqU7+N6bvPbnds5WZY9Gb3cnX0aDAwlXkzx1jDKWUdPIAbkiTLNasIxTh4LAwcbxyXiMnLV8lhyKXynAbU4rVKRRAyLQ9TGvVpay+d1IEz1J6fxkVT4//eFCbrwmAXp7MN5/DVf1C+w+BPNvnY9trLr39/Zw3Dge2U6wkXKNxg2IiMgk1NtB61tv8LoRbfiLx2pL5bvfupnU65OJp5eTRz7grff/jD/US/z0GdgsY3Uf28vJk91m40Y806cnMmWsekGKXNESsQz+HnZO69+eMg2rxTIGI+0DBHwXnImInFMvweZ6Xvsg2B8wt1zH7TffQpp9NlPjoTd4mPf/9T3e+rST3ilXY5uRzFj179covsuHggMiZ9VN4P1Rzap4kZ27fPYVm2gNX6TiiFz2Omn5xypeaIhM7MNNP6Pil/dxx+yYRvr4BGwLf8Jjz9/Bz47BjDk2ksbqRqWnk+Pt5rGTUrBdreCAiIhMNr10fPgOrx8xAwNxSaRl3MkPb7HGNDjEM33Ot1kyew63tZ2Amdcx8+oxOny4h5Mne/qPkzRtzBo6RGQMdAdo3HGpCyFy5es99h6v//kYkQED8cxMvZ2/+e5NTI9pKY63zmXhj1JI/bSNL6bO5voxW6BHo/guJ7r0Mkl041mTQlxcHHFxKeRvGzyRiEHdz83PU/JxHQL/S7lkOxaRv8FMsi2flLg4M48KvBBZlCkujri4VKreAQwPVauySI2LIy4unaqm/iOEWtxUP5RL9m3R46Sz/KFqvO3Dlzh0oI6KVdmkp5jHXJBF7kPVeMyij6h8GLhWDn4vxmkD79YKCh3pffumZuay+gUPxulBafvONYvqA9FzjZYvhfSflOA6EBrxb0TkkjjWxLbtzZHtaQv5u8fyBwYGYk2zceO8QYGBro/Zv/0FSu9fztKlS1n61/dS+vyrNB3rGbp/byct+zbzbNHdkbR/+w88+79289bH5udWGzNiD91l0PRPm3n2kb+NpF/6tzz+q9+z/9Nh8haZaM6zDonUhdF6dfg6yvt0tJ7LxXV0UAYNFeZnceRuNYbsk7KqDoMQ/q0lLDfr55QH3PSVxPDierqQ7MxUM59UslZVUPfBoGkOLqSODPmpe7qw//4gLpWslaup3jd00rPIvcTyvnuDlNuyKXy6Dr+qX5lIuj/lQEt/Y4Rt/kKyvmUdvoE+IZmZc+cwM3YRxC8/5cCf9vDK9q286NrKi67tbN1Tj98YZvqRcA/Bg+/w2v/ebqZ9ha3/tB9/KFq3JpCcGFMZ93Zi/LmeXf97B79xRfKv2bmH+g/b6VVnG5HzZjS4zvpsG+GnZmU22d/Lp8p8py4vpa8ej3t64NPsaJ+vRSRGuJPDHx7iE/OeeurMW1i6aGBgoE9cAsnXz+X6mTEjh053cNj3Jn/4Q7R+3cr//N8e3jo4fH15yviA1/fspCaadqeH+qMdZxjF10vH4ffY9887+Z9bI+l/s30Xr73zER16NB4XGjkgk0QijrW1FG/JpsowcD1STv6SjeTMjHwa2llO0RYDsJH3fBV588Br1OHZN9L8A7hfXo1nRzXuvhscB2nzzM8eK6TgV56Bc5sbfty/Xo17Rz3b367FeUP0g258v8ol5zH3wPQtXupavNT9upbKt+vJGlX5htHuoeyubCoaBp1JQx3VDXVUP1/A9j2bcM4bvKOXuvX51G5xxQQbDPw7q8jfWU/gbQ+l39X0RXI56uHj/X/gzRORV7b/uALHTSOf87/niIeNv3iW3Udi3uw12L/zBfa/7uOxyidYNs9sYOgy8PyPx3nWHfMtPt6M55XmvpcJs6wkmcl7ju1n87pf8vsPY+92jtPk/g1Nb3/ML361mjvPFMQQmVBGXocEtuaTlecaUBf21VGuShr3FZNxgdWNsbmW8qRKql/oL01KWgoWuvG9kE/uI3UEBuwRwLu5jNzNuygftr4bXR3Z3VRF7rIS3AMq/ADebdV4t1VTu76R+sczgG78LxXgeGDg9TAOeKg54KHmxRwqd2+neKHqX7n8nTx6mA+/MF8kzmbht65j6gin9Tn18Tu8tv8gnwxoHOgh+Nlh9v0xSEfmj/j+jWbd3tvJ4bf/yGutHTHzI/cSPH6MYPRl/FUkT78qsv3lEd79037eah/Y8nDqi3aa3vkjHb0OlqadIYghImcQwvNkDtnPDuqm1vdsW0XBK3vZtMIOhDC2efCcM8/RPl+LyBCho/iPxYzgu+VmrCN93Oz4iPo336UpNHD1gZMdx3j3bQ9G54/4m4zZZn3ZS8eHXna9e4RgTNDg5BfttPa9ihnFd7qD1rffYE+gY8DaBr2nOmj9cD/t3eDMvInpqozHlEYOyBWhKxgiFBr6M6D/UJKD8t8VRxZEMqopWO+JfN7pofyBagzA9mAN1SsiSyZlPh4kGNxFaXT/AQssFTN4mWPPr6tp/F45u/xtZppKciwAVuhuxsCOc/12GgNBgsE2mutKI3kYLope9PSVtXtPWX9gYHERm7ytkfwC9Wx61IFt8XIct46+fAMFqPl5NDBgx7l+L63BIMFgK/UvF0X2bakh954KfMN0wvJscWGsqDTPtY3G3+aZC015KXsxpselyOWk9zgtTS3mYsA27liczoyR3lQc389vYgIDN/7wZ9x3/3387N+bS6ydeJPf/s+9GD1AbydNW3/ZHxiYdQc/+S9/x9/9l5+wcEZ/ljNs10ZGJXQ28/v/JxoYSCD9rof5xYYN/GLVHSQBfLabP3ijixiLTHwjq0O8uB4zG8IXl7LdrFtbfdupvM9B0WPOCw4MRNRR/QIUvVxv1oNB6h/OABLhdBsBbDge3cTe6PG9G8mzmWVdWzsocDCa8wM6PZT1BQYyY8rQSv3LxThsmSxfkgZE7g0igQEbOc9E7yWCtPl3UbnCDoabkger0RTNctkLdxP8LEh0zcPps27g+m+OrDLubf8z//J2f2BgumU2aTfOITXZbM3o7aDpvQ+IDCDoIXjAy7/0BQYSmGmbQ9qN13H99JhMr5rG9Knx0BPE39AfGIj/5mwW3prBkptnkxwXye9w4BBBVcYioxJ4Kb8vMGBfUcles/5q9W6iaDFAgJqV+VS80w1kUhwMEnT3PeHi/G1z/+LGj0afcEf3fC0iQ51sP8Zn0TotaTapfzXCG+tTx3j3T/2BgfhEKwvmzGHBrKS+YMAnB334zcxPHfHxmq8/MDDdel2k7h4QiYiO4uuh/b169kUDAwnJLFjwHZZ+5ybmmsXr+LSVwyfGaklkidLIAbkiVORYqRjyrpPaI9vJi+kxkLi0nNrHa8neYGBsKKNqpRvHqyVUGYCtiJp1Of0LKCVasCRa6Vti6VwLLC0spc5VSuaQjsgWcl4M0PVcIokx/28td5dQ9mAFy38NxrNefM84yCRA7a+qzB4QTmq3biQv2nPfkknBc3spiMl3VOWL0b2vhrLdke2MdbXUPp5Jopln5n0bqT0dIPUBNzSUUb27iE13D8r14V00Pt9/rTLur6Jqj4v8bcDmehpfdOJQ50W53HQd5/DH0fn+5/PtG0Y4aqC3k6Z//A2vHgFI4I6//+888Z/mRxr2u+7k2rUP8pumHjobXuPNT7P5655X2by1JbLvTT9jwzN/1xcUcNi/ouC/7aYTmDFrBgnxPbS4f8PmAz1D8u6xfMz8/7Wfph7o7FRrhFxBRlKHtAdoNONrzocKcN4SaV63LHRS/LJzTIvj/F0tG++1D3k/49F6uu6HxJh/FZbFRZSsqcH1mA92u/EeLcA+uGfiCOvIwLaqyP3HkDJYyLyvkr33RTOMuTe4v4qNDzqwmp8k2rIoWFdK47ZCXA2VuN8pJuO7F35NRMZNbxfBL7rMF/FYrTNGNmqgt4PW9z7gsDk5sXXuHfx0sdlz8MvDvP4v9Rz4Eno7jvDhsVuZlXyItw62R+Yyjksi7Xs/Ysn85EhWn7zDK68fjDRUJFxN8tReOlp9vGVOERhvXcBPf/RdbNOBjniOfnyMjm7o7f2K05paSGTkuj3UrHVHtheWU/u7YjLNZ0TL4gI2boHAgkLcZvC86GUnFouFRGvMIsdJViyWwU+4o3m+FpGhejh5orM/UP9NK8lTR7JfL8G/vEdT0AwMxNaXvR0cfGMPez7tgdNBmg+3k3ZNAv4/t9LeCxDPzPmZ/PR7cyL1/peH2benHv9J+kbx9X72Z/7UYi6OnDCTH/7gR9w6OwFOBznVdojD3b0Q7uWUYgNjTiMHZJIxpxeK9vq7ZxH5T/sAG8W/q+ybZui8OJcPExjoP27ikMZyC9aU6HYzbQZg+PCYjfbcm49jyJQ+Y8PfUGMGIDLIvysaGOhnX+LEYW7XeBuH9rqYZR0UhLBhvy26HcDQPI9yOerpJNhhbk+bQdJIA1jHm9j9T+ZCATf9jPz/OL9/HYJpM0i/1Rw90GvQZgRpfu0PRCYPupG8v8+PGS3QQ8+Jz80RAEnYZiWRcKKZvbua+/P+DzfCsWbe/McXKP2/X6CpB2A+d9xuQ5MKyRVjJHXIDXYWmV+tujWrKdvqZbjpxC+ck9wlQwMDUYnD1Osptmj6egJDlwUYYR1p4NtnNpiQR/7SM5dhwL3BS/mkWq1YY3/SCnFFEtJ4cLgCiVxGvu7hVE/0qT6e6YlXjWi33uOHeD/axXHqdXz/tnn9UwpMv5YbronWkl/xRWcHwY8+4rCZPHlOOlk3JffldfpUN6fMRv6pU6eR8HWQ1kPtZiNJEmnpt2DtPsLBxjf5g+cdDpr/e6wzZ498ygURgQNeasxqKePnOX2BgT7zHTiXmtub62kcVT0/wudrERnG15w61d/5bOrUxJEF6ruP8eFhM/BOEmnpt0YCAwDxVzN7ZnLf1Hsnv+zii7YP8R83AwnJqfzwO3P6j/NVFyeja4hdNY3pU3v5LHDYXAMhHtu8b7MgqYPD/nfYs8fD65+Z+XxzJjcka06hsaaRA3JFKPeGKV08wsTm9EK1P67CaAlEpgR4uIbypePc1b3dj2ePm7odbhp9HrwtsR92030aMPz9cywuSDGnIRhrBn5f9E7JTspwAZEb7GRApCyHDEIwTmURucjOo5dB58c+mo9Htuff+QPmD2gsTCAhob+l4KvOA7y130x8czY/+FZs4h6Of2b0BQdmzEqi84iP/Z+aHx/6Pf/wM9ego9twPFLMiptHvjaCyJUhk4KXi9iVU43XcFOR56YCG2l35VL0aBlFSy5SrdRt4Nu9i9qdLnxvN+M5MGDGfzh9ph3PpQ3/nuh2OilnO51Dfgb/ZziTlBFHPUUundH3vu/ly/Z2zI6KTP+rwVMRTSF+Sn+ft9M9IQL/9mWkyo9LInVuTGMEvZw62WU2bMDUaUlM+eIYhzuiNwidHPjTTg4MKsH0mbew5N/NHfHaCCICxsHGvjUB7LaUYVKkYF8I7IH+zgGjOMBInq9FZHjnMRKu98QxPokON/jmbG6eHXvfGc+UKfFMwXzk7j3F5598bq7xE8+s6+cxKyZ5b3cnX35lvki4mmSCHG7vjH6K8eEfqflwUAGmz+bf3/4dZo5olIOMhoIDMgl143+nfuDiRdvceNbmXNjIgbMdb/Nqlq+qGXZu4kthaC8LkUkgPomrk4ETQKfB51/2wDXn6gLYw/EjH5v/L5K48cYZA3vw9/bQeSJ6E5NEcu8R3j0WeWW7LR1bbOKu47T4zf88CTZSroHO5pb+/0W9/b03km66A8ePssn+D3eSPkvdFGVysi3bSH1bPq4ttdT+bjvuAwb+ndWs3llN7bp6PE8NHfk2lkJ7ysj9eQWeS93zMDGRDMAHZDzXSOOjGZe4QCIX4BvxTL0qnkjTQS8nv+yml6RzLPLbyxehL80G/XiSk65hSmwj/dc9nDz1tfkinunxXfzbSbOxf6qV62fE1KO9XbR/3mn2FYhn+vRE4jqP8MVwjYhTEpl57WxuTk3jtnlW4hUYEBmdKeNVS19+z9ciE8s3iJ+aAOYcESe7vuRUL+dc5PfUFx1EY+lTpyczfcDgv15OdfX09ZuZkgDBE+Y0gnHTsMWMKogE/YN8ETuK76sOPjvJMBKwWq3MnbOAhbfMYbpasceFphWSyaepmqInI4siOR82F9+NXaB4jIV2luAwb1zsK4rZVFdPc1tkUaVdTwxKfENa33Q+vB9gfNojbNjTol0UA7QNNwWQYfTfaM2zjWgdA5HLXtIMFtjNHvhdTexvPj6iRX57uqKN/wlDpyLqMmhuii48/G1u/sYXmOMGmDFjBgkxN1idf9nLH941j5iUgu3qBHpOdPaNJLjz7yv47/9jCzt27WHH/6jg4XscCgyI2DLJe3wju95vo+vIXsrvMpf2XVtGbcs59r0QTVXk/DgSGLAtKaDStatvEeDm347FmgcppEWnUqCRwNGzJJ2XRpa56Xs/0L+gschEFJ/ErGui84n30n7sUzrO1bs3/DWne/sTxV8VPzCYcPIzjp4w69cpVzM78av++YivSuTqmMaL3uOtvH8sescfz/SkaYS/6ukfSTDjJpbckcXKv1nJQyvvZmV2FgvtCgyInA+bPb1v9HnAaBsmRRtGX11uxzbCjnqjer4WkWEkkGxJIjoj0KngMT75cgRD7E/39g3Ej4+PZ0psi3JvB0a7uZAwCcy8Zgo90WkEv3EVyVfH1Nzdx/Afah8wim9quKu/7p46m+8vuoOfLr2Lh/JyuWeZg6xbFRgYTwoOyCTjo+rBErwAi8spW19J1VORHnjGhnzK9pwlPHAaus786Rn5m6rNRv5Sal+ppODuTNJsFiwWC9bB/9xsGTiWmdvbatk1pOGjm1Dn4PdGX760xQXmjZqP2j2+IZ8H9tRSZ24XZC4a156ZIhdN/Azm355u9vzv4U3XNpqODRce6OHjP7n4zdb9GD2QkBSd0qcTI9gzIKBw/MBu/vBRZNu2+E7s3+z/rLOrsz9tZzOv/n8uPo6+ttqYkQAJ1yT1lYdrbiT9JhtJMfGAns8+5uPPtBixCEDiDQ5K1xSYr5oxzFbyxCnRpocQXYOr8a7zqbnB8NdjdiOg6uVNFN+TQ8a8SN09NqPvbGQsyTG366jdPbTvY3fIPBlLFo7o4sSba9g+XFCkO0RoXNZkEBljcYlYZ1uJrgBwqv0j3mkJDjPrXy8nA++wx1PPwWAvU6dM6Xv/VFdXTPpegodb+dj8+59qncOcpJgGiK97OBWNK5wO8uF7B835jAESSE5MIP6qBPpmKPhGItfPm8vMmPmMezuO8cknwb51CkRkhG7NpMCson2/8zDkqbPFQ+0Oc/u+LBYNV7+eHlqPj+r5WkSGNXXm7P5R7qc+5Z33D3FymPhA7/GD1Hs8vNXaQXxCf3D+VHfXgIWBe499xPvHo8MKZnKzLWbun697Y9Yb6qHd/x5N0bUAzVF8U+KnMTWm+rZeN4/rZ8VMrdvTgfHxp3To0XhcKDggV4SuYIhQ6Aw/MY3pvl8VUdIAkEHphmIyEhPJfKScIhuAQdWacrwDGt9t2KI9+3ZspGaHF++OGmoaRt5vr7/RwsOu3YFImQ55cT2dS/7Tg1PbyX+02Gy4d1N472pqGiL7GB+4qVqZjnVBPq5DF1a+xCUFVK0wr8maXHI3eAiEQoRCAbybV5P/gLlI4uJyipZp3IBcKRK4cfFP+evrzJdHXqX0iSp+v7+F4z1Az3E+PvAmrmcepOC/beb3L/+SF/7J4JvfymA+AD3s37WblhOR3Tv9r/LCr16NjBSYtpAVyxcye1b/WiEfe9+KpD3Rwqu/+iWbYyYwTphlJSkhgST7t7nRzPvNHbtpig476DlO8z8+S0FeAQUPPsvuQ7oLksnGR1VmHKk5JX31YOiQh4r1NZGPbQVk3hrZ7A94eyhbV433ULQ+KyE7r+L8Dt83FUI9u/b4MEIhQoYf9wuFFK6pO+uuI2VfUUyx+Q/D/UA+qzd7I3Wx4ce9IZd0q538rQHAQs5D5ZGRjrgpXJZL1W7/gDJl261Yl1TgU4BAJoDp16eSZo22AHRz0Pd/eG3/BxjBHujtJnj4A976P6+x1XuQg8ZhXn/rQ05bkvt6OLZ/cpDWYGRaoo6Wt9jzZ7P3YVwSC+bPxTo9qX9qhJOf85HRCT1BDnrf5PXYTgHxV5E8/SqmWmb2LTR86vPDNB0yWyx6u2n/85u8stvDH/64h9eajp3P0kUik1eig4L15mi7phJyV1bhORR5Rg801LD63kIiT52ZlD+U0z9afaatbzR93Ys11DV4qdtcg9cc8T6652sRGU68ZR63Xd/f+B48/C5/+OM7tH7aSW+4l5PGRxxo8PDKnndoMo7xru8dWuNmEh3Y3hs8zPtHIo1nvZ99gOftg7T3AsRjm7uAuZarmR5t7Q9/yeEj7Zzq7ab9vTd5zR/bKSAyii9+ejKzoqMLTrXT9MGnZvChl5Mfv8dr7l3UvflH6t784NwjDmXUFFeVK0JFjpUzPv6vqyf8VCa01FD2W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S/Kq7nJGJNWHTX8aFG/s19Uxq6618HSvw1/X2Q83mp9xhsFhrOfHTV8WX7PteKewijD9Pgvq6777R5jPzdwteFQxT3auvZz69GXtsV5soPGiseNO3Lgyy2aHj5CI0z/psxbp+QvjY9CuNwTrhVLhqmzlc0eHnR/3SYbbj9YoYOMH0tSUnW8yLS86LCSPzLtLyhA95u/6sHJRS7VUnnual8xSvSCLl21/L4GGZ/rsOkJj2vvv6wxZsc8InyExvwxWQWSpLO6eKkuBwYAzVRZqS6nJ2rhnBilFkk+4+YqwvdmGxQqNT5ZmfLW7Bmh8rIYAujRL1xR90mnt6foXPnCjkF6PeYVjetadbica79AjZWkA+eVaVp2+aLxSYM+Pt5VC3b3VveKVwvUow4Wx5CyPVGZkoLmzFOYl8XXHfsqxM9y6KSPFq2YpYAqwxLd5P9YkLwknTuRbpqsqrxuzho3c5L8LYKg691PKnqym1R0UrGfZBkXXkjWG0dKpR5P6uWhFsft1E4BUyIVJClza5LpKcQrykyTpG7ysai7Rxdfs9chZShhc4aK2wRq/uS+VodrNiUPdzdtWbu02lMSlk9FbFm7tMahlQDQWhVfTteOFfO08Eip1CVYr4++aTBW/pFExVySek+fUT2OuffVuIk+0tm/at8F0zIXP0WtWqUXBli8SqdLgMLuk5R9XudMfaamicVSfupfte6SpIFRer1a/POU/2A/eVhs4z9nueZbHIPrfUEK6ywp44TOm4Z3l58f17Cpir7PIqa08VHElFB5qVRJOz81vU/aFDNrOJ4OAybpuYGSLiVp9+elNjtPTY1YDAA1a/RYLGf1nrBK/zUtsOrrg5y8FTjER1KhTn1hfEo/NytTxZL6/Pbuqq/pcfJU966VfdW618HChT1aeaBU6hyq5U9b9Bmd3NR9wAPysbznOnqu1o+0eJVt5yCFDZakozpVvq8693Pr3pe2yXmyg8aKx00750Cb9urs20fBIycp/Hed5WKzixwX3f/Qw3I5+LFK9LGSP4vWg0HuKvlHqummvbuGDXmw+rCeaxd0/NABJf79sC58k61rRRbf/1S7vWd/fUElt15Nkrtc7qxdmQDQvCRrwkPJVpY7y3/yXC2f4Ff9HYHmys7r1AHjx1MfxZhuiFeVVSwpO0uXC1TtfbtVOFUfpNmtX6BcdxxS3OrX5fVipMJ6eMq12vwFDaxDxfZ9NcTfyvsTrXKWrMW6tp7ykSqHQlaU3V8BvZytltT9d4FyfSdZp4+lKzfUW8Xn03VZUvegvrJ6ndK2nx4ZIKUcOarjF2bJv0c3BYQ5Ky4hRa+t8NbiyBD17mxlX9nndTxbUuccHdgaYxwaKyl6clQtj9n2yi+CJs18peIiSBI3IwA4nLgZIxRnZblHv1CteTlSva3Me2Pu7D9PGj/8T5LWfWdlhW9LJBXqy6xCqestflctwnGTxGKzYwgZ1L9aEqDGqlrtd7ZTh19LypZ+LKtadtgDfa1f1/j21ZA2iYo5e1Snr4XKq8QUM30fkr/VYNxO9//eV/okQwlnzmt+P78GnSdiMQDYX3OKxa5OVftzHXr1V29lKO3NP2td+2cV6V99Xjlb1OGyqS/q9UR/da/tvV0r/XjJTR07SVKpisuqll3rfq5v3fvSDTlP9ozFUuPE48ZNDnSP1rtvWB8dYGsuD4RqWNuPFX9dOp6SqmtBATqV9LFpIuInFdzTfO0CXdi1SDPfPlXLm/o35+5eedV6/9zdWhZUp3EPANACeCskwk+Vefv2uqeXn3r38pXXracakK5dMT3ln6WkuKw67734coZOffuNMs9kKldXdMrie9d+UXp3WpambDym12Yc02umyYSmThyugC5uNqlD5fad1NHWP/MVZbvp5zWdz46/0v2SUjNzdFVSSZZxiw53Wr8AktrJ69eSjpQq60qh1MNN/lFL9MKlV7UyOVYTkmNNk1iNqjpZ4tUcpUlSdoZ2xFW++7G5XQRJ4mYEAIfT+9Fg+f+y8u8Ov+6rPvf2Undryd5qcnT5ovHT6f3JOl3HfRdfy9T5zCx9+cV5XS4q1bmLVb9vklhsdgwdf2Hr3/7Ksl1qjK2d5NVLUlqWsq5JKjLFzHZu+nkNW3T4pY+kDBVn/ds4UXEDzhOxGADsz56xWCV5ysz4UpezzuvUt4XK/8IilnqF6vVF5zVr+THFvDRbMXKWT8BDihgTrjC/8hF0DayDjE/eS5LPL2r70Fzdy651P7dj3fvSHRpwnuwdiyXbx+OmHTnQmJyMExPHv31JOnlYp7521QHT445dHrlf5tMeX0v5U0ViwOW3D+vJYcG6v09Xdf6ZdHzjCP0ppW67dvfqIncdV4GksxcuSUE9bHRQANBc+Gn85Cj1bmgx90Xqw7+EWn8CwFJZoc7tj9GyDYd0+vqtVnZT93GrdGRkjk4fSNb2fSk6sD9ez+xPVPeIV/XuZLORDXWpQ2vTxlcRq3ZpbHa69iUlKiHpjJI2rlFS3HZFrVilaD+zC4nRryj92b72q6sV5hdBkrgZAcDh9BkWpWi/hpbio0U7VxlfqVMLuSditWB5klKvlt5iTWJx7bTs80QsBuDo7BGLdfWkYlavUcyRwsrJh2vgNXCudgXkKTMtRe8l7dMHqSlamJqilQOj9NcFwWavqqtjHVqZln6ebBmPG3fOgSbWpX+wKQlwXKmxqaZXIfRReFCXKutdOnvcNGIgWAvfeEnjH+ujrp7ucm/rLvdbDocpVYnFjNj6bYAeb2v8WPC3RB0usLJZUUH17QDAUXT0Vvc2kj7PVGathmyV6nTcDI1efkiZvwnSolWrdHDvLqV/ulvpny5WRE2buXiqd3CkXn9zq07Ez9K4LqU6FxejhMv1qYOF9p3kI0m6oqvWfucboqLsQn1fU92ufmOMaz6e6iipg7dxi9wfarpZk2d60sFZ3p0s5m3o7Kewya9oa/wuHfxToHyKchSzPsX4/mSvXylAkk5/VTGnQ3NSfhHEzQgAqCtP3dPNWVKmzl+81Y1+o9z98/T47EQdb9tLLyxYrg/3btWJj3cr/dONWuRfw0aNGYvlaXxaUNLV7wrrU0Ctyi6pMbZe0eUzkuQt7/aSOnrKX5LyCvV9DVvkfmuMpq7e/1H1NUiNep4aF7EYAOqr7rFYV5P1zMSlWve5uwZPe1a7tm/Vkb/vVvqnu3VwXg3zGzi1k8+AcM1fukVH9q3S/AHOyv9ki+I+L61fHSyU90Uzv8ur1/a1KbvW/dx69KUrNPJ5amy2isetKjmgXz2scNNDjoc/OyxJcgkK1eD2FutVvOcqTQcOXVLB9QIVfHNKe9dM16KPrBXcXu0rMkQHtC3uuE4d26stH5lmy3DqodCIHsbXbpZ8rD9NW6T4k1XLHTJshEa8sFfZNjxcAGg5uun+YGdJR5X6eS068yUntS8uT+ocqs1/flZh/XzUoW1thmma6RioIb+XpCxdvlaPOlhy6qY+gyXppPal2fgiqKLso0o9Y/3C49x/H1KxpN4P+KmDJK9ufsZJjVNOmiZFtHD9hP5+RFKb/rq/a8277jAgyJgMOJtjfKdxez8F9JCU8anSLtX/kBqTh7sbNyMAoB669eovV0kJn5285ZOHUpb+Hp+hYvlp8epXFDHYV15t3aq/H/9mbB2LJfW419jhSzp4VPn1KuHWZSccq+H8ZJzUviJJPfqrd3tJnbvp/s4yxkyrwThPxz/LkOSssF7dat5xI5ynxkYsBoD6qVssljIPJSq1SAqas1yvjwtSdy83edTm1b7l3H30SKCPpFJlXb1WrzpYKu+LXv7bUZ2z8YPQde7n1rYxKtkAACAASURBVKMvbVUjnKemYIt43LqSA2qvwU88bDY3losefPD+ahMR9/j94zLmC67p49emaET4CI2YPEfrUgr0+PCHq09cLBf1uL+8nBKd3fGy5ry6TttX/knbvzau0fmJZVo2vLNcJJXkHNameWblJpkmLHaVxOgBAA7JWf5DQuSjUu1YuMT4VJy5sjydS35L66rddC+pOuqqrFDnkpOUarFWcUay4g5kKr/Kupk6dVqS/NSjS0PqUM5NASOC5SUpJeZNJVlke/MvJGrusuTKSYbrxE0B4cHGuq3dojSLkQnFX23TuncKpTZ9FTnQNPND12A9N8BZOrtNyz6weNdkWZ5SN8cqRZLPhBD5u0hSoc4lb1PSBYubDF+dMc7hMNDH9MSFt4aO6StXZem1l2Oq1QUA0HK53heiqC5SceJqzbKMHZLyM5K18p1jFjfdS/SjxZN4uScSlXCm6rKmicWSx4BQRXSW9Emslh7IqfplQaZ2LFtaLUbXlseAUOP5SdikdZY35YsyFbc5UZflrJAxD5le9eOrsCm+clWWVr2ZWO0aIPfIFr3xiaQuIRpxn/EhB5ucJwBAi1W/WCwVl1jcnr56Ujv2WYz1zj6muMSTyrXsQ5/LlOSmPj6eDapDha7BivKXlJ2oZVszqt44L8tR6sYFikmvZ3K7zv3cevSlbXSeWovWM+eAicsDwXrc5WPtLZHUdphCH7Byq79PtDYsc9GfVu3VqWslkou7uvznME19bpLudz+u0o8+VnJR1W3aB72ktQXr9Keth3Xpeolc2nZRnyem6uFfla/hrj7PvqudjyQr5u3tSj2brYISSW3aq7Ovv0aNHa9hfZvZC6oAoCl1jdT6lzM1alm6Fo4frbiA/grycVPxt+nal5ql3CJndR/3gCL9+8rDxU8Boc7akZisKeMzFRbiI4+8LKUeOa/ifpMUFnxMK5PLC85T6s4tWnmgVOs2eGvwID9564rSPjqp09ed1X3yKA1uW486WDkEV78ntebpDE18+6Tmjhmt7Y8+JP9fOiv/i0NKOFIodQ1SWJHkVY8Ji117RGn9vEyFLk/WU+GH1Dugf5Wyi9t4KmrFLAWVH4s8FbLgVZ2NWqC4FdEasNNPQwd5y6Oo/Nglj4FRWj/ONNT02lHFro1XUlGiVvj10pD/7CR9m66E/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