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\" alt=\"\"/>\n          {{/if}}\n        </div>\n      </div>\n    </li>\n  </ul>\n</div>\n      {{else subtype=='video' || type==60}}\n      <div class=\"sq_header\">\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}\n    {{if question_text == 'Caption'}}\n      Please watch this short video clip:\n    {{else}}\n      {{html question_text}}\n    {{/if}}\n  </h5>\n</div>\n\n<div class=\"sq_content\">\n  <ul class=\"q-list\">\n    <li class=\"q-list-item\">\n      <div class=\"ac\">\n        {{if video_template}}\n        <div style=\"display: block; height: ${video_template_height}px; text-align: center;\">\n          <div class=\"video-loading aytm-loading\">\n            <div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div>\n          </div>\n          {{html video_template}}\n        </div>\n        {{else}}\n        <div style=\"display: block; text-align: center;\">\n              <img style=\"cursor: default; width: 100%;\" 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\" alt=\"\"/>\n        </div>\n        {{/if}}\n      </div>\n    </li>\n  </ul>\n</div>\n      {{else subtype=='vps'}}\n      <div class=\"sq_header vps\">\n  <span class=\"q_icon\"><i class=\"icon-aytmfd-qvideoresponse\"></i></span>\n  <h5>Please record your 3 minute video reply using all points listed below</h5>\n</div>\n\n<div class=\"sq_content vps\">\n  <ul class=\"q-list\">\n    {{each vps}}\n    <li class=\"q-list-item\">\n      <div class=\"ac\">\n        <div class=\"label\">${$value['position']}.&nbsp;{{html $value['text']}}</div>\n      </div>\n    </li>\n    {{/each}}\n  </ul>\n\n  {{if preview}}\n  <span id=\"user_record\">Respondents will be able to record a video responses here.</span>\n  {{else}}\n  <div class=\"web_cam_container\">\n    <div class=\"header\">\n      <span class=\"timer\" style=\"color: black;\">450</span>\n    </div>\n    <div id=\"viddler_recorder-polls\" class=\"recorder_placeholder\"></div>\n  </div>\n  <p class=\"recorder_notifications\">&nbsp;</p>\n  <a class=\"recorder_skip {{if bonus > 0}}w-bounus{{/if}}\" href=\"#\">Skip?</a>\n  {{/if}}\n</div>\n\n      {{else type==33}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n\n  <div class=\"type_note\">\n    <span>Drag up or down to reorder:</span>\n  </div>\n\n  <ul class=\"a-sortable\">\n    {{each matrix_batches}}\n    <li>\n      <div class=\"ac {{if matrix_batches_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else matrix_batches_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        <span class=\"reorder_in\"></span>\n\n        <div class=\"label\">{{html $value['text']}}</div>\n\n        <div class=\"sort-handle\"><span class=\"dots\"></span></div>\n\n        <div class=\"scales-reorder\">\n          <input type=\"hidden\" id=\"${$value['id']}\" class=\"reorder-value\" name=\"survey[${question_id}]\"/>\n\n          <dl>\n            {{each $value['answers']}}\n            <dt>${$value['position']}</dt>\n            <dd>${$value['id']}</dd>\n            {{/each}}\n          </dl>\n        </div>\n  \n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n      </div>\n    </li>\n    {{/each}}\n  </ul>\n</div>\n      {{else type==37}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n\n  <div class=\"type_note\">\n    <span>Please choose one item for each pair:</span>\n  </div>\n\n  <input type=\"hidden\" class=\"areorder-value\" name=\"survey[${question_id}]\"/>\n  <div class=\"b-container\">\n    <div class=\"b-box\"></div>\n    <div class=\"b-slider\"><div class=\"b-slider-range\"></div></div>\n    <div class=\"b-options hidden\">\n      {{each matrix_batches}}\n        <span data-bid=\"${$value['id']}\" data-preview_path=\"{{if $value[\"thumbnail_path\"]}}${$value['thumbnail_path']}{{/if}}\" data-original_path=\"{{if $value[\"thumbnail_path\"]}}${$value['original_path']}{{/if}}\">{{html $value['text']}}</span>\n      {{/each}}\n    </div>\n  </div>\n</div>\n      {{else type==36}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n\n  <input type=\"hidden\" class=\"mdreorder-value\" name=\"survey[${question_id}]\"/>\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n\n  <div class=\"type_note\">\n    <span>Drag up or down to reorder:</span>\n  </div>\n\n  <ul class=\"a-sortable\">\n    {{each matrix_batches}}\n    <li data-id=\"${$value[\"id\"]}\">\n      <div class=\"ac {{if matrix_batches_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else matrix_batches_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        <span class=\"reorder_in\"></span>\n\n        <div class=\"label\">{{html $value['text']}}</div>\n\n        <div class=\"sort-handle\"><span class=\"dots\"></span></div>\n  \n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n      </div>\n    </li>\n    {{/each}}\n  </ul>\n</div>\n      {{else type==34}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n\n  {{if scale_type == 0}}\n  <div class=\"type_note\">\n    <span class=\"text ps_note\">Please distribute ${scale_tmpl} between the items below</span>\n    <span class=\"text ps_note_remaining hide\">Please distribute remaining <span class='ps-remain'></span> between the items below</span>\n    <span class=\"text ps_note_all_done hide\">All done</span>\n  </div>\n  {{/if}}\n\n  <ul class=\"q-list\">\n    {{each matrix_batches}}\n    <li class=\"q-list-item\">\n      <div class=\"ac {{if matrix_batches_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if !$value[\"hidden\"]}}\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else matrix_batches_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        <div class=\"label\">{{html $value['text']}}</div>\n        {{/if}}\n\n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n\n<div class=\"ui-slider polls\">\n            {{if scale_type == 0}}\n          <div class=\"ui-slider-hidden\"></div>\n\n          <div class=\"ui-slider-ps-bg\"></div>\n          {{/if}}\n\n\n  <div class=\"ui-slider-bg\">\n  </div>\n\n  <span class=\"ui-slider-left\"></span>\n  <span class=\"ui-slider-right\"></span>\n\n      <a href=\"#\" id=\"handle_1\" class=\"ui-slider-handle\">\n        <em class=\"value\"></em>\n        <span class=\"slider-arrow\"><span>increase / decrease value</span></span>\n      </a>\n\n</div>\n\n        <span class=\"ps-value\" data-id=\"${$value['id']}\"></span>\n      </div>\n    </li>\n    {{/each}}\n    {{if scale_type == 1}}\n    <li class=\"q-list-item total\">\n      <div class=\"ac\">\n        <span class=\"ps-total\"></span>\n      </div>\n    </li>\n    {{/if}}\n  </ul>\n</div>\n      {{else type==35}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n\n  <div class=\"type_note\">\n    <span class=\"text wd_note\">Make sure that each subsequent value is greater than the previous one.</span>\n  </div>\n\n  <ul class=\"q-list\">\n    {{each matrix_batches}}\n    <li class=\"q-list-item\">\n      <div class=\"ac{{if matrix_batches_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if !$value[\"hidden\"]}}\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else matrix_batches_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        <div class=\"label\">{{html $value['text']}}</div>\n        {{/if}}\n\n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n\n        {{if scale_type == 0}}\n<div class=\"ui-slider polls-ps\">\n            <div class=\"ui-slider-ps-gradient\"></div>\n\n\n  <div class=\"ui-slider-bg\">\n  </div>\n\n  <span class=\"ui-slider-left\"></span>\n  <span class=\"ui-slider-right\"></span>\n\n      <a href=\"#\" id=\"handle_1\" class=\"ui-slider-handle\">\n        <em class=\"value\"></em>\n        <span class=\"slider-arrow\"><span>increase / decrease value</span></span>\n      </a>\n\n</div>\n\n        <span class=\"ps-value\" data-id=\"${$value['id']}\"></span>\n        {{else}}\n        <div class=\"ps-oe\">\n          <span class=\"ps-text\"></span>\n          <span class=\"ps-input hidden\" data-id=\"${$value['id']}\"></span>\n        </div>\n        {{/if}}\n      </div>\n    </li>\n    {{/each}}\n  </ul>\n</div>\n\n      {{else type==40}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}\n    {{if va_instructions}}\n    {{html question_text}}\n    {{else}}\n    Please read:\n    {{/if}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}\n    {{if va_instructions}}\n    {{html question_text}}\n    {{else}}\n    Please read:\n    {{/if}}\n  </h5>\n  {{/if}}\n</div>\n\n<div class=\"sq_content\">\n  <ul class=\"q-list\">\n    <li class=\"q-list-item\">\n      <div class=\"ac\">\n        {{if va_instructions}}\n        <div class=\"label\">{{html va_instructions}}</div>\n        {{else}}\n        <div class=\"label\">{{html question_text}}</div>\n        {{/if}}\n\n        {{if va_instructions }}\n        {{else question_thumbnail_path && pin_image}}\n        {{tmpl(null, {\n          big_thumbnail_path: question_big_thumbnail_path,\n          original_path: question_original_path,\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n      </div>\n    </li>\n  </ul>\n</div>\n      {{else type==50}}\n      <div class=\"sq_header\">\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n</div>\n\n<div class=\"sq_content\">\n  <ul class=\"q-list\">\n    <li class=\"q-list-item\">\n      <div class=\"ac\">\n        {{if question_thumbnail_path}}\n        {{tmpl(null, {\n          big_thumbnail_path: question_big_thumbnail_path,\n          original_path: question_original_path,\n          force_img_show_seconds: force_img_show_seconds}) \"#survey_pin_image_template\"}}\n        {{else}}\n        <div style=\"display: block; text-align: center; position: relative;\">\n            <img style=\"cursor: default;\" width=\"439\" height=\"308\" 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\" alt=\"\"/>\n          </div>\n        {{/if}}\n      </div>\n    </li>\n  </ul>\n</div>\n      {{else type==70 || type==71}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n  \n  <div class=\"type_note\">\n    <span>Open the dropbox and start typing your answer to autoscroll or select it manually</span>\n  </div>\n\n  <ul class=\"q-list\">\n    <li class=\"q-list-item\">\n      {{each cx_items}}\n      <div class=\"ac\" style=\"z-index: ${1000 - 2 * $index};\">\n        <img alt=\"\" class=\"loader hidden\" src=\"//aytm.com/images/small-progress-loader-black.gif\" style=\"margin: 20px auto;\" />\n<div id='combobox-${question_id}-${$value}' class=\"ddb-container big\" style=\"\">\n            <span class=\"icon\"></span>\n\n  <a href=\"#\" class=\"ddb_button\" tabindex=\"-1\">\n    <span class=\"ddb_b_content\">\n      <span class=\"ddb_b_value\"></span>\n      <span class=\"ddb_b_arrow\"></span>\n    </span>\n  </a>\n\n  <div class=\"ddb_options\">\n    <div class=\"ddb_o_content\">\n      <div class=\"ddb_o_content-ul\">\n        <ul>\n\n\n        </ul>\n      </div>\n    </div>\n  </div>\n</div>      </div>\n      {{/each}}\n    </li>\n  </ul>\n</div>\n      {{else type==38}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n\n  <input type=\"hidden\" class=\"mdreorder-value\" name=\"survey[${question_id}]\"/>\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n  \n  {{if min_choices != 0 || max_choices != 5000}}\n  <div class=\"type_note\">\n    {{if min_choices == max_choices}}\n    <span>Please select {{if min_choices != '1'}}any{{else}}only{{/if}} ${min_choices} item{{if min_choices != '1'}}s{{/if}}:</span>\n    {{else min_choices != '0' && max_choices != '5000'}}\n    <span>Please select at least ${min_choices} item{{if min_choices != '1'}}s{{/if}} but no more than ${max_choices}:</span>\n    {{else min_choices != '0'}}\n    <span>Please select at least ${min_choices} item{{if min_choices != '1'}}s{{/if}}:</span>\n    {{else max_choices != '5000'}}\n    <span>Please select no more than ${max_choices} item{{if max_choices != '1'}}s{{/if}}:</span>\n    {{/if}}\n  </div>\n  {{/if}}\n\n  <div class=\"vac-list\">\n    <div class=\"swipe-box\">\n      <div class=\"swipe-content\">\n        {{if scale_type < 3}}\n        {{each matrix_batches[0]['answers']}}\n        {{if $index == 0}}\n        <div class=\"vac{{if scale_type == 2 && $index >= part}} disabled{{/if}}\" data-rel=\"c-${$index + 1}\">\n        {{/if}}\n          <div class=\"label\"><span><span>{{html $value['text']}}</span></span></div>\n        {{if $index < matrix_batches[0]['answers'].length - 1}}\n        </div><!--\n        --><div class=\"vac{{if scale_type == 2 && $index + 1 >= part}} disabled{{/if}}\" data-rel=\"c-${$index + 2}\">\n        {{/if}}\n        {{if $index == matrix_batches[0]['answers'].length - 1}}\n        </div>\n        {{/if}}\n        {{/each}}\n        {{else}}\n        {{each matrix_batches}}\n        {{if $index == 0}}\n        <div class=\"vac{{if scale_type == 5 && $index >= part}} disabled{{/if}}\" data-rel=\"c-${$index + 1}\">\n        {{/if}}\n          <div class=\"label\"><span><span>{{html $value['text']}}</span></span></div>\n        {{if $index < matrix_batches.length - 1}}\n        </div><!--\n        --><div class=\"vac{{if scale_type == 5 && $index + 1 >= part}} disabled{{/if}}\" data-rel=\"c-${$index + 2}\">\n        {{/if}}\n        {{if $index == matrix_batches.length - 1}}\n        </div>\n        {{/if}}\n        {{/each}}\n        {{/if}}\n      </div>\n    </div>\n  </div>\n  <ul class=\"q-list\">\n    {{if cimg_exist}}\n    <li class=\"q-list-item\">\n      <div class=\"ac-sep\">&nbsp;</div><!--\n    --><div class=\"swipe-box\">\n        <span class=\"swipe-shadow\"></span>\n        <div class=\"swipe-content\">\n          {{if scale_type < 3}}\n          {{each matrix_batches[0]['answers']}}\n          {{if $index == 0}}\n          <div class=\"imac thumbnail-top{{if scale_type == 2 && $index >= part}} disabled{{/if}}\" data-rel=\"i-${$index + 1}\">\n          {{/if}}\n            {{if $value[\"thumbnail_path\"]}}\n            {{tmpl(null, {\n              preview_path: $value['preview_path'],\n              original_path: $value['original_path']}) \"#survey_popup_template\"}}\n            {{/if}}\n\n            {{if $value[\"thumbnail_path\"]}}\n            <div class=\"a_thumbnail with_thumbnail\">\n              <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n            </div>\n            {{else !$value['positive']}}\n            <i class=\"icon-aytmfd-no-charts\"></i>\n            {{else $value['commentable']}}\n            <i class=\"icon-aytmfd-qopenended\"></i>\n            {{else}}\n            <div class=\"a_thumbnail\"></div>\n            {{/if}}\n          {{if $index < matrix_batches[0]['answers'].length - 1}}\n          </div><!--\n          --><div class=\"imac thumbnail-top{{if scale_type == 2 && $index + 1 >= part}} disabled{{/if}}\" data-rel=\"i-${$index + 2}\">\n          {{/if}}\n          {{if $index == matrix_batches[0]['answers'].length - 1}}\n          </div>\n          {{/if}}\n          {{/each}}\n          {{else}}\n          {{each matrix_batches}}\n          {{if $index == 0}}\n          <div class=\"imac thumbnail-top{{if scale_type == 5 && $index >= part}} disabled{{/if}}\" data-rel=\"i-${$index + 1}\">\n          {{/if}}\n            {{if $value[\"thumbnail_path\"]}}\n            {{tmpl(null, {\n              preview_path: $value['preview_path'],\n              original_path: $value['original_path']}) \"#survey_popup_template\"}}\n            {{/if}}\n\n            {{if $value[\"thumbnail_path\"]}}\n            <div class=\"a_thumbnail with_thumbnail\">\n              <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n            </div>\n            {{else $value['commentable']}}\n            <i class=\"icon-aytmfd-qopenended\"></i>\n            {{else}}\n            <div class=\"a_thumbnail\"></div>\n            {{/if}}\n          {{if $index < matrix_batches.length - 1}}\n          </div><!--\n          --><div class=\"imac thumbnail-top{{if scale_type == 5 && $index + 1 >= part}} disabled{{/if}}\" data-rel=\"i-${$index + 2}\">\n          {{/if}}\n          {{if $index == matrix_batches.length - 1}}\n          </div>\n          {{/if}}\n          {{/each}}\n          {{/if}}\n        </div>\n      </div>\n    </li>\n    {{/if}}\n    {{if scale_type < 3}}\n    {{each(i, matrix_batch) matrix_batches}}\n    <li class=\"q-list-item{{if !rimg_exist}} no_img{{/if}}\" data-id=\"${matrix_batch[\"id\"]}\">\n      <div class=\"ac{{if scale_type == 1 && i >= part}} disabled{{/if}}\" data-rel=\"r-${i + 1}\">\n        {{if matrix_batch[\"thumbnail_path\"]}}\n        {{tmpl(null, {\n          preview_path: matrix_batch['preview_path'],\n          original_path: matrix_batch['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if rimg_exist}}\n        {{if matrix_batch[\"thumbnail_path\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${matrix_batch['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n        {{/if}}\n\n        <div class=\"label\"><b>${i + 1}.&nbsp;</b><span>{{html matrix_batch['text']}}</span></div>\n      {{if scale_type > 0}}\n      </div><!--\n      --><div class=\"error-list left\" data-rel=\"elr-${i + 1}\">\n        <span class=\"error-arrow\" data-rel=\"e-survey[${question_id}][${matrix_batch['id']}]\"></span>\n      {{/if}}\n      </div><!--\n      --><div class=\"swipe-box\">\n        <span class=\"swipe-shadow\"></span>\n        <div class=\"swipe-content\">\n          {{each(j, answer) matrix_batch['answers']}}\n          {{if j == 0}}\n          <div class=\"iac {{if answer['positive'] || answer['commentable']}}positive{{else}}negative{{/if}}{{if scale_type == 1 && i >= part || scale_type == 2 && j >= part}} disabled{{/if}}\" data-rel=\"cr-${i + 1}-${j + 1}\">\n          {{/if}}\n            <div class=\"label\">\n              {{if answer['commentable']}}\n              <span class=\"oe-comment\">\n                <input type=\"hidden\" class=\"skinned{{if scale_type == 1 && i >= part || scale_type == 2 && j >= part}} disabled{{/if}}\" id=\"${matrix_batch['id']}_${answer['id']}\" name=\"survey[${question_id}][${matrix_batch['id']}]\" value=\"{{if answer['resp']}}${answer['resp']}{{/if}}\"/>\n                <a href=\"#\" class=\"x-comment iconed{{if answer['resp']}} selected{{/if}}\"><i class=\"icon-aytmfd-qopenended\"></i><i class=\"icon-aytmfd-optional-oe\"></i></a>\n              </span>\n              {{else matrix_sub_type == 'radios'}}\n              <span class=\"radio-checkbox\">\n                <input type=\"radio\" class=\"skinned{{if scale_type == 1 && i >= part || scale_type == 2 && j >= part}} disabled{{/if}}\" id=\"${matrix_batch['id']}_${answer['id']}\" name=\"survey[${question_id}][${matrix_batch['id']}]\" value=\"${answer['id']}\"{{if answer['resp']}} checked=\"checked\"{{/if}}/>\n              </span>\n              {{else}}\n              <span class=\"radio-checkbox\">\n                <input type=\"checkbox\" class=\"skinned{{if scale_type == 1 && i >= part || scale_type == 2 && j >= part}} disabled{{/if}}\" id=\"${matrix_batch['id']}_${answer['id']}\" name=\"survey[${question_id}][${matrix_batch['id']}]\" value=\"${answer['id']}\"{{if answer['resp']}} checked=\"checked\"{{/if}}/>\n              </span>\n              {{/if}}\n            </div>\n          {{if j < matrix_batch['answers'].length - 1}}\n          </div><!--\n          --><div class=\"iac {{if matrix_batch['answers'][j + 1]['positive'] || matrix_batch['answers'][j + 1]['commentable']}}positive{{else}}negative{{/if}}{{if scale_type == 1 && i >= part || scale_type == 2 && j + 1 >= part}} disabled{{/if}}\" data-rel=\"cr-${i + 1}-${j + 2}\">\n          {{/if}}\n          {{if j == matrix_batch['answers'].length - 1}}\n          </div>\n          {{/if}}\n          {{/each}}\n        </div>\n      </div>\n      <div class=\"iac-comment\">\n        <span class=\"iac-comment-arrow\"></span>\n        <textarea rows=\"3\" cols=\"40\"></textarea>\n      </div>\n    </li>\n    {{/each}}\n    {{else}}\n    {{if scale_type > 3}}\n    <li class=\"q-list-item\" style=\"height: 0px; padding: 0px;\">\n      <div style=\"height: 0px;\">\n        <div class=\"ac-sep\">&nbsp;</div>\n        {{each(i, matrix_batch) matrix_batches}}\n          <div class=\"error-list top\" data-rel=\"elc-${i + 1}\">\n            <span class=\"error-arrow\" data-rel=\"e-survey[${question_id}][${matrix_batch['id']}]\"></span>\n          </div>\n        {{/each}}\n      </div>\n    </li>\n    {{/if}}\n    {{each(i, answer) matrix_batches[0]['answers']}}\n    <li class=\"q-list-item{{if !rimg_exist}} no_img{{/if}}\" data-id=\"${answer[\"id\"]}\">\n      <div class=\"ac{{if scale_type == 4 && i >= part}} disabled{{/if}}\" data-rel=\"r-${i + 1}\">\n        {{if answer[\"thumbnail_path\"]}}\n        {{tmpl(null, {\n          preview_path: answer['preview_path'],\n          original_path: answer['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if rimg_exist}}\n        {{if answer[\"thumbnail_path\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${answer['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n        {{/if}}\n\n        <div class=\"label\"><b>${i + 1}.&nbsp;</b><span>{{html answer['text']}}</span></div>\n      </div><!--\n      --><div class=\"swipe-box\">\n        <span class=\"swipe-shadow\"></span>\n        <div class=\"swipe-content\">\n          {{each(j, matrix_batch) matrix_batches}}\n          {{if j == 0}}\n          <div class=\"iac {{if matrix_batch['answers'][i]['positive'] || matrix_batch['answers'][i]['commentable']}}positive{{else}}negative{{/if}}{{if scale_type == 4 && i >= part || scale_type == 5 && j >= part}} disabled{{/if}}\" data-rel=\"cr-${i + 1}-${j + 1}\">\n          {{/if}}\n            <div class=\"label\">\n              {{if matrix_batch['answers'][i]['commentable']}}\n              <span class=\"oe-comment\">\n                <input type=\"hidden\" class=\"skinned{{if scale_type == 4 && i >= part || scale_type == 5 && j >= part}} disabled{{/if}}\" id=\"${matrix_batch['id']}_${matrix_batch['answers'][i]['id']}\" name=\"survey[${question_id}][${matrix_batch['id']}]\" value=\"{{if matrix_batch['answers'][i]['resp']}}${matrix_batch['answers'][i]['resp']}{{/if}}\"/>\n                <a href=\"#\" class=\"x-comment iconed{{if matrix_batch['answers'][i]['resp']}} selected{{/if}}\"><i class=\"icon-aytmfd-qopenended\"></i><i class=\"icon-aytmfd-optional-oe\"></i></a>\n              </span>\n              {{else matrix_sub_type == 'radios'}}\n              <span class=\"radio-checkbox\">\n                <input type=\"radio\" class=\"skinned{{if scale_type == 4 && i >= part || scale_type == 5 && j >= part}} disabled{{/if}}\" id=\"${matrix_batch['id']}_${matrix_batch['answers'][i]['id']}\" name=\"survey[${question_id}][${matrix_batch['id']}]\" value=\"${matrix_batch['answers'][i]['id']}\"{{if matrix_batch['answers'][i]['resp']}} checked=\"checked\"{{/if}}/>\n              </span>\n              {{else}}\n              <span class=\"radio-checkbox\">\n                <input type=\"checkbox\" class=\"skinned{{if scale_type == 4 && i >= part || scale_type == 5 && j >= part}} disabled{{/if}}\" id=\"${matrix_batch['id']}_${matrix_batch['answers'][i]['id']}\" name=\"survey[${question_id}][${matrix_batch['id']}]\" value=\"${matrix_batch['answers'][i]['id']}\"{{if matrix_batch['answers'][i]['resp']}} checked=\"checked\"{{/if}}/>\n              </span>\n              {{/if}}\n            </div>\n          {{if j < matrix_batches.length - 1}}\n          </div><!--\n          --><div class=\"iac {{if matrix_batches[j + 1]['answers'][i]['positive'] || matrix_batches[j + 1]['answers'][i]['commentable']}}positive{{else}}negative{{/if}}{{if scale_type == 4 && i >= part || scale_type == 5 && j + 1 >= part}} disabled{{/if}}\" data-rel=\"cr-${i + 1}-${j + 2}\">\n          {{/if}}\n          {{if j == matrix_batches.length - 1}}\n          </div>\n          {{/if}}\n          {{/each}}\n        </div>\n      </div>\n      <div class=\"iac-comment\">\n        <span class=\"iac-comment-arrow\"></span>\n        <textarea rows=\"3\" cols=\"40\"></textarea>\n      </div>\n    </li>\n    {{/each}}\n    {{/if}}\n  </ul>\n</div>\n      {{else}}\n      <div class=\"sq_header\">\n  {{if question_thumbnail_path && !pin_image}}\n  {{tmpl(null, {\n    preview_path: question_preview_path,\n    original_path: question_original_path}) \"#survey_popup_template\"}}\n  {{/if}}\n\n  {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n  {{if question_thumbnail_path && !pin_image}}\n  <span class=\"q_thumbnail with_thumbnail\"><img src=\"${question_thumbnail_path}\" alt=\"\"/></span>\n  <h5 class=\"with_thumbnail\">\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{else}}\n  <h5>\n    {{if position}}${position}.{{if part}}${part}.{{/if}}&nbsp;{{/if}}{{html question_text}}\n  </h5>\n  {{/if}}\n</div>\n\n<div class=\"sq_content\">\n  {{if question_thumbnail_path && pin_image}}\n  {{tmpl(null, {\n    big_thumbnail_path: question_big_thumbnail_path,\n    original_path: question_original_path,\n    force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n  {{/if}}\n\n  {{if type==10}}\n  <div class=\"type_note\">\n    {{if min_choices == max_choices}}\n    <span>Please select {{if min_choices != '1'}}any{{else}}only{{/if}} ${min_choices} item{{if min_choices != '1'}}s{{/if}}:</span>\n    {{else min_choices != '0' && max_choices != '5000'}}\n    <span>Please select at least ${min_choices} item{{if min_choices != '1'}}s{{/if}} but no more than ${max_choices}:</span>\n    {{else min_choices != '0'}}\n    <span>Please select at least ${min_choices} item{{if min_choices != '1'}}s{{/if}}:</span>\n    {{else max_choices != '5000'}}\n    <span>Please select no more than ${max_choices} item{{if max_choices != '1'}}s{{/if}}:</span>\n    {{else}}\n    <span>Check all that apply:</span>\n    {{/if}}\n  </div>\n  {{/if}}\n\n  {{if type==20 && (min_choices != 0 || max_choices != 5000)}}\n  <div class=\"type_note\">\n    {{if min_choices == max_choices}}\n    <span>Please type {{if min_choices != '1'}}any{{else}}exactly{{/if}} ${min_choices} character{{if min_choices != '1'}}s{{/if}}{{if optional}} (optional){{/if}}:</span>\n    {{else min_choices != '0' && max_choices != '5000'}}\n    <span>Please type at least ${min_choices} character{{if min_choices != '1'}}s{{/if}} but no more than ${max_choices}{{if optional}} (optional){{/if}}:</span>\n    {{else min_choices != '0'}}\n    <span>Please type at least ${min_choices} character{{if min_choices != '1'}}s{{/if}}{{if optional}} (optional){{/if}}:</span>\n    {{else max_choices != '5000'}}\n    <span>Please type no more than ${max_choices} character{{if max_choices != '1'}}s{{/if}}{{if optional}} (optional){{/if}}:</span>\n    {{else}}\n    {{if optional}}<span>Optional</span>{{/if}}\n    {{/if}}\n  </div>\n  {{/if}}\n\n  {{if type==30 || type==90 || type==91}}\n  {{if subtype=='psycho'}}\n  <div class=\"type_note\">\n    <span>Drag left or right to answer. Take your time to reflect as you answer and use this opportunity to get to know yourself better.</span>\n  </div>\n  {{else}}\n  <div class=\"type_note hidden\">\n    <span>Please move the highlighted sliders to continue</span>\n  </div>\n  {{/if}}\n  {{/if}}\n\n  <ul class=\"q-list\">\n    {{if type==20}}\n    <li class=\"q-list-item\">\n      <div class=\"ac comments empty\">\n        {{if validate}}\n        <span class=\"loader hidden\"><img src=\"/images/progress.gif\" alt=\"\"/></span>\n        {{/if}}\n        <textarea name=\"survey[${question_id}]\" content=\"{{if cntnt}}${cntnt}{{/if}}\" rows=\"{{if rows}}${rows}{{else}}3{{/if}}\" validate=\"{{if validate}}${validate}{{else}}false{{/if}}\" spellcheck=\"true\"></textarea>\n      </div>\n      {{if validate}}\n      <span class=\"error\"></span>\n      {{/if}}\n    </li>\n    {{else type==30 || ((type==90 || type==91) && scale_type==1)}}\n    {{each matrix_batches}}\n    <li class=\"q-list-item ${css_class}\">\n      <div class=\"ac{{if matrix_batches_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if subtype == 'psycho'}}\n        <div class=\"label\">\n          <span class=\"left\">{{html $value['answers'][0]['text']}}</span>\n          <span class=\"right\">{{html $value['answers'][$value['answers'].length - 1]['text']}}</span>\n        </div>\n\n<div class=\"ui-slider polls-psycho\">\n            <input type=\"hidden\" id=\"${$value['id']}\" class=\"slider-value\" name=\"survey[${question_id}]\"/>\n\n          <div class=\"ui-slider-hidden\"></div>\n\n          <div class=\"ui-slider-gradient\"></div>\n\n          <div class=\"ui-slider-range-1\"></div>\n          <div class=\"ui-slider-range-2\"></div>\n\n          <div class=\"ui-slider-center-point\"></div>\n\n          <div class=\"ui-slider-options\">\n            {{each $value['answers']}}\n            <dl>\n              <dt>${$value['id']}</dt>\n              <dd>${$value['text']}</dd>\n            </dl>\n            {{/each}}\n          </div>\n\n\n  <div class=\"ui-slider-bg\">\n  </div>\n\n  <span class=\"ui-slider-left\"></span>\n  <span class=\"ui-slider-right\"></span>\n\n      <strong href=\"#\" id=\"handle_1\" class=\"ui-slider-handle\">\n        <em class=\"value\">Drag left or right to answer</em>\n        <span class=\"slider-arrow\"><span>increase / decrease value</span></span>\n      </strong>\n\n</div>\n        {{else}}\n        {{if !$value[\"hidden\"]}}\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else matrix_batches_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        <div class=\"label\">{{html $value['text']}}</div>\n        {{/if}}\n\n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n\n<div class=\"ui-slider polls\">\n            <input type=\"hidden\" id=\"${$value['id']}\" class=\"slider-value\" name=\"survey[${question_id}]\"/>\n\n          <div class=\"ui-slider-hidden\"></div>\n\n          <div class=\"ui-slider-options\">\n            {{each $value['answers']}}\n            <dl>\n              <dt>${$value['id']}</dt>\n              <dd>${$value['text']}</dd>\n            </dl>\n            {{/each}}\n          </div>\n\n\n  <div class=\"ui-slider-bg\">\n  </div>\n\n  <span class=\"ui-slider-left\"></span>\n  <span class=\"ui-slider-right\"></span>\n\n      <strong href=\"#\" id=\"handle_1\" class=\"ui-slider-handle\">\n        <em class=\"value\">Drag left or right to answer</em>\n        <span class=\"slider-arrow\"><span>increase / decrease value</span></span>\n      </strong>\n\n</div>\n        {{/if}}\n      </div>\n    </li>\n    {{/each}}\n    {{else type==31 || ((type==90 || type==91) && scale_type==2)}}\n    {{each matrix_batches}}\n    <li class=\"q-list-item ${css_class}\">\n      <div class=\"ac{{if matrix_batches_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if !$value[\"hidden\"]}}\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else matrix_batches_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        <div class=\"label\">{{html $value['text']}}</div>\n        {{/if}}\n        \n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n\n        <div class=\"scales-stars default\">\n          <input type=\"hidden\" id=\"${$value['id']}\" class=\"star-value\" name=\"survey[${question_id}]\"/>\n          {{each $value['answers']}}\n          {{if $value['positive']}}\n          <span class=\"star star${$value['position']}\" rel=\"${$value['id']}\"><i class=\"icon-aytmfd-star\"></i></span>\n          {{/if}}\n          {{/each}}\n          {{each $value['answers']}}\n          {{if !$value['positive']}}\n          <span class=\"answer-na en_us\" rel=\"${$value['id']}\"><i class=\"icon-aytmfd-na\"></i></span>\n          {{/if}}\n          {{/each}}\n        </div>\n      </div>\n    </li>\n    {{/each}}\n    {{else type==32 || ((type==90 || type==91) && scale_type==3)}}\n    {{each matrix_batches}}\n    <li class=\"q-list-item ${css_class}\">\n      <div class=\"ac{{if matrix_batches_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if !$value[\"hidden\"]}}\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else matrix_batches_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        <div class=\"label\">{{html $value['text']}}</div>\n        {{/if}}\n        \n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n\n        <div class=\"scales-smiles default\">\n          <input type=\"hidden\" id=\"${$value['id']}\" class=\"smile-value\" name=\"survey[${question_id}]\"/>\n          {{each $value['answers']}}\n          <span class=\"smile smile${$value['position']}\" rel=\"${$value['id']}\" data-text=\"${$value['text']}\"><i class=\"icon-aytmfd-${$value['icon']}\"></i></span>\n          {{/each}}\n          <span class=\"smile-text\"></span>\n        </div>\n      </div>\n    </li>\n    {{/each}}\n    {{else}}\n    {{each answers}}\n    <li class=\"q-list-item {{if $value['positive']}}positive{{else}}negative{{/if}} ${$value['css_class']}\">\n      <div class=\"ac{{if answers_thumbnails_exist}} with_thumbnail{{/if}}\">\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        {{tmpl(null, {\n          preview_path: $value['preview_path'],\n          original_path: $value['original_path']}) \"#survey_popup_template\"}}\n        {{/if}}\n\n        {{if $value[\"thumbnail_path\"] && !$value[\"pin_image\"]}}\n        <div class=\"a_thumbnail with_thumbnail\">\n          <img src=\"${$value['thumbnail_path']}\" alt=\"\"/>\n        </div>\n        {{else answers_thumbnails_exist}}\n        <div class=\"a_thumbnail\"></div>\n        {{/if}}\n\n        {{if markers}}\n{{if $value}}\n{{if $value['pre_action']}}\n<span class=\"pre-action-${$value['pre_action']}\">(${$value['pre_action_text']})</span>\n{{else $value[\"skip_actions\"]}}\n<span class=\"skip-actions-a\"><span class=\"sl-${$value['random_sl']}\">&nbsp;</span> {{html $value['skip_actions']}}</span>\n{{/if}}\n{{else skip_actions}}\n<span class=\"skip-actions-q\"><span class=\"sl-${random_sl}\">&nbsp;</span> {{html skip_actions}}</span>\n{{/if}}\n{{/if}}\n\n        {{if $value[\"type\"]==1}}\n        <span class=\"radio-checkbox\">\n          <input type=\"radio\" class=\"skinned\" id=\"${$value['id']}\" name=\"survey[${question_id}]\" value=\"${$value['id']}\"/>\n        </span>\n        {{else $value[\"type\"]==10}}\n        <span class=\"radio-checkbox\">\n          <input type=\"checkbox\" class=\"skinned\" id=\"${$value['id']}\" name=\"survey[${question_id}]\" value=\"${$value['id']}\"/>\n        </span>\n        {{/if}}\n\n        <div class=\"label\">\n          {{html $value['text']}}\n        </div>\n\n        {{if $value[\"commentable\"]}}\n        <div class=\"comments empty\" style=\"display: none;\">\n          <textarea name=\"survey[${question_id}][${$value['id']}]['comment']\" rows=\"3\" spellcheck=\"true\"></textarea>\n        </div>\n        {{/if}}\n  \n        {{if $value[\"thumbnail_path\"] && $value[\"pin_image\"]}}\n        {{tmpl(null, {\n          big_thumbnail_path: $value[\"big_thumbnail_path\"],\n          original_path: $value[\"original_path\"],\n          force_img_show_seconds: 0}) \"#survey_pin_image_template\"}}\n        {{/if}}\n      </div>\n    </li>\n    {{/each}}\n    {{/if}}\n  </ul>\n</div>\n\n      {{/if}}\n    </div>\n  </div>\n</script>\n\n<script id=\"survey_zoom_image_template\" type=\"text/x-jquery-tmpl\">\n  <span>\n    <img src=\"${preview_path}\" alt=\"\" />\n    <span class=\"img-hover\">\n      <span class=\"zoom_image\" data-url=\"${original_path}\"><svg version=\"1.0\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" x=\"0px\" y=\"0px\"\n\twidth=\"59px\" height=\"57.5px\" viewBox=\"0 0 59 57.5\" enable-background=\"new 0 0 59 57.5\" xml:space=\"preserve\">\n  <filter id=\"shadow\" height=\"130%\">\n    \t<feGaussianBlur in=\"SourceAlpha\" stdDeviation=\"3\"/>\n    \t<feOffset dx=\"0\" dy=\"0\" result=\"offsetblur\"/>\n    \t<feFlood flood-color=\"rgba(0,0,0,0.9)\"/>\n    \t<feComposite in2=\"offsetblur\" operator=\"in\"/>\n    \t<feMerge>\n     \t\t<feMergeNode/>\n      \t<feMergeNode in=\"SourceGraphic\"/>\n    \t</feMerge>\n  </filter>\n  <g class=\"main-g\" filter=\"url(#shadow)\">\n  \t<path fill=\"#ffffff\" d=\"M27.424,12.167c-7.797,0-14.117,6.321-14.117,14.116c0,7.797,6.32,14.115,14.117,14.115c7.795,0,14.115-6.317,14.115-14.115\n  \tC41.539,18.488,35.221,12.167,27.424,12.167z M34.689,28.754h-4.794v4.795h-4.941v-4.795h-4.796v-4.941h4.796v-4.794h4.941v4.794\n  \th4.794V28.754z M51.582,44.781l-6.938-7.314c2.102-3.224,3.334-7.06,3.334-11.184c0-11.333-9.223-20.554-20.555-20.554\n  \tc-11.334,0-20.555,9.221-20.555,20.554c0,11.335,9.221,20.555,20.555,20.555c3.635,0,7.047-0.957,10.01-2.621l6.984,7.369\n  \tL51.582,44.781z M8.236,26.283c0-10.58,8.607-19.187,19.188-19.187s19.188,8.607,19.188,19.187c0,10.582-8.606,19.189-19.188,19.189\n  \tS8.236,36.864,8.236,26.283z\"/>\n  </g>\n</svg>\n</span>\n    </span>\n  </span>\n</script>\n\n<script id=\"survey_pin_image_template\" type=\"text/x-jquery-tmpl\">\n  <div class=\"image-container\">\n    <div class=\"image-loading aytm-loading\">\n      <div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div>\n    </div>\n    <span class=\"img-hover\">\n      <span class=\"zoom_image\"><svg version=\"1.0\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" x=\"0px\" y=\"0px\"\n\twidth=\"59px\" height=\"57.5px\" viewBox=\"0 0 59 57.5\" enable-background=\"new 0 0 59 57.5\" xml:space=\"preserve\">\n  <filter id=\"shadow\" height=\"130%\">\n    \t<feGaussianBlur in=\"SourceAlpha\" stdDeviation=\"3\"/>\n    \t<feOffset dx=\"0\" dy=\"0\" result=\"offsetblur\"/>\n    \t<feFlood flood-color=\"rgba(0,0,0,0.9)\"/>\n    \t<feComposite in2=\"offsetblur\" operator=\"in\"/>\n    \t<feMerge>\n     \t\t<feMergeNode/>\n      \t<feMergeNode in=\"SourceGraphic\"/>\n    \t</feMerge>\n  </filter>\n  <g class=\"main-g\" filter=\"url(#shadow)\">\n  \t<path fill=\"#ffffff\" d=\"M27.424,12.167c-7.797,0-14.117,6.321-14.117,14.116c0,7.797,6.32,14.115,14.117,14.115c7.795,0,14.115-6.317,14.115-14.115\n  \tC41.539,18.488,35.221,12.167,27.424,12.167z M34.689,28.754h-4.794v4.795h-4.941v-4.795h-4.796v-4.941h4.796v-4.794h4.941v4.794\n  \th4.794V28.754z M51.582,44.781l-6.938-7.314c2.102-3.224,3.334-7.06,3.334-11.184c0-11.333-9.223-20.554-20.555-20.554\n  \tc-11.334,0-20.555,9.221-20.555,20.554c0,11.335,9.221,20.555,20.555,20.555c3.635,0,7.047-0.957,10.01-2.621l6.984,7.369\n  \tL51.582,44.781z M8.236,26.283c0-10.58,8.607-19.187,19.188-19.187s19.188,8.607,19.188,19.187c0,10.582-8.606,19.189-19.188,19.189\n  \tS8.236,36.864,8.236,26.283z\"/>\n  </g>\n</svg>\n</span>\n    </span>\n    <input type=\"hidden\" value=\"${$item.big_thumbnail_path}\" class=\"preview_image\"/>\n    <input type=\"hidden\" value=\"${$item.original_path}\" class=\"hidden_image\"/>\n    <input type=\"hidden\" value=\"${$item.force_img_show_seconds}\" class=\"force_img_show_seconds\"/>\n  </div>\n</script>\n<script id=\"survey_popup_template\" type=\"text/x-jquery-tmpl\">\n  <div class=\"popup-image\">\n    <div class=\"popup-image-loading aytm-loading\">\n      <div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div><div></div>\n    </div>\n    <span class=\"img-hover\">\n      <span class=\"zoom_image\"><svg version=\"1.0\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" x=\"0px\" y=\"0px\"\n\twidth=\"59px\" height=\"57.5px\" viewBox=\"0 0 59 57.5\" enable-background=\"new 0 0 59 57.5\" xml:space=\"preserve\">\n  <filter id=\"shadow\" height=\"130%\">\n    \t<feGaussianBlur in=\"SourceAlpha\" stdDeviation=\"3\"/>\n    \t<feOffset dx=\"0\" dy=\"0\" result=\"offsetblur\"/>\n    \t<feFlood flood-color=\"rgba(0,0,0,0.9)\"/>\n    \t<feComposite in2=\"offsetblur\" operator=\"in\"/>\n    \t<feMerge>\n     \t\t<feMergeNode/>\n      \t<feMergeNode in=\"SourceGraphic\"/>\n    \t</feMerge>\n  </filter>\n  <g class=\"main-g\" filter=\"url(#shadow)\">\n  \t<path fill=\"#ffffff\" d=\"M27.424,12.167c-7.797,0-14.117,6.321-14.117,14.116c0,7.797,6.32,14.115,14.117,14.115c7.795,0,14.115-6.317,14.115-14.115\n  \tC41.539,18.488,35.221,12.167,27.424,12.167z M34.689,28.754h-4.794v4.795h-4.941v-4.795h-4.796v-4.941h4.796v-4.794h4.941v4.794\n  \th4.794V28.754z M51.582,44.781l-6.938-7.314c2.102-3.224,3.334-7.06,3.334-11.184c0-11.333-9.223-20.554-20.555-20.554\n  \tc-11.334,0-20.555,9.221-20.555,20.554c0,11.335,9.221,20.555,20.555,20.555c3.635,0,7.047-0.957,10.01-2.621l6.984,7.369\n  \tL51.582,44.781z M8.236,26.283c0-10.58,8.607-19.187,19.188-19.187s19.188,8.607,19.188,19.187c0,10.582-8.606,19.189-19.188,19.189\n  \tS8.236,36.864,8.236,26.283z\"/>\n  </g>\n</svg>\n</span>\n    </span>\n    <input type=\"hidden\" value=\"${$item.preview_path}\" class=\"preview_image\"/>\n    <input type=\"hidden\" value=\"${$item.original_path}\" class=\"hidden_image\"/>\n\n    <span class=\"pi-arrow\"></span>\n  </div>\n</script>\n";
      $('#survey_shell_template').remove();
      $('#survey_pin_image_template').remove();
      $('#survey_popup_template').remove();
      $('body').append(template);
      
      return true;
    };

    return SurveyShell;

  })();
  return $(function() {
    window.surveyShell = new SurveyShell();
    return window.surveyShell.init();
  });
})(jQuery);