Ticket Template

  1. Home
  2. DynamicDocs API
  3. JSON to PDF Templates
  4. Ticket Template
Ticket Template
Ticket Ticket Template
This ticket template converts JSON to PDF, allowing you to manage the design elements and information through JSON while utilizing LaTeX commands to style the document.
Open PDF
Info
Information to call the Ticket Template
API End Point:
https://api.advicement.io/v1/templates/pub-general-json-to-pdf-template-v1/compile
Authentication:
Use your API Security Token (which is generated in your dashboard) in the Adv-Security-Token header parameter
Refer to our authentication guide for more information.
Uses Luatex:
FALSE
Uses Charts:
FALSE
Available On:
Free Plan, Individual Plan, Startup Plan, and Business Plan

Poster Template

The Ticket Template is a fully customizable solution designed to streamline your event ticket creation process. Powered by the DynamicDocs API, this template effortlessly transforms your event details, structured in JSON format, into professionally designed, print-ready PDF ticket.

With this template, you have the flexibility to personalize various aspects of the ticket's design, including event name, date, venue, and other information. Through seamless JSON data integration, you can manage intricate ticket elements, ensuring a visually appealing and informative final product.

By harnessing the capabilities of the DynamicDocs API, the Ticket Template ensures that your event tickets align with your organization's branding standards and aesthetic guidelines, creating a cohesive and memorable experience for your attendees.

Use Cases for JSON to PDF Ticket Generation

  1. Event Organizers: Perfect for event planners and organizers seeking a streamlined approach to create visually stunning tickets for a variety of occasions.
  2. Entertainment Industry: Concerts, movies, theaters, and sports events can utilize this template to produce eye-catching, customized tickets for their patrons.
  3. Educational Institutions: Schools, colleges, and universities can use this template for academic conferences, graduation ceremonies, and special events, ensuring a professional and cohesive ticket design.
  4. Sports Teams: Sports organizations can design tickets that match their team branding, making each game a unique experience for fans.
  5. Corporate Events: Companies can create custom tickets for corporate gatherings, seminars, and conferences, enhancing their professional image.
  6. Non-Profit Organizations: Charities and non-profits can leverage this template to generate tickets for fundraising galas and charity events, ensuring a consistent visual identity.

Key Takeaways

In summary, the Ticket Template is an indispensable tool for organizations and individuals looking to elevate their event ticketing process. It simplifies the creation of visually appealing, compliant PDF tickets through quick and automated data integration via JSON, all supported by the reliable DynamicDocs API. Make your events memorable with beautifully designed tickets that reflect your brand.

{ "documentSettings": { "font": "open sans", "fontSize": 10, "primaryHEXColour": "0DBB72", "secondaryHEXColour": "343d49", "textHEXColour": "222222", "documentName": "Ticket template from ADVICEment", "topMargin": "0.25cm", "rightMargin": "1cm", "bottomMargin": "2cm", "leftMargin": "1cm", "headheight": "1.5cm", "headsep": "1.0cm", "footskip": "1.0cm", "includehead": true, "includefoot": true, "showframe": false, "header": { "headerLine": false, "leftContent": "", "centerContent": "", "rightContent": "" }, "footer": { "footerLine": false, "leftContent": "", "centerContent": "", "rightContent": "" }, "mainImage": "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", "mainImageType": "png", "mainImageWidth": "8cm", "logo": "iVBORw0KGgoAAAANSUhEUgAAAMgAAAAyCAYAAAAZUZThAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAEnQAABJ0BfDRroQAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAABDKSURBVHic7Z3pjxvnfce/z1wk5+Cx9yntarU6vE18yC4sww2CwqgdJ3btuIpbwECLugH6om9aNG77J7Rp2hdF+6ZoUSQFCtRubAeu7SSw01rqYctym1rH6trVrrQH9yKXM0POcI6nL7hL8uG13CUl0vZ8AEGa4XDmN5zn9/zOZ0RQg5mZM5LcazxPKZ4D8CCAMQBKrWMDAj6jmADuAOQTQuib2U319UuXXs1XHkQqd5x6/KkzhHB/CtDJeyJmQEB3MAfgjz4++85r5TuLCnLmzBl+ftX8LkB//56LFhDQNdC/mBzSXnn11Vc9AOB3d8u9E98LlCMggJze1vPK8uKNnwA7FqTgVpF/7qxgAQHdAyH0hfMfvPtDMjNzRor0GJcBTHVaqG7GFzhk7o9BTOWhzJmdFifgrkPm0yo9KexkqwLlqAOVOKQfiCP1WC8cTcDUX14HJQChnZYs4O5CJ2M6fVagFM93WpRuxJN5pB7tQerhHvhhDgAQuZ0DCIE5rUK9ZnRYwoC7DQfyHAfgVKcF6Ua4nAcAReUAAHVWhzGtwJxWOyVWwD2EEpziAAx1WpBuhFAg3xdi9qnXdOSHwoGCfHEYFQAET7sGvkhgTJWaB0JrNqTNPAbeXkXsfAi+wIFz/Q5KGHAPUIVOS9CtZCcVULHMvbqqF/8dWrc7IVJAB+D2PuSLiXFcY7bVq0FQ/kUkUJBaEDBxhqA7CK/kOihQQKdoi4vlhzlkZmJV++V5E9JWVYNkNQSw+0NwowJcTYQn8/AlDpQj8MMcuLwPzvbB2z6kpI3wag6c1dj/z04ooGXqL+hu065RbiwCt8z7VK+ZQFndI3tEQb5XKm6HkjYii9mmzg0A1lAY2SMK7IEQPFWAG+HBOz6I7UHazCO8ZEG7boDkS/eY75OQndx/Q3XskzSIFxRtDkpbFEQ/HkXy69XJsMT5FAbeWd3z+z7P4dbvHmn+ghQIr+QQ+ySN2MUMM5B22fhqH3KH5OJ2aMXCxN/ON3X6SvdKu5JhtrfvjyHzpdKEEP9wa08FoQTIPBDH1ule5PukuseZ04W/kw7FxF/fhJhxAADWaATJr+0/4Rj9v+1AQVqgLS6WcbJ2Ikw/qdVoqG8DBLBGIkh+YxhzvzcF41j19bVZNmawh8JwomJTpzeOlRSEsz1EFpq3DrXI90lY+J1JrD4z3FA5yuFsD6LutHTdgNZpWUGoSGBO1lYQVxWQG4sc6Lx81kNoxYIyZ0JezCK0ZtecCV1VwNKL40id7mH2a7MZxi2qjCvqke+TmEGsXDdamoFzYxEs/PYE7OFw1WfEowit2ZAXsggv5yDoTlFmeZ516wI6Q8suljGtgYolM6FdzkC/L1rc1k9GCy0a+2T8+wsIrbExgy8SWOMyth7tgXm0bLATYO2JQRDbR/yTNABASDsIrVrMwDSnFcQvpBrfz/Eos91K9irfI2HpN8bhh3lmfzhpIXF2A9oNs8o99EMczGkVvO42PLe0mcehv7+1pwycHdRqWqFlBdFPlNwR4lP0nN1kFMQ4qWHgp8m2zIacQyHPmZDnTOi/EMXqMyPwd5WTAGtPDkK5YRb9dm1WZxQkO6nCFwk4p74w+vGS4hGPQr15MAWhBFh9bgRehFWOnv/YRN/7a3WbHTnbh3YxU/tD9grgd9phAmpACm61flwDn/WQ+GjrQKdpycWiPGFm8tCKhXDSgpgq+c5OTIQ1WO1etIp2MYPBt1ZYeUQOG7/cX9xWZ3Xmc18kyE3UzwS5Cg9rtOQSRm6Ze2bL6mHMRKvcy8R/baH/vfrKEdA+vDCPW9+exOZX+uA0GffVoiUFyU0oTDOffKuwTkK9wc66xkk2K9Quop9uQ7nBrs3QT0aLLl9o3Ya0ybppjeIQ40SUSSpoLbhXW4/1MtviVh79760d+HwBnaElF6vcvQIAeb6Q7VFumEg9kijuN05o6PvZeiuXqkvio02YR0tWgYoE2UkFyk47unZFx+bjpaZDfVrDAGqnno0y9woUxXPsF6dHgjXEWs3Eh1sgfodNx47bARRitF0XzRqLIDcUhh/hIW3YUK9VJybyPRKyR1W4Cg8h40K9qkMwGsdJuzhxCdZYBPmECOID0roFed6s6+rm+yRQkQOf8yCkC96IJ/Mwp1Q4CRFcnkJeMBFasaq+68k83JgIL1SauF2ZZ1xtXneblv3gCkLYAcXZHuSddKg8Z4Czffg7Qtr9IeR7Q1WzeTuQF7IgHgXlS1O/NRguDm51Vsfm433Fz9yYAHsgVJUAoBKH3ESpbhJezhVjmf2SPVSdudOud0GrCgUWXp4A5QgG31qBelXHygtjyJbdNwCI2w5G/+k2Qms2KE+w/uQg0g/FQbnSb7z+5AD6f7zWMOnhKjzWnxyCPhMFrUj38zkPA/+6guhlvep7q8+OIDcWQfTTbQy9sYzNr/Yj9WhvKd7cQblhYPiNZfDZUixmHNew+swwc5x+X5SJi/veX0fvuY36v1MZB1aQ6mpzadYhHoVy06jIZmnoPdd+BSEOhbDtwOkp+ZnlcoWXLYjpPJx46XPjmFqlIMZRFb5Q3px48AFtD7DWQzDc4kzYLpyEhJt/MN3wmPj5FHrPsgOBOBQ0ROCpAm7/1mHke0MQMw7ElFOo7Ed4ODERd146hMm/uYnl50dgTmvgcx5CazacqAgnIcIXOCSfHoKYcaFcrx7kTlzC7ZfG4fRIIA5F7FIG4lYeniYgc58GTxGw+sIYOP9OVay4m9nzQjySz4xg+4EYiEMRXiosWLOHw6AEMI+qWPrWGMZ/sFgae7ZXiIG5QvwLFBIf5UrEW80nNw6sIPrJxulQbVavoSDNae1+4XMeyoefL7OZI/WagdQvluok5lEVvec2mWMqi43qteqH3iyewl5fMNqfbaIcYSaCWvhSdYi5O5A2H+sFhIIlif9PGqCFJEby2RFkZqJwVQG3f/MwrMEw4h9uof/9taJLlHokgbWnhgACrD/RX60gBFh5fgROjwRpK4/xf1xkJoi+99dx+6VxWKMRrD4zjCPzJpOOJl7h39kJGVTiEL2YwcA7q0WX0EmIWPr1cdj9IeQOydh+IF60ZNHLOqKXdXgRHje+cwwAEPt0GwNv793RUYsDB+nlA2rXYpSjXDcZP9YeDjOzeDuhAmt6K2sLaoUZt8ZlJv26OxvtIqbyVRZmX/JUuALE6Z5axG4cRCUOfT9bL9SNdh4T51AMvL0KsqMI1mAYynUdgz9OMvFC4nyq6E7b/SHYA+zCMn0mitx4BKDAyL8sVVlPzvYw/OYyQAEvwmP7/jgr486lqMRBvpXF0OtLTEpbTDkYeCdZdr27kwQCDmhB7MEw49LIc2ZVQYqzPURumchOlQaecUJD4r/Zmbsd+BH2NgSTnbHl21kIhluccSkBslMqtIvbAHYUpszqaFcObj0AgMuxv0VlLaQd8DkP0Z+nGx4jL1YXaMmOaJzt16wN8DkPyrxZnAB7PqwdY0Q/3S7GLnafxEwo218u9Kkp87UDaQCQNvIIr1mwBsMwjyqsLGU/X+8HGzXT4vKCCWHbhRsTmLHYbg6kIOXFNADITcq4/sqxGmdnZ1L9hNp2BfEiPBytQkEqe5howc1KP1SaqYxppaggVe7V1dYUpNzfBQAnJoDypK1Ng3zWxcBPDp42ljbsoqWoREiXOrDFOrGTmCod46mlHjfKk2LXsZS04STq979xhgsMAvkKC1RO3WUGFJBSNtyYAFcV7tqbZg6kIGZFXcMXuKbOlBuX4apC0ym2ZsgdlqsaIms1F6pXdUZBzCm18D3K1kZ400X4TmtrP0IbFRkykYM9HG75vO2kkbJy5S5hneP4MitdXgtzFaGYUUyd7qnqkauF28DCEre+nLvBNuUIIHDAXXBl960gLVXGd1LD8QuNXYP9kHo4wWyLGafmug95zgRnecW+KE/mYfeHwGc92P2lGUy9ZrQ8E0XmqxU0/WAcQ12kIHcLvyxBwWe9pnrBuH1klRgqc8d3gX0riHEfaz1CSQv9P61v6jeeGIQ1VFaoOxltm4JkjyhVi4iiP9+u2fdFPAr1usGs48geksFXPECtRfcKKChpeNViioWZL8eQ+CiFULK2T/55oTwh0Xt2A4kPD9YD1S3sO4uln2DTu9oVHcqcWfePdoltvMsdltsStNr9ISx/c5Rxr/ish57/rB/jVObbrcMyUyQjjo/IfHteK5qoSGlTnmD510bhRD/f78kQt92i+1aZ3fossi8FcRUeVkUDnrJHvUCtWI1HeQKzxgKnZqE8QfpUHAsvTzCZJ1Bg8N1kQ5Ou3jCZwDR7WIZZZoHUm0bDTt/9EL2iI1LhUuV7JSy+PFGYZPbwDso7Az5LEMdHeLlgJY1jKvNmmHsqh+sXPYnyAvB+2dd0ZpxgWwbEjItwsnG9QNrKQ9rIM4uQ9BPRgivUgNy4vFPfIPAjPBxVgDUWhjmt1ZyFe/99vZiVqgdxfCg3DRg7PWSVhTZ1to3tIBQYfu0OFr99BG6ZX+5qIpa/NQppsx/KTQOhpA3edOFLHDxZQL5HRPaoiujFDHr/rX7/mquISD699xJc+VYW2uVm2ufbR/zjFHLjEXiKgORTgxh6a+WeL/7iHAre8uBFeNgtdPPuT0Eq1mor1/SmblybzTD9UNkpGX6Iazjb11rjXgviUPS/t9Z0v792VS8qCHMeWujtaSdixsXY9xew9OJYVa4+3ysh31s/w5MbaZwI8cMc0hUJiloQn95zBYle3EbmgRjMSQXbD8bhxkX0nN1EZDFbKFSSQgOhNS7DiYoHXquxF+JWHt5oBNZoBOmHE9AuZUA5gM/Tpou3TSuIH+KRnWSb2tQmG/DUWYNREF/gYE6pLT044viFWfbcBrP+ZE9ZrupVzY0AEFkwq+oX7SC0buPw393C2q8MQv9SlGn4a4RVY4nuZwYKDL+2hKUXx5A7VHBjzUkFxCsMTBrii54IZ3lInN+6KxYm/kkaq6MRgADJp4eKFnf8HxYgN/kWmqYVxJyUQRwfZGcsci5F5FZzAW14JQdpIw9XLbka2Um5qCCEUogZh8mhV8K5fqH6upRD+I4FbVYHZ+9/QHOWj8hCFtkjbPZrP2s/eNtnqvV8jbeqMMfnCq0VfR9sIH0qDnNSKbSd17hVzvURXshCvWYwxS/i0KoOgWaoXPDF2R44i4BrIDNxaDH1SuqMXELLjqkRt/E5D+M/WMT2g3GkT8VhD4ZBeQLK74wBCoTXLKhXdPg8+xpXzvGbSv2SfPlx1TLE/jcNJy4idbqnFIdQVBWwG17j4V/6Wletb/NDHEAIvEjhhgoPy2/re3B9kQA8G7gRx7+nr8ehIgcnJsCTBfgCAW/54E0XQsb5XK449GQeriYWljznfUgp5571qFGJg90fAvEpsw6mGbou57gblxy4eNTMNRwKOJ1dz02cgkUEmnix3ucAPuvdFRe2GUjeL7TKHwAOQBes5AkI6EoyHIDlTksRENCVULLMAeRCp+UICOhKCD7mCKFvdlqOgIBuhFL/R5xvrv0QwM1OCxMQ0GXMWSntTe7ChQsOgD/utDQBAd0ER+kfXrr0ap4HgOXFG5dHDh+NAuR0pwULCOg85Lvnz73zV0BZN+/kkPYKofhe54QKCOg8FPjzySHlT3a3q2ruj3zlqW9SSv4MwNQ9lSwgoLPc5Cj9zkfn3n29fGfNppSZmTNSOKH/KgfyHAV5CISOIfjvogM+Xxig5A4l9AIB3qDZtTd34nGG/wdeiOyeG+9arQAAAABJRU5ErkJggg==", "logoType": "png", "logoWidth": "6cm", "latexPreamble": "\\usetikzlibrary{shapes.geometric} \\definecolor{htmlLink}{HTML}{0000EE} \\usepackage{qrcode}" }, "documentContent": { "content": [ { "type": "tikzNode", "content": "\\node (rectange) [rectangle, shading = axis, shading angle=75, left color=pink, right color=orange, anchor=south west, inner sep=0,outer sep =0, fill = Primary, minimum width = 30cm, minimum height = 8.0cm] at ([xshift=0.0cm, yshift=-5.75cm]current page.north west) {};", "order": 1 }, { "type": "tikzNode", "content": "[remember picture, overlay] \\node (triangle1) [isosceles triangle,minimum size=14cm,inner sep=0pt,fill=red!50] at ([xshift=2.25cm,yshift=0.25cm]current page.north west) {};", "order": 1.1 }, { "type": "tikzNode", "content": "[remember picture, overlay] \\node (triangle2) [isosceles triangle,minimum size=13.2cm,inner sep=0pt,fill=purple!50, rotate=180] at ([xshift=2cm,yshift=-1cm]current page.north east) {};", "order": 1.2 }, { "type": "tikzNode", "content": "\\node (logo) [anchor=north west, inner sep=0, outer sep=0] at ([xshift=1cm,yshift=-1.2cm]current page.north west) {\\advGetImage{key = documentSettings.logo, typeKey=documentSettings.logoType, widthKey = documentSettings.logoWidth}};", "order": 1.3 }, { "type": "tikzNode", "content": "\\node (name) [minimum width=19cm, anchor=north west, text width=19cm, anchor=west, inner sep=0.0cm, outer sep=0] at ([xshift=1cm, yshift=-3.75cm]current page.north west) {\\RaggedRight \\color{Secondary} \\bfseries \\fontsize{25}{40}\\selectfont Event Ticket Pass};", "order": 1.4 }, { "type": "tikzNode", "content": "[remember picture, overlay] \\node (title) [minimum width=19cm, anchor=south west, text width=19cm, anchor=west, inner sep=0.0cm, outer sep=0] at ([xshift=2cm, yshift=-8.75cm]current page.north west) {\\begin{minipage}{19cm} \\RaggedRight \\bfseries \\fontsize{15}{40}\\selectfont \\color{Primary} YOUR TICKET \\end{minipage} \\vspace{1.25cm}};", "order": 2 }, { "type": "tikzNode", "content": "\\node (qrCode) [anchor=south, inner sep=0, outer sep=0] at ([xshift=1.25cm, yshift=-2cm]title.south west) {\\color{Secondary} \\qrcode[height=2.5cm]{https://advicement.io}};", "order": 3 }, { "type": "tikzNode", "content": "\\node (name) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=-1cm]qrCode.south west) {\\begin{minipage}{12cm} \\RaggedRight \\fontsize{12}{40}\\selectfont \\color{Secondary} John Smith \\end{minipage} \\vspace{0.25cm}};", "order": 4 }, { "type": "tikzNode", "content": "\\node (company) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]name.south west) {\\begin{minipage}{12cm} \\RaggedRight \\bfseries \\fontsize{12}{40}\\selectfont Company Holdings Inc. \\end{minipage} \\vspace{2cm}};", "order": 5 }, { "type": "tikzNode", "content": "\\node (infoHeader) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=-0.5cm]company.south west) {\\begin{minipage}{21cm} \\RaggedRight \\bfseries \\fontsize{15}{40}\\selectfont \\color{Primary} Important Information \\end{minipage} \\vspace{0.15cm}};", "order": 6 }, { "type": "tikzNode", "content": "\\node (venueHeader) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]infoHeader.south west) {\\begin{minipage}{21cm} \\RaggedRight \\bfseries \\fontsize{12}{40}\\selectfont \\color{Secondary} Venue \\end{minipage} \\vspace{0.05cm}};", "order": 7 }, { "type": "tikzNode", "content": "\\node (venueName) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]venueHeader.south west) {\\begin{minipage}{21cm} \\RaggedRight \\fontsize{10}{40}\\selectfont Conference Venue at Sandton \\end{minipage} \\vspace{0.01cm}};", "order": 7.1 }, { "type": "tikzNode", "content": "\\node (street) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]venueName.south west) {\\begin{minipage}{21cm} \\RaggedRight \\fontsize{10}{40}\\selectfont 161 Maude St \\end{minipage} \\vspace{0.01cm}};", "order": 7.2 }, { "type": "tikzNode", "content": "\\node (complex) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]street.south west) {\\begin{minipage}{21cm} \\RaggedRight \\fontsize{10}{40}\\selectfont Sandton Convention Centre \\end{minipage} \\vspace{0.01cm}};", "order": 7.3 }, { "type": "tikzNode", "content": "\\node (city) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]complex.south west) {\\begin{minipage}{21cm} \\RaggedRight \\fontsize{10}{40}\\selectfont Johannesburg \\end{minipage} \\vspace{0.01cm}};", "order": 7.4 }, { "type": "tikzNode", "content": "\\node (postalCode) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]city.south west) {\\begin{minipage}{21cm} \\RaggedRight \\fontsize{10}{40}\\selectfont 2146 \\end{minipage} \\vspace{0.25cm}};", "order": 7.5 }, { "type": "tikzNode", "content": "\\node (dateHeader) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=-1cm]postalCode.south west) {\\begin{minipage}{21cm} \\RaggedRight \\bfseries \\fontsize{12}{40}\\selectfont \\color{Secondary} Date \\end{minipage} \\vspace{0.05cm}};", "order": 8 }, { "type": "tikzNode", "content": "\\node (date) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]dateHeader.south west) {\\begin{minipage}{21cm} \\RaggedRight \\fontsize{10}{40}\\selectfont Monday, 03 April 2023 \\end{minipage} \\vspace{0.25cm}};", "order": 8.1 }, { "type": "tikzNode", "content": "\\node (registrationHeader) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=-1cm]date.south west) {\\begin{minipage}{21cm} \\RaggedRight \\bfseries \\fontsize{12}{40}\\selectfont \\color{Secondary} Registration \\end{minipage} \\vspace{0.05cm}};", "order": 9 }, { "type": "tikzNode", "content": "\\node (registration) [minimum width=9cm, text width=9cm, anchor=north west, inner sep=0cm, outer sep=0] at ([yshift=0cm]registrationHeader.south west) {\\begin{minipage}{21cm} \\RaggedRight \\fontsize{10}{40}\\selectfont Opens at 8 AM. Conference begins at 10 AM. \\end{minipage} \\vspace{0.01cm}};", "order": 9.1 } ] } }

documentSettings - A JSON object which contains the settings of the template (primaryHEXColour, secondaryHEXColour, textHEXColour, font, documentName, logo, logoType, logoWidth, margins, headSep, footSkip, showframe, header, footer).

font - An optional string which contains the font of the document. Possible options are: 'helvetica', 'avant garde', 'sans serif', 'charter', 'open sans', 'bera', 'venturis', 'raleway', 'overlock', 'roboto', 'spectral', 'clear sans', 'noto sans', 'noto mono', 'josefin', 'bera sans', 'latin modern', 'theano modern', 'droid sans', 'fira sans', 'XCharter', 'bookman', 'gyre bonum', 'gyre schola', 'gyre termes'.

fontSize - An optional integer which contains the font size of the document. Possible options are: 8, 9, 10, 11, 12, 14.

primaryHEXColour - An optional string which contains the primary font colour of the document.

secondaryHEXColour - An optional string which contains the secondary font colour of the document.

textHEXColour - An optional string which contains the text font colour of the document.

documentName - An optional string for the name of the document.

topMargin - An optional string containing the top margin size (in cm).

rightMargin - An optional string containing the right margin size (in cm).

bottomMargin - An optional string containing the bottom margin size (in cm).

leftMargin - An optional string containing the left margin size (in cm).

headheight - An optional string relating to the height of the header (in cm). See LaTeX geometry package documentation for more information on this parameter.

headSep - An optional string relating to the space between the header and the beginning of the document (in cm). See LaTeX geometry package documentation for more information on this parameter.

footSkip - An optional string relating to the space between the end of the document and the footer (in cm). See LaTeX geometry package documentation for more information on this parameter.

includehead - A boolean expression which determines whether the header is part of the top margin (false) or below it (true).

includehead - A boolean expression which determines whether the footer is part of the bottom margin (false) or below it (true).

showFrame - A boolean expression (true/false) to show the frame of the document.

header - An object containing settings to control the header.

headerLine - A boolean expression that generates a horizontal line between the header and the beginning of the document.

leftContent - The content that appears on the left-hand side of the header. Can contain LaTeX commands, text or simply 'logo'.

centreContent - The content that appears in the centre of the header. Can contain LaTeX commands, text or simply 'logo'.

rightContent - The content that appears of the right-hand side of the header. Can contain LaTeX commands, text or simply 'logo'.

adjustMargin - An optional string containing whether the header margin needs to be adjusted sideways (in cm).

footer - An object containing settings to control the footer.

footerLine - A boolean expression that generates a horizontal line between the footer and the end of the document.

leftContent - The content that appears on the left-hand side of the footer. Can contain LaTeX commands, text or simply 'logo'.

centreContent - The content that appears in the centre of the footer. Can contain LaTeX commands, text or simply 'logo'.

rightContent - The content that appears of the right-hand side of the footer. Can contain LaTeX commands, text or simply 'logo'.

adjustMargin - An optional string containing whether the header margin needs to be adjusted sideways (in cm).

latexPreamble - Contains custom LaTeX commands which will be inserted before '\begin{document}'.

documentContent - A JSON object which contains the content of the template and other data for charts and tables).

content - A required object which contains the data for the right column on the first page.

type - A required string which contains the type of text for the body of the document. Possible options are: 'heading', 'section', 'subsection', 'paragraph', 'newpage', 'enumerate', 'itemize', 'table'.

content - A required string or array of strings which contains the text for the body of the document. Can contain LaTeX commands. Note that in an event of a table, this contains the key-name for the table.

order - A required number which determines the order of the text.

height - An optional parameter controling the height of the chart.

width - An optional parameter controling the width of the chart.

Terms of Service - Copyright Advicement Investment Services (Pty) Ltd © 2014 - 2024