The Playwire Publisher Earnings Index (PEI)

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background-repeat: no-repeat; background-size: 13em; background-position: center; } #chart svg > rect, #prev-chart svg > rect { fill: none; } #chart g g g g path, #prev-chart g g g g path { /* fill: url(#my-gradient); */ } #control, #prev-control { margin: var(--space) auto 0; } #control rect:nth-child(3), #prev-control rect:nth-child(3) { fill: #fff; fill-opacity: 0.75; } #control svg, #prev-control svg { overflow: visible !important; } .quick-range { padding: 1.33em; text-align: center; font-size: 0.66em; display: flex; align-content: flex-start; flex-flow: row wrap; justify-content: center; gap: 1rem 5px; } .custom-range { flex: 100%; } .range-row__item > * { display: block; } /* Controls */ [id="control"], [id="prev-control"] { width: 90%; height: 50px; } @media (min-width: 768px) { [id="control"], [id="prev-control"] { border-top: 1px solid var(--tc); } } .share-buttons { padding: 1rem; margin: 0; display: flex; flex-flow: row wrap; justify-content: flex-end; align-items: center; gap: 1rem; } .share-buttons li { padding: 0; margin: 0; list-style: none; } .share-buttons a { display: block; padding: 5px 10px; border-radius: 10px; background-color: #eeeeee; color: #000; text-decoration: none; } /* previous overlay */ .stacked-wrapper { position: relative; } #prev-dashboard { position: absolute; top: 0; right: 0; left: 0; opacity: 0; } #prev-dashboard.show { opacity: 0.33; } #prev-dashboard svg > g:first-of-type, #prev-dashboard svg > g:nth-child(4) > g text { opacity: 0; } </style> <svg style="width:0;height:0;position:absolute;" aria-hidden="true" focusable="false"> <lineargradient id="my-gradient" x2="1" y2="1"> <stop offset="0%" stop-color="var(--hc)"></stop> <stop offset="100%" stop-color="#ffffff88"></stop> </lineargradient> </svg> <section id="block_widget_1701276934559" class="section" style=" --pt-multiplier: 1.33; --pb-multiplier: 1.33; "> <div class="l-page-wrap l-page-wrap--xwide"> <ul class="share-buttons"> <li> <strong>Share This Chart:</strong> </li> 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onclick="window.open('http://www.reddit.com/submit?url=' + encodeURIComponent(document.URL) + '&title=' + encodeURIComponent(document.title)); return false;">Reddit</a> </li> </ul> </div> <div class="l-page-wrap l-page-wrap--full"> <div class="stacked-wrapper"> <div id="dashboard-wrapper" style="position: relative; height: 52vh; width: 85vw; margin: 0 auto;"> <canvas id="dashboard" style="width: 100%; height: 50%;"></canvas> </div> </div> <div class="quick-range"> <button type="button" class="button button--custom js-toggle-custom"> Custom Range </button> <button type="button" class="button js-range-button" data-length="3"> 3mo </button> <button type="button" class="button js-range-button" data-length="6"> 6mo </button> <button type="button" class="button js-range-button" data-length="12"> 1y </button> <button type="button" class="button js-range-button" data-length="24"> 2y </button> <div style="margin-top: 0.33em;"> <label class="switch"> <input type="checkbox" class="switch__input" id="show-prev" disabled> <span class="switch__slider"></span> <span class="switch__label">Compare Previous Period</span> </label> </div> <div class="custom-range" style="display: none;"> <div class="custom-range__row range-row" id="range-row-cur"> <div class="range-row__item"> <label for="start">Start date:</label> <input type="date" id="cur_start" name="cur_start" min="2016-07-31" max="2025-02-17"> </div> <div class="range-row__item"> <label for="start">End date:</label> <input type="date" id="cur_end" name="cur_end" min="2016-07-31" max="2025-02-17"> </div> </div> <div class="custom-range__row range-row " id="range-row-prev" style="display: none"> <div class="range-row__item"> <label for="start">Start date:</label> <input type="date" id="prev_start" name="prev_start" min="2016-07-31" max="2025-02-17"> </div> <div class="range-row__item"> <label for="start">End date:</label> <input type="date" id="prev_end" name="prev_end" min="2016-07-31" max="2025-02-17"> </div> </div> <button type="button" id="custom-apply" class="button" style="margin-top: 1.33em;"> Apply </button> </div> </div> </div> </section> </div> </div> </div> </div> </div> </div> </div> <div class="row-fluid-wrapper row-depth-1 row-number-5 main_area-row-2-max-width-section-centering main_area-row-2-background-color main_area-row-2-padding dnd-section main_area-row-2-background-layers"> <div class="row-fluid "> <div class="span12 widget-span widget-type-cell dnd-column" style="" data-widget-type="cell" data-x="0" data-w="12"> <div class="row-fluid-wrapper row-depth-1 row-number-6 dnd-row"> <div class="row-fluid "> <div class="span12 widget-span widget-type-custom_widget dnd-module" style="" data-widget-type="custom_widget" data-x="0" data-w="12"> <div id="hs_cos_wrapper_widget_1674588165369" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module"><div class="spacer" style="--lg-space: 1em; --md-space: 1em; --sm-space: 1em;"></div></div> </div> </div> </div> <div class="row-fluid-wrapper row-depth-1 row-number-7 dnd-row"> <div class="row-fluid "> <div class="span6 widget-span widget-type-custom_widget dnd-module" style="" data-widget-type="custom_widget" data-x="0" data-w="6"> <div id="hs_cos_wrapper_module_16745867987569" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module"><div class="content content--fancy-title " style="--alignment-hm: left; --alignment-ht: left; --alignment-hd: left;"> <div class="content__body"> <h3>What is the PEI?</h3> <p>The Publisher Earnings Index (PEI) is an indexed measure of average eCPM from 1000 ad impressions in a given day. A measurement of 1 constitutes the highest total eCPM seen in a single day.</p> </div> </div></div> </div> <div class="span6 widget-span widget-type-custom_widget dnd-module" style="" data-widget-type="custom_widget" data-x="6" data-w="6"> <div id="hs_cos_wrapper_module_167458679875610" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module"><div class="content content--fancy-title " style="--alignment-hm: left; --alignment-ht: left; --alignment-hd: left;"> <div class="content__body"> <h3>What it means</h3> <p>The PEI is a great indicator of the state of the industry, and is a great way to monitor the health of total ad revenue and to see earnings trends materialize over time.</p> </div> </div></div> </div> </div> </div> <div class="row-fluid-wrapper row-depth-1 row-number-8 dnd-row"> <div class="row-fluid "> <div class="span12 widget-span widget-type-custom_widget dnd-module" style="" data-widget-type="custom_widget" data-x="0" data-w="12"> <div id="hs_cos_wrapper_module_167458679875611" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module"><div class="spacer" style="--lg-space: 2em; --md-space: 2em; --sm-space: 2em;"></div></div> </div> </div> </div> <div class="row-fluid-wrapper row-depth-1 row-number-9 cell_1674586798756-row-3-vertical-alignment dnd-row"> <div class="row-fluid "> <div class="span6 widget-span widget-type-cell cell_1703023958773-vertical-alignment dnd-column" style="" data-widget-type="cell" data-x="0" data-w="6"> <div class="row-fluid-wrapper row-depth-1 row-number-10 dnd-row"> <div class="row-fluid "> <div class="span12 widget-span widget-type-custom_widget dnd-module" style="" data-widget-type="custom_widget" data-x="0" data-w="12"> <div id="hs_cos_wrapper_module_167458679875613" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" data-hs-cos-general-type="widget" data-hs-cos-type="module"><div class="content content--fancy-title " style="--alignment-hm: left; --alignment-ht: left; --alignment-hd: left;"> <div class="content__body"> <h3>Why PEI?</h3> <p>The PEI is valuable to look at as an indicator of how total publisher ad revenue is performing compared to past periods, allowing you to compare performance today with a point in the past.</p> </div> </div></div> </div> </div> </div> </div> <div class="span6 widget-span widget-type-cell cell_17030239587742-vertical-alignment dnd-column" style="" data-widget-type="cell" data-x="6" data-w="6"> <div class="row-fluid-wrapper row-depth-1 row-number-11 dnd-row"> <div class="row-fluid "> <div class="span12 widget-span widget-type-custom_widget dnd-module" style="" data-widget-type="custom_widget" data-x="0" data-w="12"> <div id="hs_cos_wrapper_widget_1703023958443" class="hs_cos_wrapper hs_cos_wrapper_widget hs_cos_wrapper_type_module" style="" 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The Playwire Publisher Earnings Index (PEI)