pollenprognos-card.js

import {
    LitElement,
    html,
    css
} from "https://unpkg.com/lit-element@2.0.1/lit-element.js?module";

class PollenCardv2 extends LitElement {
    static get properties() {
        return {
            hass: {},
            config: {}
        };
    }

    set hass(hass) {
        this._hass = hass;
        var sensors = [];

        var replaceAAO = function(intext){
            return intext.toLowerCase().replaceAll("å","a").replaceAll("ä","a").replaceAll("ö","o").replace(' \/ ','_');
        }
        // Function that returns 0 if value is below 0
        // Used to filter away -1 values
        // TODO: a more proper way to handle it would be to add
        // support for "na", which, I think, -1 really is.
        var test_val = function (val) {
            if (Number(val) < -1) {
                console.log("Unrecognized negative value; returning lowest known (-1).")
                return -1;
            } else if (Number(val) > 6) {
                console.log("Unrecognized positive value; returning highest known (6).")
                return 6;
            } else {
                return val;
            }
        }

        var test_text = function(val) {
            if (val == "unknown") {
                return "(Ingen information)";
            } else if (val == "-1") {
                return "(Ingen information)";
            } else {
                return state_text[val]}
        }

        var city = replaceAAO(this.config.city);
        const allergens = this.config.allergens;
        const state_text = ["Ingen pollen", "Låga halter","Låga-måttliga halter","Måttliga halter","Måttliga-höga halter","Höga halter","Mycket höga halter"];

        // Set header
        if (this.config.title == null || this.config.title == true) {
            this.header = `Pollenprognos ${this.config.city.charAt(0).toUpperCase() + this.config.city.slice(1)}`;
        } else if (this.config.title.length > 0){
            this.header = this.config.title;
        }

        // Different rowpan for allergen image depending on
        // if text is shown or not
        if ( this.config.show_text == false ) {
            this.rowspan = 2;
        } else {
            this.rowspan = 1;
        }

        // Set default days to show
        if (this.config.days_to_show === undefined) {
            this.days_to_show = 4;
        } else {
            this.days_to_show = this.config.days_to_show;
        }

        // Set default pollen threshold
        if (this.config.pollen_threshold === undefined) {
            this.pollen_threshold = 1;
        } else {
            this.pollen_threshold = this.config.pollen_threshold;
        }

        // Set allergens up as sensors
        for (var i = 0; i < allergens.length; i++) {
            var dict = {};

            //Used to find right image and sensor
            dict.allergenReplaced = replaceAAO(allergens[i]);
            //Used for type allergen in card
            dict.allergenCapitalized = (allergens[i].charAt(0).toUpperCase() + allergens[i].slice(1));
            //Used for allergen in minimal card
            dict.allergenShort = (allergens[i].charAt(0).toUpperCase() + allergens[i].slice(1)).replace('Sälg \/ vide','Vide').replace('mbrosia', 'msia').replace('assel', 'ssel');
            //Sensor
            dict.allergenSensorName = `sensor.pollen_${city}_${dict.allergenReplaced}`;
            dict.allergen = hass.states[`sensor.pollen_${city}_${dict.allergenReplaced}`];

            //Add to list of sensors to be displayed
            var attributeKeys = Object.keys(dict.allergen.attributes);
            dict.day0 = { name: dict.allergenCapitalized,
                day: "Idag",
                state: test_val(dict.allergen.state),
                state_text: test_text(test_val(parseInt(dict.allergen.state)))};
            dict.day1 = { name: dict.allergenCapitalized,
                day: attributeKeys[0],
                state: test_val(dict.allergen.attributes[attributeKeys[0]]),
                state_text: test_text(test_val(parseInt(dict.allergen.attributes[attributeKeys[0]])))};
            dict.day2 = { name: dict.allergenCapitalized,
                day: attributeKeys[1],
                state: test_val(dict.allergen.attributes[attributeKeys[1]]),
                state_text: test_text(test_val(parseInt(dict.allergen.attributes[attributeKeys[1]])))};
            dict.day3 = { name: dict.allergenCapitalized,
                day: attributeKeys[2],
                state: test_val(dict.allergen.attributes[attributeKeys[2]]),
                state_text: test_text(parseInt(dict.allergen.attributes[attributeKeys[2]]))};

            if (this.pollen_threshold == 0) {
                sensors.push(dict);
            } else if (dict.day0.state >= this.pollen_threshold ||
                dict.day1.state >= this.pollen_threshold ||
                dict.day2.state >= this.pollen_threshold ||
                dict.day3.state >= this.pollen_threshold) {
                sensors.push(dict);
            }
        }


        for (let i = 0; i < sensors.length; i++) {
            const element = sensors[i];
            if (element.state == "unknown" ) {
                var log_text = `A sensor for "${element.allergen_locale}" is returning unknown, you should probably check your config for that sensor in the custom component.`;
                console.log(log_text)
            }
        }

        //Sort by day0 according to user's config
        if (this.config.sort === undefined) {
            // Value descending
            sensors.sort((a, b) => (parseInt(a.day0.state) < parseInt(b.day0.state)) ? 1 : -1)
        } else if (this.config.sort == "value_ascending") {
            // Value ascending
            sensors.sort((a, b) => (parseInt(a.day0.state) > parseInt(b.day0.state)) ? 1 : -1)
        } else if (this.config.sort == "value_descending") {
            // Value descending
            sensors.sort((a, b) => (parseInt(a.day0.state) < parseInt(b.day0.state)) ? 1 : -1)
        } else if (this.config.sort == "name_descending") {
            // Name descending
            sensors.sort((a, b) => (a.allergenCapitalized < b.allergenCapitalized) ? 1 : -1)
        } else {
            // Value descending
            sensors.sort((a, b) => (parseInt(a.day0.state) < parseInt(b.day0.state)) ? 1 : -1)
        }

        //Add to class
        this.sensors = sensors;
        console.log(sensors);
    }

    _renderMinimalHtml() {
        return html`
          <ha-card>
              ${this.header ? html`<h1 class="card-header" style="padding-bottom: 0px;">${this.header}</h1>` : ''}
              ${this.config.title == false ? html`
              <p></p>
              ` : ''}
              <div class="flex-container">
                  ${this.sensors.map(sensor => html`
                  <div class="sensor">
                  <img class="box" src="${this.images[sensor.allergenReplaced+'_'+sensor.day0.state+'_png']}"/>
                  ${this.config.show_text == true ? html`
                  <p>${sensor.allergenShort+' ('+sensor.day0.state+')'}</p>
                  ` : ''}
                  </div>
                  `)
                  }
              </div>
          </ha-card>
      `;
    }

    _renderNormalHtml() {
        return html`
          <ha-card>
              ${this.header ? html`<h1 class="card-header" style="padding-bottom: 0px;">${this.header}</h1>` : ''}
              <table class="forecast">
                  <thead>
                  <th></th>
                  ${this.days_to_show >= 1 ? html`
                  <th>Idag</th>
                  ` : ''}
                  ${this.days_to_show >= 2 ? html`
          <th>${this.sensors[0].day1.day}</th>
                  ` : ''}
                  ${this.days_to_show >= 3 ? html`
          <th>${this.sensors[0].day2.day}</th>
                  ` : ''}
                  ${this.days_to_show >= 4 ? html`
                  <th>${this.sensors[0].day3.day}</th>
                  ` : ''}
                  </thead>
                  ${this.sensors.map(sensor => html`
                  <tr class="allergen" valign="top">
                  <td><img class="allergen" src="${this.images[sensor.allergenReplaced+'_'+sensor.day0.state+'_png']}"/></td>
                  ${this.days_to_show >= 1 ? html`
                  <td rowspan="${this.rowspan}"><img src="${this.images[sensor.day0.state+'_png']}"/></td>
                  ` : ''}
                  ${this.days_to_show >= 2 ? html`
                  <td rowspan="${this.rowspan}"><img src="${this.images[sensor.day1.state+'_png']}"/></td>
                  ` : ''}
                  ${this.days_to_show >= 3 ? html`
                  <td rowspan="${this.rowspan}"><img src="${this.images[sensor.day2.state+'_png']}"/></td>
                  ` : ''}
                  ${this.days_to_show >= 4 ? html`
                  <td rowspan="${this.rowspan}"><img src="${this.images[sensor.day3.state+'_png']}"/></td>
                  ` : ''}
                  </tr>
                  ${this.config.show_text == false ? html`
                  <tr class="allergen" valign="top">
                      <td>${sensor.allergenCapitalized}</td>
                  </tr>
                  ` : ''}
                  ${this.config.show_text == true ? html`
                  <tr class="allergen" valign="top">
                      <td>${sensor.allergenCapitalized}</td>
                  ${this.days_to_show >= 1 ? html`
                  <td><p>${sensor.day0.state_text}</p></td>
                  ` : ''}
                  ${this.days_to_show >= 2 ? html`
                  <td><p>${sensor.day1.state_text}</p></td>
                  ` : ''}
                  ${this.days_to_show >= 3 ? html`
                  <td><p>${sensor.day2.state_text}</p></td>
                  ` : ''}
                  ${this.days_to_show >= 4 ? html`
                  <td><p>${sensor.day3.state_text}</p></td>
                  ` : ''}
                  </tr>
                  ` : ''}
                  `)
                  }
              </table>
          </ha-card>
      `;
    }

    render() {
        if (this.sensors.length<1) {
            console.log("No sensor data, not rendering card.")
            return;
        }
        if ( this.config.minimal == true ) {
            return html
            `
            ${this._renderMinimalHtml()}

            `
        } else {
            return html
            `
            ${this._renderNormalHtml()}

            `
        }
    }

    setConfig(config) {
        if (!config.allergens) {
            throw new Error('You need to specify a list of allergens');
        }
        if (!config.city) {
            throw new Error('You need to define a city');
        }
        this.config = config;

        //Save images
        var myImages = {};
        myImages['-1_png']='data:image/png;base64,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'
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D8aAgZgUbb0NFOyIOpRmd21DxQ7gXuwMwkUoqPYasRF9swb5KZHiozBMhxmZkJxU/hF8xPai5J8LIj+mhtfrCLgJyytyATBXeGPol2yBqfgiH6sa8/k34u7TfRdbac7NInAx5Gyr6KOwa1RlkL39/YUAZ8zbUtngmhok0Himk4odwI8PehopuChPrP2hCqZ0P4UJdyOqJvhQmGl358K3j+OZkzttQ1u7W4bpTXn/tT+MY1I2kda9bO0m5lOHU/BAHi7qW/K9aRVxOG1DND3GoGBV4UND/tVqmp79L63ccknqcPGuVLRftB5GHrO/LIaku58jz1nIBdQ55RB+Xr6k/k+ftgRYRF5NHHMElqd71Vn/Dd1MH/JjTsR/1SAwPtHjeBqkD3sApqQzyavjNK7TdQh3uc24nvuTF8G+zZNEv4nuRH+VSp+7FZuE+JY52oTO3pBJPE+duUzMT7DxxtLc4Xvd7jXoi2tSjyqT+BWdxTGoEdfLGNgn2S+JYu7l2PcotfMe/QhxrLtekfkOcvab1rtbShgr15ppUD+IbudY3iUW8kL6Rb8+Xekp15ke/KJn45/sI56QeJs5fr0uRbiJ++PXhnFQy8Vrcj9smf2fh1I1L0d4thr+/FGgJbaDHuCf1KG0Cl14KtJU20BDuSQ2hTeA/f4gTS3s99GEX96SggjSDtT8cxUin/Ub8lX9Q8DZtCtMbw0ygDXOPAKTuoU3hhMYws2jDpApAqiet8zu7MYyHNMpOEEE7SHPosWSQvkAIUvMtedWXkEbJFYIUrUf/aWOUr0mjDBaC1GDSHH5zMUibBsogVTFCkIo5S5nEwMXbhNJIvw4lIIZo9wxdnFBdTxrjT4KQesGCCdVM0hi3C0LqDguGZXNJYwwRhNQwCzai/JEyRLCtIKQSSN3EPwKAoWL22nUQRNE3lGl8HQAASI8UrxKG1GrKNP4NAAA+oQwxXxhSpJue1wIAAGk5hYeFIZVPmcaLZZ4PUYa4RRhSpEfQvgMAAFJvPkMYUj+hTGMNAEA70olAT2FIpZDmsR0A9CKdTolTNjOO1PbtTb1efwLE0SnKRA4EA/ftSWs+vEgLRQwHgFGUAT4RiBSp73E1AFxLGaBIIFJ/o0zktQBwI2WAtwUi5aM2qKZQBnhDIFKLKBM5GQB+ShmgUCBSpBvJpgHADOnNsxGpPz8DAO6mDPCcQKRIHdm7AWA2ZYB/F4jU05SJnA0A91MG+L1ApNyUibwfiOuayt8UI90LxJvI5HuKke4CgBw59mOjFykTeRsATJfzKQfMp6YCwM1yjcIBaxQ3AcBEue7ngHW/6wFgnFxLZ6N3KROZBQCjKQOUCERqPWUiM4G4OOcugUjtpUzkMCCuJHNSIFJnKBN5JQD0pQwQihMGVDzp3qQUAOhAGaDFVQc8qzdpHhMAAGopI4wQhhRpJfMqAAA4TBlCnH3pUynTeLHMAWkhGXHOepBWYywHAOISL+KcnyI92rmKfm4tzplE0gODywEAwEsZQpxzvofoH03/SRlCmLPziaRn5z0AQF2DW5R6FKQHMfC3AEBdMlOUGi+km/HwbgAAyCaN8YIgpGivGxoHAAADSGN8KgipUtIsXrzZI570XXguVghQsdWUSaxrLJJYIYcUpnUVaQ73W/LDFaMO7X2kOSxujLKMNMprci3JtBY3RiHd/Ik7hCBFas3jU41RSM8QYEgEM5G0qAfizMYwk6wJw7Pm0KZwXGOYK2jDLBGA1HLaFP5wUWJ8PWmY7/gH5TpKmsHqSzXnaa8PwUHckyK+0PyzS4H+mzbQXO5JzaNN4CKrApVyT4r4oskfN6NMpQ3E+WXmAOm094RdutINoA9toEYfjF+5ifPX/cehyxnaSLw7H1to03fUMnMFg3wvU6QRP/xWN4m1kPjn+yDXpB4jzt5LTWI9SBzrH1yT2kWcvdlNYl1LHIvrgwTjqJM3skmwxDriYDxvevYR5666WX3sz4ijVbbjFlSn88S5W9Ms3MvUv2B+rzR/iDp1zzYLN4M63DpuSW2jTt2UZuF6opWvRZ40iTpxwU7NA35NHXA5p6RWUyduW4uAy6gDBvpxCSojRJ2411tE/A354+/PXJJaTp63mda6lohY3Y3HJb8G8ry1fBbFVpGHfJxDUr8jz9qRVjHfJ45YX9iJx6fftIPEeWtdd494kbZ4MKdjv0Q37dPortYOM2W4vTwXEEnxEh5rCnZvHXAfWbTT+ZzfwTdqI1nuPgsTrpAoVoO3O/AuV863RNnzhIlGVDn4k+Eggtp7akjSlxXu1Uhxr+/+HBBFvSl8qtNhz96uZD/Z9SSAQJrAfll9RdhAcxlHCfl6gliKyT3GOIezwsYZxDbIhkwQT10KmZ6biXRKkOWFtBW5LhBSV37IMIuRdvQ/yyzChYIOIKyydzLLY6Q6lswef/40EFlx+ZWMFihSI4Vg82XYOl7xrTtnRYzzYbwxV7G8eLfCAO3mk2cYfPqJfMXyO6M38WB/5CJ+qTxT/Mk6Brl8KOLHD2TgbSQptT/VF0LE+lEOB5V+FhGxeBixHxJMifzp20m9jUT3uYv/bLez92m2KfthRfMyUj9E6foac5cyqngb037c/7TQ0aQ8l/pxStklMOmH/FppMkDnbWRuaDqj+zcHgxrfdO/E9olkfkigh9In/9OwtzG/q57BUNVQx4JKbnFng7+/4lB31hHDLoRiM4zu4FD2NsJMMPY5dVdFwmadoyjDfohyFaNuhq5jUfE2ssMtU33g0FnVIv0zE2N+yBmVYdc7zL2NgR+F/7NnHAnqQSOzfUN+yKsqLdG9IV7F2+g6P9LexeB0B4IaF+lIYGhFH8Z+iNoxTtdX+j5v8xjFmUfecYVl3LGOA3WFUncKOir9aecCfec+t6g25imG3saNyjPpk04rfZXyjZls6PND8tQHodp3Wp9X9jYGFKl9wEFn1alI+kL1hzCWlR9SnaTeng/YeBuaBqfbOzsIVHyxhrd2UR82fshbGhr0UzbehrbahGucsyUmtkhTj87Na8vCD8nSsv6opdD90Tkxat6GNq10yq1HsZonRYdyzfsh2gpiP8nG2+ALVaye2WtJhlk/ZI6mRnVRu6JCo7fBE6pYfcsMQV8PU37IMY05WcDI29CoVW15A4WIZ9wJJvyQp7XO74LGvQ0j9edW2X0jU/z/GHHrbjXsh1y4TGvL3ovobSif2zC60eMfPWwNqoPBfeBrFO17hfMhb2hu2nWsvA2tOjjQzobU54ZNO2X7PtKUM6Tj/OZmVt6GVp2y7xrg4G/M9Ev5ZRHeD/HraN1dur2NocVoStVT7bp6fspcx1Ts+3B+yA06mtfmQMth52LFV0mXQtN1GUIFtrQW88xXPlSe1LT2Q8p0NXA2M29Duz6wn2Gf8CaLjqkUeGjph0zSN4HYy8zb0DGutVslhNRNjHp2Utm+b+aHbNTZyFzN3gbDkiNn7PWyGs/wBpzycVr9kIl6Z+V7NHobtchQIa99dtfGutle9uRP1zTF0X8Jyi80eBuuXOb3Lu3MsAmovutZd03Fvm9cNrhB/1dqt6ZzG8xV47bFGDDnNEHfDufFqPkhGwy09U4Vb6P3CqIihCtTos6p6zs0XcOyUSp+yPUGWhuTztLb0KPK/CjfgJ5zjKxvKvY9ewtcv7ehS1uvjiKnfitJ+3beY6HLM3I9EquhMFpOSJv8aurOHbKqrkDPt4JIr4M/j0qZhJt2WNA3NfuejeLyz6I12nyd5ZyG+C3qm4p9z0LZu9E6qZykZa1e3oB1fTtHW1PKrLehe23ztVTLOHUvuGBt51TsezNi4G3oVp3PGju4R0G15X3DNTS1Dxl5G/of6X76UlnphTVR6RtJPdFJOzFaCr0/kXQcmLUiELW+nXyQcY3eAUUYVX3pvowIU8e8L6LbtT0s614z9jYMqbYom4DT4ILTUe8ZFg9h1JuY+75HW2j3M2xHF2nuz+3Rsdrnk5iMJMrQPvriiXRGmFIe2RSyT78qmCyeedBW2vJsltml9pjMeeuDtupUAZNvX/wOtJnO+fP6Gp/h5ngP261D+xLZPCjGBNB+2r/0t6Pj9D7IRzywZFfIfn0JMlvhfAXtqZqyV+aM1XYBWefRuS+sq7ZpP9iVZmt/AG2sE6WLH7/7+sHhD3d3HHTdHY96S763cwe+SWI3nh0fRPur5ltfi2a/dOCCA9odnMBy6vE8OkFbW7Ta74hWv8R0kpiwTZKims8nMiUFQ2skKZrldOblk92SFImeYr6WGbNakiLQpwRbGy8/Kkkx16k+FE7O5JAkxVihn9KYbi9KUoz1CpE9Gr9JkmKqzWQbyZKPSlIsX1JpdHtDJgQkKXarSFMot/E8KUkx09OUoMD1gSTFSB8Rn73suFOSYqK95CV4009IUgx0dgiQK7tBkjKtwC1ggR6RpEwr35rzK4skKZNaZNFJo7iVkpQprY236lBYxy8kKRPaaeHNCymHJCnDOtwHLFRGlSRlUFUjwFJNqJGkDKluMlis6Q2SlJGJVA5YrntDkpRuhe6HKOhJSUq35kFU9IIkpVN/ApConEDq1WiBAtdCSUqH3nJB9FB5JSnNejuqZVtjl0pSGrU0yoVAYxZJUpr0ZtQLIbtekqQ0aIEdKla7JSlVFYAt5JakVPQM2EQPBCUppSWkuWAbzWyQpCIq+Euwke6ok6QiqO4usJWuPSFJhVXVFLCZBnwpSYVRRQbYTt1KJalW2tYLbKi270hSLbSyI9hSLo8k1UyL2oBdldcgSf04jfKAjTW1UpJq1Nmfga01YLskhYiI+4aCzZX4tiSFiO93Avsrr154UgG3C5yg8UcFJ3ViEjhEqWVCk9qaBo5R/GsCk1qYAE7S5COCkjoxHRymyz8UklRxKjhOrrzzwpGqtcdV7Lo15AvBSO0eAQ5V24KgQKRC3nbgXE05JAypQ1PA0WpXEBCCVMibBE7X2J0CkNqRBRwozl3LOan6ggTgQ1eUcE2qdAhwo5iHqrgldeZXLuBJyd4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So9/juDD3XFYNKqf7p8OQVBDfrqr65DAZKiU07C4SBoRZeZoi1Iuzk2RSf4lBMB91Ee5sXlWH91VLMmZQCxRUsg8yCmKfY3WVB0usl1BCw+omYl4MmjErEQPOCFupW8deuNKU5aivr9/a9u+VsRL2b1AtF1g1qiVVe0i436WERuza/FjMd9dfTcJd1D0WRHSxKXjo4p1OBkrYP+1iEQBAsPC+HSTgL6U2lZEpGOmghIZOoLaztcCW/v/Jd4Pa0ZRosCios807Jxe/a0pL2D9gzqqRS+DujspE/lU+kTKDmhnUTRnj4Kqif1i9PGdRQ9ZKk/f12aTKHInroy5KkqeshP1DZJAAXhiVQrCDXNUjlNAoSYtNOro5jt5T3unnwFJqI8ePYZebLW0ul7Oetj4FJewfxKAARpX8EhrSor1kEtMc68ly7aZ28G5QqWEu9kRwnZUE0eplP33vvybMoKpTVRcGYFQumat8NKipHu5gk+BVIgL5wbXeDSj9YHM9E98ZaqivODLspJSwr8KgAEaV6BIafaU3F3qY0m2hV497tbU70lMRdlkSZDN932s8LgnyAAYFEmFU828bJBN42lNzqtF7pwuDoMz6XNIzkUN9LuZqFus+7aKqPd8xOCsJ4mkJ+2ddtAUARRtVXeVWntWl8r2Ehg/5Ph/2YvA0NDRs07oOScji7awkiEngKL7gw0Nd02fIHkicUSm3nczhPS9SGamYo4PTmUJLaDivO6efdZjzgSPR/7ckPlh1URIkNCuXJewXiEOQO5BYo1py754OUyglqoQGARSfHfXNTnB1WVclQVyUsK8jFx9Ix46q+hAZxjJKaCQjB6jTu2/9AKNS8IjVdUmQhyycLXdQTRekyqhqq063UI5+lb7P7cEnFdvb/v3MO6OEv73syuNcHvXdlaKUQM5KgsQdpWPesCFrIH1Hf0rUGp9BPRPUVruoEh5HCQ3n2WzcDJB1l3iNKUyw6qokSCwl7GVQk5EzkEqTMoUTl1T+kRIa3nOFi2sV06DnpzgTuLOSIFG+HDe7M0q+g1Qb1brQ9HmU0PCel7swqRkZqKu02Jixi4s/HQHuWmIJ+xpqQoGMGNU+MpimpJXQMDk/ddJxuwniyoCWvm61cc0D1RgLG/pIZyVBiixhv5JACZApo1pS+e0iDOqFDJXQcE6rJTzCi70gg3RVEqSgEvaaANchWyCDRnUXJTS8fjNlT5f0zWZm1KSclgTpUsK+o5eBMJOyGyCTJrW4fLBSFb1NCQ1vOcdKY+sYaZeMHfV5VxKklxL2TdrpDUeuQGaNqq7qIJnRCkpoeJvPL/50UvpGV9DYG/BVGffhLiZkGLLatUTKucgUyLxRmewQ7ktoxPKkJAVHfr+2cab6Eo3tVUkQ8/jvCvXL3cgTAGZOlPXVzukhSmh4yblxN/6uvqeHz2pJEACAWySlhIYHR34j4zxe+jmN7HdJEACA9dOMpJXQcG1SZXGa1Ks0cjJKggAA4kdSS2i4zpMa11Z2F7axxadYUj7A7ZjSAKTGnMZ4UsQ0qQ9794mjU35I4yazJAgAIBqkrISGyyO/S+MwqT/SuMkuCQIAKA4pLaHhko9F3UH9U1qWI3MlQQAAhSHFJTRcss0EnES5xT2GRk1XSRAAwCZ1LwslNFzym5F1ls4P/xcNGm9JEJMVmZx7ALiHCXIKc2SuQJti5c1Rbndn06DpLgkCAPdO2Syh4ZBvRbWL2pGEsk5KggxHNgCwgyyX0HDJSEofhUkSadAMlQQBICughIbz7Dw/isKkHqQxs1kSBIAUH+1RQsOP91L/r9SO7MP5rDe8CmkBIBpoPl2NpnjBJlN5vOiONDXpaUQ/QtVdlK0HIK0wEXwkhPWGxec3VSdeSAN6wanICgCR76b+HW3x4l7qx6V0YgWN6AVHIykARIuwPt5K9CXBi3ATx04DOudfkBMAYttNERjmPnji/aLPbHkf5UUHfh0pASA2kxpFCSIvjvyGFnMfdTKN55x/R0YAiN2oZqA1zhfj3ym448jXl/ALRQBAviZFwgL3vKmYjnuOhnObyr6xsXFbJASAeGFKRmi+NaA5TndSLxfaaQPCtDw0oDtWIh8A2IFOLe5Ac9y+BS2ovpQ6bAyN5pYKjz0C6QDA2pHfaHTHLZU84shCTOqHNFoKUtgDAAoxqlloT0Lu4PV/uJVGc8orkAwA7EL3Ij9Be5ya1J2FmNSzNJozrjUv4ZEMAKzvpHYSV6NBzvh8IZ1F5nN3US4vIhcAODMq3ky5Y2NeJYnMy18ayykvRyoAcHbkdyka5DRgbJd8VhLfpLHcHfWpJMduSAUAbhAu0kkH5+5e6qR8TOoqGishD9oAAHHspl5Ej5zxF/mYVDUN5Yw/RyIAcH4vdSVa5Iz359NBs2koZzupkUgEAM53UiPRI2f8R6+do8iKfiZnHA3lhIvyimwBANjYTS1Ek5ywQzrYv8eO0aX9CBrJGe9DGgDwxqTuRZPc0PhQb9vcY2kkZzwPaQDAG5M6D01ydu1xbG8dcz6N5Ox9wM5IAwDemNQQKvY64wW97aTKaCAnfBNZAMA7o5qLNjnZSZX11imEn/ueWBEAYAWal7ejT57dz+svp9NATjgOSQDAu50UZeXd8LneOuUDGsjJ9nY/JAEAv2DmJfrkhB922yEmNl1/uYoGss4WtX1fJAEAv2DmpeZnMxplnavV9gM26hDFpg+ncZxwOnIAgLdHfs+hUZ68ldLW9ms0jhP+HikAwFuTuhGN8uStlP7iXBrHSWd8DykAwNt7qbPQKU+CyfQfr6BhSCoLANjApA5Ap5zwiu4643c0jHWu0QXhZkgBAH5C83MQRRCdLN5/151J3UXjWOcCZAAA7++lPkSrrJvUXRt1hF5XT6NxrPMJJAAA703qSbTKehae/+quI56hcax3xO1IAAB+Q/P0DvTKOp/tzqTm0DDWt7SXIgEAeL+Tugy9ss453XXExzSM9Z3UyUgAAN7vpE5Gr6zzk+5MirLx9jkKCQDAe5P6Clplne0bdILCLAfTKE44BAkAwHuTGoZW2afxpfWdoKqwu9AoTt5I9UcCAPAbJtkpVXqdVCvfdX0nkJLeCeuY/gAkA5qv9WiWXba0tOzTtQNG0SiUjAcA9GhSb6FZ1nlg1zPXQ2gQ63yGqQ9AYkyKkh32o58PXt8B2lYdRaNY74BpTH0AkgGTAQHdsn7cd1TXO6lv0CjWeS9TH4DE7KSmolkOa0rpP5xIo1jvgLuZ+gAkA5qvU9At6zyh61b2WzSIdU5i6gOQmOO+29Es61cip3VdJZxBo1A2HgDQ43EfZeTtnzad0bUDzqFRrHfAb5n6ACTmuI+isPZ5TleTuoAGsb6V/Z9MfQASc9z3K3TLOi/o2gEX0yDW+QumPgCJOe6bgGZZX8hf3NWkLqRR2EkBANhJecQfdF0lnEuDcCcFAOBOyiOe3bUDzqRBiO4DAPR43HcTmmV9If+drlvZ02kU3kkBAHo87uOdlP0rkVO7dsBJNAoZJwAAPR73kXHCPr/ZdSt7HA1C7j4AQI/HfeTus7+Q/9r6DlC22aNpFLKgAwB6PO77I7plvTLvEes7QH84lEaxzulMfQASs5N6Hs2yvpAf07UDRtMo1jmPqQ9AYkzqHTTL+nHfAV0vBUfSKNa5lKkPQGJMqhHNsl708EvrO6C9vX13GsU61wZBMIDpD4Df0DwdaOYrmmX9uG/Y+k7I5XJb0ihOOmEoEgCA39Cd/a7olX0Kgz6/ne2gYaxzNBIAgN8wF/holXW2dHfmuoiGsb6TOhkJAMB7kzoVvbLOD7szqbk0jPXolUuRAAD8hubqleiVdc7qriOm0zDWd1K3IwEA+A0tJu9Cr6zzie62tLyo9qEjAAC+7aSeQaus88HuVgvlNIx1LkACAPDepD5Gqzw4ZdJf/G8axzrXKMxyM2QAAD+h+bm5madolfX7+rLuTOoqGsdJZ4xECgDwdhc1Cp1yoos/664zzqdxnHTG95ACALw1qXPQKSc8p7vOGEvDOOGNSAEA3prUrWiUk7x9R2/UGc3NzXvROE74HFIAgJ/QBf5MNMpJLaldursgHMgFoZMolmVq+37IAQB+wczL1nVAq+xyhdq+b09b24U0EMETAIBOPfwy+uRk4T6fra1/HIckAODdUd9FaJMTPtXbyuEBGsjJyuEOJAEAv0A6JGes6K1TfkcDOeFcJAEA7477KBnvZtF+XW/b24tpJDdVeimACIA/MNFl6JIzntvbyuF4GsjDjgEA2L6PuhBN8uiN1KfQW6m9aSRnrEYaAPDmqO9BNMmjN1KfInwrtZKGcsJPkAYA3EM62EfzsQZNcsLWHt9IdVlBUKHX3TZ3XyQCAOe7qNHokTO+kk8H/QcN5YxXIBEAODepa9AiZ4kNptBBfodezkQiAHBuUrPRI2cmdekmO0hCeSqN5S4UXZeGuyITALhBe3v7CDMP0SJnJnVsPp20G43lWbEvAICtXdQEdMip/u24yU4KI1saaTBKdwCQQZN6DQ1yxpq8O4pEs065huwTADg56hvOUZ9TPlmISU2mwZxueS9BMgCwvov6OfrjlDfn3VlGJGkwp/wbkgGAdZOah/Y45QV5d5YelR5FgznnaGQDADsw+eLQHOdPcA7Ku8MUPLG5KeFLwzntsNuRDgCs7aKmojvO0yH1L7TTXqHhnLJJnTYY+QAgXjQ0NGyj+bYczXHKp4tZWdxCwznneUgIAPFCd/A/RWucB4v9ppiOO4PGc84ZSAgAsR/1zUFrnPPEYjpuCA2XsMtEAEChOkehVw/ehpoj12I78AMa0DkfREoAiM2knkRjnHNOKR34AA3onKs7Ojr2QE4AiNygRpFhwov7qLtKuVD8CY3oBf8dSQEgcpOiRLwfPLeUTqRCpSdvCPTYcAdkBYBoEObpW4W2uGdJJ0V6p9PP6CMN6QWvRloAiGwXdRWa4gUXl9yZOvJ7mIZ0ypXipKKjXwAA3UKRs6dpbi1AY5zy3ihMimSz7viU2n8/5ASAeBCmgJvAiZEznh3F2e0IGtI639Eq72QkBABru6phWhCWmzc76I+991F5VeLN8/z2XRrUChvEywpOtAgAiMqsDpFwvogWWeErUV4yTqJBY+Uqs4qLbFUBACjlCLCP5uKZmpcfoU2xvo8qi3J1cRKNGhufEQ9EGgDwzqy2MEKq+dmOTkXPtra2I6K+XGyjYSPNyTffrNaQAgD8hsR0V+pNRX+1YZ44RdpR+kcfp2GjeZhrVmfqoEFMfwCSA83bY8mYHhkfiryD9I9eQcOWxLXhamwI0x2AxB4B9tUcHicuQdNK4vmRd47S8uxLwxZ9tPeCOIYpDkA60NTUtF0YULYSjSt8wS49HBpLx+gff4sGLogLzarLRAsxrQFIH7R4/5Lm+J/RuoIW7TPjPJP9DY2cF02QycRcLrcl0xiA9EPzfaz4JtqXV+j5pXGuGjjy2zQfNRmWmbYAZAs6MRlgHuOLTehgz1kmFC25c9wrBlYL3XO2TPwYBxOjr7bPF5poGfM1UgFA56nP3SbYyxiHgyPAHcL7qtXo4kacEXsHSBCvp6E3YF2Yyqif7cmgFcmhmowvU84DgA0W0uO6zIn3XL1HlFZ+xYgyGrnBUd9PbawS9qGxPyuhUV9fv7UDc9o5DGf/fOnrlSb3GDIFsoowIXZzDxUFDnBkVpQECY/6TCJfWyuVNyihYb+ExqdlBdTRy3r52d7S/24wcgWyBpOYWfPypU3lyNRC+wuu5m7GS4JMt7ky+BUlNJysxj7IM8RzMpIFsoYwz14+87jeVbWBLJcE0e/9b9YaOnwbQAkNO4N6jHkMXMRjuf+BbIGswAQtmZ1SgfPEnAgd52jRmbWSICaIZCerjaxv+I8slNDQYLq9ubl5eweTrtQIoRZNgv2RL5B2mOwFGu+LSnk2ogwSezo4AjQpls4XF2eh2oP1gaFvehUlNGIZuFG+tXi3oaFhG2QMpBUmUbPG+atJDoTKSEmQc11sr81Kv4MSGpEa/9gYUk89wvspkFZork5J0ZOStJYEaXQWzKVv/gdKaERi+Cas/7EYjfd65Ayk0KAuSdvj/PD3SlVJEOnPbc4GiX6A4ymhUTzMXZe58yriwreY9wmnI2sgLZCBHK1xvcKCNjykt1e7OTgCTFNJkNEuz4P7SPz+meDGe1Vb7MMdtFt/tdt4ff+czaS3mthHIm8g6dDibm/bc8ckjK6rq9vK9u/a2Ni4rfneFgw5Lr7mfMBIbK+jhEZBW/lvOHwMvdQkCUbmQFJh3hlpHH+YNd1IakkQsxj3YdAMtXBcFRWXuyqhodXfXmqraR60wYLYCo4BECNM5J3G7+s+7A5cnUokrCRIq4toyZ4a7hFKaPR4tOdjeOkb5hgB2QNJgebRQJOOzLPqstMc3VclpSRIpU9b8G9RQmOjgfRpCY0aT9vlaReRjAAUMZf6eXIK0d1xlsmjeY1+xs0cHAF6XRJE9/1H+DSI+ofntT41Uo0xCRdvhLopoeErH3cxuQAoxKAS8nboY3Nf5WiT4GNJkLneDSY11LWU0OixhAZGBUB6DWqDTN/iKEca7E1JELNB8G5AKffVdq3rQAmN5BGjAhhUhO8Sw599J1da5LgkyBJv9UQifSclNBLLJzAqgEFFmw7IGIaLu1+XJUFMKSdvB1f4yM5mo7guoTEzZTm2nnARng9AF4MyUXz/mcI6dKc4WkTbLgnS5qKoZEFQg/zJRgkNs0oQd7T9+/keURMB/+bimAIAs0AyR88pzgT+tIsS9ubxsUmare//kYXChnd7P9D0Q36VEhqJ5wKT9BbZBBZX/CYpwN+zUKPOYQn7uN9srnURE1AUIqrvkvYSGr6znlx/wNLCdj+HqY6czS9XVxUxlgR5NDGDTj/s2WkooWEq23r2yt16WhMtDk5FRkGMx+dHh4Kd1TnmrIR91CVB9O99PTEDz6wO9AO/H0EYZ4WL+5EwnH5SgnISxl2uYCKFE0EMR3zjE5zdOy3PZyIpCaKf/aXEDUD94BdQQiNVfIRS9CCieTZIonYPc6r7RAQu5lkEJUGOT+JANG8d3qGERrpCaRNzMQq8hMnKkpCUYS651FUJ+2JKgpgQ98QOyHAb6X0JDTXyw0yM/B8ock8FihTAYzxOuOwjZ5k7O0faXUhJkOMSOyjD3dTbnpfQ6GAyFBVqWq42HIz0gjx1YEJ4nMX8Ka7M0AgH/bbJZzcmoUHiB6h+kX/1rIRGn3CHx4qudL7pKpkmSAYkrrtrjDzPXEluCfveEhgkKqJvE6uorm+M6lydtyaohEaS2B7mJyP6D2yAMMtBA3MkUi4ywV0u5tvnS4Lozy+kabB+33EJDfN47aGEldBIXCZ1k9QSaQa6591e4+EPzIlY0w+9ZPLyuejfT0uC6Gf4WprOpPs6OlNNegmNpLHJ1S4ZeLV7WsJcSH0Je6p6R+T2HzCQnXC22v9gRmF20NHRsUfKk8P6zOVhVh5K7STEnA7iotaPRJrmeJfSH+mGeQAfRoC1Mub9KGHv4p0pyAPqnCFipYsiX7D3jOpa5X2XiZPKOfdNcS5jnBL2oPeV3Kex/M0MTq/5qinjwohNxb3TSPN2hzFNCXuw6ZVcFktopCGR5gGM3uRBUbK7hCXJVzOOk0ETNOaqikTWV3JZL6GR+ESamjx3mDxujOZEzLcdw+SjbYxdStiDXkAJjdTRZFyeShVgb08qdgrNiaCIFJWwd1HZPAv3TpTQSP/5+aPq4zGMdvcwbxrDxWA7YzO9JezNDpnRHs1q7vgCsvHC5CeuNRnpjyMa0Mmd0xFhZhbunDJSEkTz7RIXJexTAVNCw7ymZiBllu+ZbCE6CvwCsyE+mISl4SnF64y5zPJtjYGTmQ35H+1RQgN2ZUe4WBnL7Ig0GGK/8L6JBLCwa+TtSGZHz+bUV2J0kRqqlsECe+BbGiPXE2hR9F3T8LCu098ZS7CnRaF4g4tE4N4HRpisvgwQWADN8dQvXSQuThJMZnq10+VhiRqqAMB8uZCUZhsfP5QxMGCRfE3j5zfm4j/rGdjDE4kxapNrwhyWpAmDxXAirrTx5BpIHjAYxQv7MJx9vKkKm5EF3o6mREaYDWIR4wCWyHdNmSNcqfsQ2MMJf4URm9Z8fd4vAf+Zqcxscj0m/Whcv89o/V4/1me1OI9jPBjlm0VybG4CaqRbGSgwRraH95+3SugvVBDGkeIOPs6FxsbGbY2xmvIL4o2t60p3k/0Bxrmom4wL5ReC/j4DBlpmnSboTH1WiFeL55jy2CZU25hFXG+UZJD7mpWreJa+55Xhkd10olyhA35IVF+e0MQ9hgtf6NsOTPzI5Bos8aTg5nARRrJW6Nsx37G4T2GT+QYGDvSQs0sc19Rhgj7yZlyn8GO/QWq4OQweiElBGO8jeaL5ig+t3Z9MzBCTgjC+jOi6iz0EtyltUk9gIEFMCsJYovmuw2UieEGvxnySAQUxKQgj5XNZz9AS5bHfF9WgNQwqiElBGAnrlZFlN9wl2mO/E3hZDzEpCEvmWh3zfQtXiceobmKAQUwKwpJ4K24S3/3UwLDkAAMNYlIQFs5XzfMe3CRGaJs6lPspiElBWNQ91HBcxE4gxbGtZEuHmBSEeac9Ek/EPezuqK5l4EFMCsK83kP9Ctewfz/VR43/CAMQYlIQ9srHzHtTXMMBTKkDdcCbDEKISUHYLd+Jq9QMyBO6CByhjqhjMEJMCsIN2Kz7+5G4hB/vp8aaRIkMSohJQdjJ1bqHOhl38MuoLmdgQkwKwk5ehiv4GZo+hcEJMSmYZRodxA38jfgboE56nIEKMSmYUT5rMvPgBv5H/L3OYIWYFMwY3ySSLzkPfYepwz5m0EJMCmaEiyi9kbxAilFiC4MXYlIw5TQ6NxrVT2Yghcnx184ghpgUTClXiCeg9sk++judN1QQk4JpfAulhfiZqHw6jv5+0EpVX4hJwfTQVNe9GHVP146KrOkQk4Jp4TWoejp3VDcyuCEmBRPO36PmGBWEmBT0jjoRug0VTzlMHSp19GQGPMSkYMJYafQLFc+IUSkqppxBDzEpmBDeS+HC7BlVP3X8/Qx+iElBz3m/0StUO5tG1ZfM6RCTgr5S+nQPOyiMqo8Gw81MCIhJQc+CJO7EoEBX8ZjAxICYFPSEE1FlgFFBTAr6uIO6HjUGPUID5McaKGuYLBCTgrZTHYlXoMIgHyE5l6S0EJOCFrlGC+Qfor4gbyiq5qwwDT4TCGJSME4anTkb1QUFo6Wl5SgNnjomEcSkYEw0BQtPRG1B0Whubt5Lg+g9JhPEpGDEXCiOQmVBFDuqHXRePJNJBTEpGBHntLW17YK6gsigR3WbaWD9gcmFSWFSsEQ+XldXtxWqCuIwKpOYtoxJhklhUrDINEdTpCP9UVMQK3T0N54QdUwKk4KFvIEyC1zUE9g0qlM18JqYfJgUJgU3wWbdP30b1QSuIv/eYBJiUpgU7IHvage1P2oJXN5Tba6BeC+TEZPCpODn7p8ebmho2AaVBD7dU61kcmJSmFTmudokq6bUO/AOek91jAZnDZMUk8KkMkuToeZ41BB4C12Q7qxt/ktMVkwKk8re2Ghvbx+OCoIk3FMN1PHfHUxaTAqTykwNqMma94NQP5AoaPCeIC5mEmNSmFR6j/dkUKejdiCx0NHfFzWQ/8xkxqQwqdTxKXO8j8qBNBz/9Qmj/5YzsTEp2jDx7Aij9/qibiBtu6qRGtyvM8kxKZhYviWORs1AmndVJpv6RHENEx6TgonKvVeu+TsYFQNZCao4UfyYyY9JQe9p5inVc0Emd1WDw13VaoQAk4J+7p7q6+u3Rq1ApqFMFUdqQryJKGBS0BvOVeTeEagTAJ/tqgaYiKEwcgiRwKSgG5r8mxN5mAtAD1D5j701SaYjFpgUtJ41YqaJwEWFANj0rqqvJstPNXFaEA9MCsbORhnUj8haDkCB0MQZai5uCazApGAsNM9Apoo7oTYAlGZWB2kiPY+oYFIwMj4rjkJdAIjWrE7TxPoAgcGkYNH8SByHmgAQ333V5mEUIPdVmBTMn606Oi8zGV9QEQDs7KqGhfdVpFfCpGAv906aJ1O4dwLAETT5DpRhTTOv4xEkTAp+li0ibGvunQDwAXodfxgCiEnBdXWeTLARqgCAhwhTLD2NUGFSGTWng1EBAJJhVkeTuQKTylCF3EOZ9QAkEFpZnqSL4xcRMkwqhXdOf9Fi7ChmOQDpMKsx4ev6VQgcJpVgrjDjWAuvA5jVAKQQ7e3tIzTJJ7WuA6KHSSWFzWbc6lhvF2YxABlAQ0PDNpr0l4kLEUBMymMuMONUj3C3YNYCkEGYujk6CrzQFHlDEDEpz8pmnKHx2Y9ZCgDohLm3Mlks9LkMocSkHLApzKLCA1wAQM+or6/fWkY13ggywolJWeAsM9440gMAFLW7CgMt6hFTTCqGXdOXmWUAgJKRy+W2lKBcID6R8SKMmFQJ4eMypofF75ONHAAQG5qbm7c3NXlCwV2NSWFSvWUhN0EQJkJP5rQjswcAYBV6t7KzEaBQiNZiUphUyHmm7pnGxVBmCQDACzQ1Ne0pYfplmIZpNSaVKZMymUyeE6/Wg/HhzAYAgPdHgjKrM8NUTA2YVCpNamlYy2ycFijbMeoBAImEeZAZvsEqM+HGCT8WzLRJqQ/fD6M9x6pfBzC6AQCpg46DdpfI/UCsknn9E5Pymu+G5dfPJW8eACCTkAAOCY8GJyVgp5Vqkwp3SlPN41qzmGB0AgBA96b1PX3eFBZubMKkYmFDWMX59yZPnvhFRh8AABQBreyHiaeF91pG6HOYVGEZHsJnAma3Ok7tuL/ulPowsgAAICZ0dHTsIbH9jgl7N/dbYej70oyb1CLxWbXF3fq8UsZ0io7tdmO0AACAJ1BJ8R10yX9EmMbp/0io/68+XxMXmwwICTepNvE98XnxAf1u15s0Q/o8qK6ubit6HwAAEgwdcfU3WTKMiZldmHipxH6ieL/4pPg3Cf788DhxRdwmFZZFMYUn39LP8nKYG/EP+u+3ideG6aeO19+NbGxs3JYeBAAA0NXUBpvUPjKJ/WRsh4uHlfLv6ehthDmmNI9f9W/3pYUBAAAAABKK/wbPjE6mfdJjtwAAAABJRU5ErkJggg==';
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';
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';
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';
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';
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';
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        myImages['salg_vide_2_png']='data:image/png;base64,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';
        myImages['salg_vide_3_png']='data:image/png;base64,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';
        myImages['salg_vide_4_png']='data:image/png;base64,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';
        myImages['salg_vide_5_png']='data:image/png;base64,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';
        myImages['salg_vide_6_png']='data:image/png;base64,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';
        this.images = myImages;
    }

// The height of your card. Home Assistant uses this to automatically
// distribute all cards over the available columns.
getCardSize() {
    return this.sensors.length + 1;
}

static get styles() {
    return css`
        .header {
          padding: 0;
          @apply --paper-font-headline;
          line-height: 40px;
          color: var(--primary-text-color);
          padding: 4px 0 12px;
        }
        .forecast {
          width: 100%;
          padding: 7px;
          height: 100%;
        }
        td {
          padding: 1px;
          text-align: center;
          width: 100px;
          font-size: smaller;
        }
        img.allergen {
          width: 40px;
          height: 40px;
        }
        img {
          width: 50px;
          height: 50px;
        }
        p {
          margin-top: 1px;
        }
        td {
          width: 100px;
        }
         .flex-container {
          padding: 16px;
          display: flex;
          flex-direction: row;
          flex-wrap: wrap;
          text-align: center;
          justify-content: space-evenly;
          align-items: center;
        }
         @supports not (-ms-flex: 1) {
          .flex-container {
            height: auto; /* 2 */
            // min-height: 24em; /* 2 */
          }
        }
         .sensor {
          display: block;
          min-width: 20%;
          flex: 1;
        }
        p.nowrap {
       white-space: nowrap;
        }
      `;
}
}
customElements.define("pollenprognos-card", PollenCardv2);

// vim: set ts=4 sw=4 et: