From 9e9046b4737d7688d382072d3672df7703b1f18a Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Thu, 23 Apr 2020 14:48:20 +0200
Subject: [PATCH 01/15] Format number attribute (WIP)

---
 cartoframes/viz/widget.py                     |  4 +++-
 cartoframes/viz/widgets/category_widget.py    |  9 ++++++---
 cartoframes/viz/widgets/formula_widget.py     | 10 +++++++---
 cartoframes/viz/widgets/histogram_widget.py   | 10 +++++++---
 cartoframes/viz/widgets/time_series_widget.py |  9 ++++++---
 5 files changed, 29 insertions(+), 13 deletions(-)

diff --git a/cartoframes/viz/widget.py b/cartoframes/viz/widget.py
index 1bb5e66f3..1ab8c01d9 100644
--- a/cartoframes/viz/widget.py
+++ b/cartoframes/viz/widget.py
@@ -15,7 +15,7 @@ class Widget:
 
     """
     def __init__(self, widget_type, value=None, title=None, description=None,
-                 footer=None, prop=None, read_only=False, buckets=20, weight=1):
+                 footer=None, prop=None, read_only=False, buckets=20, weight=1, format_number=None):
         self._check_type(widget_type)
 
         self._type = widget_type
@@ -27,6 +27,7 @@ def __init__(self, widget_type, value=None, title=None, description=None,
         self._read_only = read_only
         self._buckets = buckets
         self._weight = weight
+        self._format_number = format_number
         self._variable_name = gen_variable_name(self._value) if self._value else ''
         self._options = self._build_options()
 
@@ -71,6 +72,7 @@ def _build_options(self):
             'read_only': self._read_only,
             'buckets': self._buckets,
             'weight': self._weight,
+            'format_number': self._format_number,
             'autoplay': True
             # TODO: `autoplay: False` is not working on Airship,
             # so it should be fixed when autoplay param is exposed in CF API
diff --git a/cartoframes/viz/widgets/category_widget.py b/cartoframes/viz/widgets/category_widget.py
index 3c28bea7e..40b71a5db 100644
--- a/cartoframes/viz/widgets/category_widget.py
+++ b/cartoframes/viz/widgets/category_widget.py
@@ -1,7 +1,7 @@
 from ..widget import Widget
 
 
-def category_widget(value, title=None, description=None, footer=None, read_only=False, weight=1):
+def category_widget(value, title=None, description=None, footer=None, read_only=False, weight=1, format_number=None):
     """Helper function for quickly creating a category widget.
 
     Args:
@@ -11,6 +11,8 @@ def category_widget(value, title=None, description=None, footer=None, read_only=
         footer (str, optional): Footer text placed on the widget bottom.
         read_only (boolean, optional): Interactively filter a category by selecting it in the widget.
           Set to "False" by default.
+        format_number (str, optional): Format to apply to number values in the widget, based on
+          d3-format specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.widget.Widget
@@ -20,8 +22,9 @@ def category_widget(value, title=None, description=None, footer=None, read_only=
         ...     'column_name',
         ...     title='Widget title',
         ...     description='Widget description',
-        ...     footer='Widget footer')
+        ...     footer='Widget footer',
+        ...     format_number='.2~s')
 
     """
     return Widget('category', value, title, description, footer,
-                  read_only=read_only, weight=weight)
+                  read_only=read_only, weight=weight, format_number=format_number)
diff --git a/cartoframes/viz/widgets/formula_widget.py b/cartoframes/viz/widgets/formula_widget.py
index f302875b8..2fb569a8f 100644
--- a/cartoframes/viz/widgets/formula_widget.py
+++ b/cartoframes/viz/widgets/formula_widget.py
@@ -3,7 +3,8 @@
 from ..styles.utils import prop
 
 
-def formula_widget(value, operation=None, title=None, description=None, footer=None, is_global=False):
+def formula_widget(value, operation=None, title=None, description=None, footer=None,
+                   is_global=False, format_number=None):
     """Helper function for quickly creating a formula widget.
 
     Formula widgets calculate aggregated values ('avg', 'max', 'min', 'sum') from numeric columns
@@ -20,6 +21,8 @@ def formula_widget(value, operation=None, title=None, description=None, footer=N
         footer (str, optional): Footer text placed on the widget bottom.
         is_global (boolean, optional): Account for calculations based on the entire dataset ('global') vs.
             the default of 'viewport' features.
+        format_number (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.widget.Widget
@@ -36,13 +39,14 @@ def formula_widget(value, operation=None, title=None, description=None, footer=N
         ...     operation='sum',
         ...     title='Widget title',
         ...     description='Widget description',
-        ...     footer='Widget footer')
+        ...     footer='Widget footer',
+        ...     format_number='.2~s')
 
     """
     if isinstance(operation, str):
         operation = operation.lower()
     value = _get_value_expression(operation, value, is_global)
-    return Widget('formula', value, title, description, footer)
+    return Widget('formula', value, title, description, footer, format_number=format_number)
 
 
 def _get_value_expression(operation, value, is_global):
diff --git a/cartoframes/viz/widgets/histogram_widget.py b/cartoframes/viz/widgets/histogram_widget.py
index ecc12b361..81ffc41fa 100644
--- a/cartoframes/viz/widgets/histogram_widget.py
+++ b/cartoframes/viz/widgets/histogram_widget.py
@@ -1,7 +1,8 @@
 from ..widget import Widget
 
 
-def histogram_widget(value, title=None, description=None, footer=None, read_only=False, buckets=20, weight=1):
+def histogram_widget(value, title=None, description=None, footer=None, read_only=False,
+                     buckets=20, weight=1, format_number=None):
     """Helper function for quickly creating a histogram widget.
 
     Histogram widgets display the distribution of a numeric attribute, in buckets, to group
@@ -18,6 +19,8 @@ def histogram_widget(value, title=None, description=None, footer=None, read_only
         read_only (boolean, optional): Interactively filter a range of numeric values by
             selecting them in the widget. Set to "False" by default.
         buckets (number, optional): Number of histogram buckets. Set to 20 by default.
+        format_number (str, optional): Format to apply to number values in the widget,
+            based on d3-format specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.widget.Widget
@@ -28,8 +31,9 @@ def histogram_widget(value, title=None, description=None, footer=None, read_only
         ...     title='Widget title',
         ...     description='Widget description',
         ...     footer='Widget footer',
-        ...     buckets=9)
+        ...     buckets=9,
+        ...     format_number='.2~s')
 
     """
     return Widget('histogram', value, title, description, footer,
-                  read_only=read_only, buckets=buckets, weight=weight)
+                  read_only=read_only, buckets=buckets, weight=weight, format_number=format_number)
diff --git a/cartoframes/viz/widgets/time_series_widget.py b/cartoframes/viz/widgets/time_series_widget.py
index 16da40a71..73ea8da63 100644
--- a/cartoframes/viz/widgets/time_series_widget.py
+++ b/cartoframes/viz/widgets/time_series_widget.py
@@ -2,7 +2,7 @@
 
 
 def time_series_widget(value, title=None, description=None, footer=None, read_only=False,
-                       buckets=20, prop='filter', weight=1):
+                       buckets=20, prop='filter', weight=1, format_number=None):
     """Helper function for quickly creating a time series widget.
 
     The time series widget enables you to display animated data (by aggregation) over a specified date or numeric field.
@@ -17,6 +17,8 @@ def time_series_widget(value, title=None, description=None, footer=None, read_on
         read_only (boolean, optional): Interactively filter a range of numeric values by selecting them in the widget.
           Set to "False" by default.
         buckets (number, optional): Number of histogram buckets. Set to 20 by default.
+        format_number (str, optional): Format to apply to number values in the widget, based on d3-format
+          specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.widget.Widget
@@ -27,8 +29,9 @@ def time_series_widget(value, title=None, description=None, footer=None, read_on
         ...     title='Widget title',
         ...     description='Widget description',
         ...     footer='Widget footer',
-        ...     buckets=10)
+        ...     buckets=10,
+        ...     format_number='.2~s')
 
     """
     return Widget('time-series', value, title, description, footer,
-                  read_only=read_only, buckets=buckets, prop=prop, weight=weight)
+                  read_only=read_only, buckets=buckets, prop=prop, weight=weight, format_number=format_number)

From 0529e26fdfc42184178f3dc16df6614f7eebe259 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Mon, 27 Apr 2020 19:57:34 +0200
Subject: [PATCH 02/15] Format widget values (WIP)

---
 cartoframes/assets/src/bundle.js              | 327 +++++++++++++++++-
 cartoframes/assets/src/utils.js               |  14 +-
 cartoframes/assets/src/widgets.js             |   2 +-
 cartoframes/viz/widget.py                     |   6 +-
 cartoframes/viz/widgets/category_widget.py    |   9 +-
 cartoframes/viz/widgets/formula_widget.py     |   8 +-
 cartoframes/viz/widgets/histogram_widget.py   |   9 +-
 cartoframes/viz/widgets/time_series_widget.py |   9 +-
 package.json                                  |   3 +
 9 files changed, 349 insertions(+), 38 deletions(-)

diff --git a/cartoframes/assets/src/bundle.js b/cartoframes/assets/src/bundle.js
index 880e79881..630584420 100644
--- a/cartoframes/assets/src/bundle.js
+++ b/cartoframes/assets/src/bundle.js
@@ -135,18 +135,331 @@ var init = (function () {
     stacktrace$.innerHTML = list.join('\n');
   }
 
-  function format(value) {
+  // Computes the decimal coefficient and exponent of the specified number x with
+  // significant digits p, where x is positive and p is in [1, 21] or undefined.
+  // For example, formatDecimal(1.23) returns ["123", 0].
+  function formatDecimal(x, p) {
+    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf("e")) < 0) return null; // NaN, ±Infinity
+    var i, coefficient = x.slice(0, i);
+
+    // The string returned by toExponential either has the form \d\.\d+e[-+]\d+
+    // (e.g., 1.2e+3) or the form \de[-+]\d+ (e.g., 1e+3).
+    return [
+      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,
+      +x.slice(i + 1)
+    ];
+  }
+
+  function exponent(x) {
+    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;
+  }
+
+  function formatGroup(grouping, thousands) {
+    return function(value, width) {
+      var i = value.length,
+          t = [],
+          j = 0,
+          g = grouping[0],
+          length = 0;
+
+      while (i > 0 && g > 0) {
+        if (length + g + 1 > width) g = Math.max(1, width - length);
+        t.push(value.substring(i -= g, i + g));
+        if ((length += g + 1) > width) break;
+        g = grouping[j = (j + 1) % grouping.length];
+      }
+
+      return t.reverse().join(thousands);
+    };
+  }
+
+  function formatNumerals(numerals) {
+    return function(value) {
+      return value.replace(/[0-9]/g, function(i) {
+        return numerals[+i];
+      });
+    };
+  }
+
+  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]
+  var re = /^(?:(.)?([<>=^]))?([+\-( ])?([$#])?(0)?(\d+)?(,)?(\.\d+)?(~)?([a-z%])?$/i;
+
+  function formatSpecifier(specifier) {
+    if (!(match = re.exec(specifier))) throw new Error("invalid format: " + specifier);
+    var match;
+    return new FormatSpecifier({
+      fill: match[1],
+      align: match[2],
+      sign: match[3],
+      symbol: match[4],
+      zero: match[5],
+      width: match[6],
+      comma: match[7],
+      precision: match[8] && match[8].slice(1),
+      trim: match[9],
+      type: match[10]
+    });
+  }
+
+  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof
+
+  function FormatSpecifier(specifier) {
+    this.fill = specifier.fill === undefined ? " " : specifier.fill + "";
+    this.align = specifier.align === undefined ? ">" : specifier.align + "";
+    this.sign = specifier.sign === undefined ? "-" : specifier.sign + "";
+    this.symbol = specifier.symbol === undefined ? "" : specifier.symbol + "";
+    this.zero = !!specifier.zero;
+    this.width = specifier.width === undefined ? undefined : +specifier.width;
+    this.comma = !!specifier.comma;
+    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;
+    this.trim = !!specifier.trim;
+    this.type = specifier.type === undefined ? "" : specifier.type + "";
+  }
+
+  FormatSpecifier.prototype.toString = function() {
+    return this.fill
+        + this.align
+        + this.sign
+        + this.symbol
+        + (this.zero ? "0" : "")
+        + (this.width === undefined ? "" : Math.max(1, this.width | 0))
+        + (this.comma ? "," : "")
+        + (this.precision === undefined ? "" : "." + Math.max(0, this.precision | 0))
+        + (this.trim ? "~" : "")
+        + this.type;
+  };
+
+  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.
+  function formatTrim(s) {
+    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {
+      switch (s[i]) {
+        case ".": i0 = i1 = i; break;
+        case "0": if (i0 === 0) i0 = i; i1 = i; break;
+        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;
+      }
+    }
+    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;
+  }
+
+  var prefixExponent;
+
+  function formatPrefixAuto(x, p) {
+    var d = formatDecimal(x, p);
+    if (!d) return x + "";
+    var coefficient = d[0],
+        exponent = d[1],
+        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,
+        n = coefficient.length;
+    return i === n ? coefficient
+        : i > n ? coefficient + new Array(i - n + 1).join("0")
+        : i > 0 ? coefficient.slice(0, i) + "." + coefficient.slice(i)
+        : "0." + new Array(1 - i).join("0") + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!
+  }
+
+  function formatRounded(x, p) {
+    var d = formatDecimal(x, p);
+    if (!d) return x + "";
+    var coefficient = d[0],
+        exponent = d[1];
+    return exponent < 0 ? "0." + new Array(-exponent).join("0") + coefficient
+        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + "." + coefficient.slice(exponent + 1)
+        : coefficient + new Array(exponent - coefficient.length + 2).join("0");
+  }
+
+  var formatTypes = {
+    "%": function(x, p) { return (x * 100).toFixed(p); },
+    "b": function(x) { return Math.round(x).toString(2); },
+    "c": function(x) { return x + ""; },
+    "d": function(x) { return Math.round(x).toString(10); },
+    "e": function(x, p) { return x.toExponential(p); },
+    "f": function(x, p) { return x.toFixed(p); },
+    "g": function(x, p) { return x.toPrecision(p); },
+    "o": function(x) { return Math.round(x).toString(8); },
+    "p": function(x, p) { return formatRounded(x * 100, p); },
+    "r": formatRounded,
+    "s": formatPrefixAuto,
+    "X": function(x) { return Math.round(x).toString(16).toUpperCase(); },
+    "x": function(x) { return Math.round(x).toString(16); }
+  };
+
+  function identity(x) {
+    return x;
+  }
+
+  var map = Array.prototype.map,
+      prefixes = ["y","z","a","f","p","n","µ","m","","k","M","G","T","P","E","Z","Y"];
+
+  function formatLocale(locale) {
+    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + ""),
+        currencyPrefix = locale.currency === undefined ? "" : locale.currency[0] + "",
+        currencySuffix = locale.currency === undefined ? "" : locale.currency[1] + "",
+        decimal = locale.decimal === undefined ? "." : locale.decimal + "",
+        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),
+        percent = locale.percent === undefined ? "%" : locale.percent + "",
+        minus = locale.minus === undefined ? "-" : locale.minus + "",
+        nan = locale.nan === undefined ? "NaN" : locale.nan + "";
+
+    function newFormat(specifier) {
+      specifier = formatSpecifier(specifier);
+
+      var fill = specifier.fill,
+          align = specifier.align,
+          sign = specifier.sign,
+          symbol = specifier.symbol,
+          zero = specifier.zero,
+          width = specifier.width,
+          comma = specifier.comma,
+          precision = specifier.precision,
+          trim = specifier.trim,
+          type = specifier.type;
+
+      // The "n" type is an alias for ",g".
+      if (type === "n") comma = true, type = "g";
+
+      // The "" type, and any invalid type, is an alias for ".12~g".
+      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = "g";
+
+      // If zero fill is specified, padding goes after sign and before digits.
+      if (zero || (fill === "0" && align === "=")) zero = true, fill = "0", align = "=";
+
+      // Compute the prefix and suffix.
+      // For SI-prefix, the suffix is lazily computed.
+      var prefix = symbol === "$" ? currencyPrefix : symbol === "#" && /[boxX]/.test(type) ? "0" + type.toLowerCase() : "",
+          suffix = symbol === "$" ? currencySuffix : /[%p]/.test(type) ? percent : "";
+
+      // What format function should we use?
+      // Is this an integer type?
+      // Can this type generate exponential notation?
+      var formatType = formatTypes[type],
+          maybeSuffix = /[defgprs%]/.test(type);
+
+      // Set the default precision if not specified,
+      // or clamp the specified precision to the supported range.
+      // For significant precision, it must be in [1, 21].
+      // For fixed precision, it must be in [0, 20].
+      precision = precision === undefined ? 6
+          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))
+          : Math.max(0, Math.min(20, precision));
+
+      function format(value) {
+        var valuePrefix = prefix,
+            valueSuffix = suffix,
+            i, n, c;
+
+        if (type === "c") {
+          valueSuffix = formatType(value) + valueSuffix;
+          value = "";
+        } else {
+          value = +value;
+
+          // Determine the sign. -0 is not less than 0, but 1 / -0 is!
+          var valueNegative = value < 0 || 1 / value < 0;
+
+          // Perform the initial formatting.
+          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);
+
+          // Trim insignificant zeros.
+          if (trim) value = formatTrim(value);
+
+          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.
+          if (valueNegative && +value === 0 && sign !== "+") valueNegative = false;
+
+          // Compute the prefix and suffix.
+          valuePrefix = (valueNegative ? (sign === "(" ? sign : minus) : sign === "-" || sign === "(" ? "" : sign) + valuePrefix;
+          valueSuffix = (type === "s" ? prefixes[8 + prefixExponent / 3] : "") + valueSuffix + (valueNegative && sign === "(" ? ")" : "");
+
+          // Break the formatted value into the integer “value” part that can be
+          // grouped, and fractional or exponential “suffix” part that is not.
+          if (maybeSuffix) {
+            i = -1, n = value.length;
+            while (++i < n) {
+              if (c = value.charCodeAt(i), 48 > c || c > 57) {
+                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;
+                value = value.slice(0, i);
+                break;
+              }
+            }
+          }
+        }
+
+        // If the fill character is not "0", grouping is applied before padding.
+        if (comma && !zero) value = group(value, Infinity);
+
+        // Compute the padding.
+        var length = valuePrefix.length + value.length + valueSuffix.length,
+            padding = length < width ? new Array(width - length + 1).join(fill) : "";
+
+        // If the fill character is "0", grouping is applied after padding.
+        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = "";
+
+        // Reconstruct the final output based on the desired alignment.
+        switch (align) {
+          case "<": value = valuePrefix + value + valueSuffix + padding; break;
+          case "=": value = valuePrefix + padding + value + valueSuffix; break;
+          case "^": value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;
+          default: value = padding + valuePrefix + value + valueSuffix; break;
+        }
+
+        return numerals(value);
+      }
+
+      format.toString = function() {
+        return specifier + "";
+      };
+
+      return format;
+    }
+
+    function formatPrefix(specifier, value) {
+      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = "f", specifier)),
+          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,
+          k = Math.pow(10, -e),
+          prefix = prefixes[8 + e / 3];
+      return function(value) {
+        return f(k * value) + prefix;
+      };
+    }
+
+    return {
+      format: newFormat,
+      formatPrefix: formatPrefix
+    };
+  }
+
+  var locale;
+  var format;
+  var formatPrefix;
+
+  defaultLocale({
+    decimal: ".",
+    thousands: ",",
+    grouping: [3],
+    currency: ["$", ""],
+    minus: "-"
+  });
+
+  function defaultLocale(definition) {
+    locale = formatLocale(definition);
+    format = locale.format;
+    formatPrefix = locale.formatPrefix;
+    return locale;
+  }
+
+  function format$1(value, formatString) {
+    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)
+    const formatFunc = formatString ? format(formatString) : formatValue;
+
     if (Array.isArray(value)) {
       const [first, second] = value;
       if (first === -Infinity) {
-        return `< ${formatValue(second)}`;
+        return `< ${formatFunc(second)}`;
       }
       if (second === Infinity) {
-        return `> ${formatValue(first)}`;
+        return `> ${formatFunc(first)}`;
       }
-      return `${formatValue(first)} - ${formatValue(second)}`;
+      return `${formatFunc(first)} - ${formatFunc(second)}`;
     }
-    return formatValue(value);
+    return formatFunc(value);
   }
 
   function formatValue(value) {
@@ -329,7 +642,7 @@ var init = (function () {
     widget.element = widget.element || document.querySelector(`#${widget.id}-value`);
 
     if (value && widget.element) {
-      widget.element.innerText = typeof value === 'number' ? format(value) : value;
+      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;
     }
   }
 
@@ -402,7 +715,7 @@ var init = (function () {
       const order = legend.ascending ? 'ASC' : 'DESC';
       const variable = legend.variable;
       const config = { othersLabel, variable, order };
-      const options = { format, config, dynamic };
+      const options = { format: format$1, config, dynamic };
 
       if (legend.type.startsWith('size-continuous')) {
         config.samples = 4;
diff --git a/cartoframes/assets/src/utils.js b/cartoframes/assets/src/utils.js
index 431899139..3921774ab 100644
--- a/cartoframes/assets/src/utils.js
+++ b/cartoframes/assets/src/utils.js
@@ -1,16 +1,20 @@
+import { format as d3Format } from 'd3-format';
+
+export function format(value, formatString) {
+  // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)
+  const formatFunc = formatString ? d3Format(formatString) : formatValue;
 
-export function format(value) {
   if (Array.isArray(value)) {
     const [first, second] = value;
     if (first === -Infinity) {
-      return `< ${formatValue(second)}`;
+      return `< ${formatFunc(second)}`;
     }
     if (second === Infinity) {
-      return `> ${formatValue(first)}`;
+      return `> ${formatFunc(first)}`;
     }
-    return `${formatValue(first)} - ${formatValue(second)}`;
+    return `${formatFunc(first)} - ${formatFunc(second)}`;
   }
-  return formatValue(value);
+  return formatFunc(value);
 }
 
 export function formatValue(value) {
diff --git a/cartoframes/assets/src/widgets.js b/cartoframes/assets/src/widgets.js
index 7ce9e10e9..a862064ee 100644
--- a/cartoframes/assets/src/widgets.js
+++ b/cartoframes/assets/src/widgets.js
@@ -4,7 +4,7 @@ export function renderWidget(widget, value) {
   widget.element = widget.element || document.querySelector(`#${widget.id}-value`);
 
   if (value && widget.element) {
-    widget.element.innerText = typeof value === 'number' ? format(value) : value;
+    widget.element.innerText = typeof value === 'number' ? format(value, widget.options.format) : value;
   }
 }
 
diff --git a/cartoframes/viz/widget.py b/cartoframes/viz/widget.py
index 1ab8c01d9..1841cd56e 100644
--- a/cartoframes/viz/widget.py
+++ b/cartoframes/viz/widget.py
@@ -15,7 +15,7 @@ class Widget:
 
     """
     def __init__(self, widget_type, value=None, title=None, description=None,
-                 footer=None, prop=None, read_only=False, buckets=20, weight=1, format_number=None):
+                 footer=None, prop=None, read_only=False, buckets=20, weight=1, format=None):
         self._check_type(widget_type)
 
         self._type = widget_type
@@ -27,7 +27,7 @@ def __init__(self, widget_type, value=None, title=None, description=None,
         self._read_only = read_only
         self._buckets = buckets
         self._weight = weight
-        self._format_number = format_number
+        self._format = format
         self._variable_name = gen_variable_name(self._value) if self._value else ''
         self._options = self._build_options()
 
@@ -72,7 +72,7 @@ def _build_options(self):
             'read_only': self._read_only,
             'buckets': self._buckets,
             'weight': self._weight,
-            'format_number': self._format_number,
+            'format': self._format,
             'autoplay': True
             # TODO: `autoplay: False` is not working on Airship,
             # so it should be fixed when autoplay param is exposed in CF API
diff --git a/cartoframes/viz/widgets/category_widget.py b/cartoframes/viz/widgets/category_widget.py
index 40b71a5db..3c28bea7e 100644
--- a/cartoframes/viz/widgets/category_widget.py
+++ b/cartoframes/viz/widgets/category_widget.py
@@ -1,7 +1,7 @@
 from ..widget import Widget
 
 
-def category_widget(value, title=None, description=None, footer=None, read_only=False, weight=1, format_number=None):
+def category_widget(value, title=None, description=None, footer=None, read_only=False, weight=1):
     """Helper function for quickly creating a category widget.
 
     Args:
@@ -11,8 +11,6 @@ def category_widget(value, title=None, description=None, footer=None, read_only=
         footer (str, optional): Footer text placed on the widget bottom.
         read_only (boolean, optional): Interactively filter a category by selecting it in the widget.
           Set to "False" by default.
-        format_number (str, optional): Format to apply to number values in the widget, based on
-          d3-format specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.widget.Widget
@@ -22,9 +20,8 @@ def category_widget(value, title=None, description=None, footer=None, read_only=
         ...     'column_name',
         ...     title='Widget title',
         ...     description='Widget description',
-        ...     footer='Widget footer',
-        ...     format_number='.2~s')
+        ...     footer='Widget footer')
 
     """
     return Widget('category', value, title, description, footer,
-                  read_only=read_only, weight=weight, format_number=format_number)
+                  read_only=read_only, weight=weight)
diff --git a/cartoframes/viz/widgets/formula_widget.py b/cartoframes/viz/widgets/formula_widget.py
index 2fb569a8f..b43f327f5 100644
--- a/cartoframes/viz/widgets/formula_widget.py
+++ b/cartoframes/viz/widgets/formula_widget.py
@@ -4,7 +4,7 @@
 
 
 def formula_widget(value, operation=None, title=None, description=None, footer=None,
-                   is_global=False, format_number=None):
+                   is_global=False, format=None):
     """Helper function for quickly creating a formula widget.
 
     Formula widgets calculate aggregated values ('avg', 'max', 'min', 'sum') from numeric columns
@@ -21,7 +21,7 @@ def formula_widget(value, operation=None, title=None, description=None, footer=N
         footer (str, optional): Footer text placed on the widget bottom.
         is_global (boolean, optional): Account for calculations based on the entire dataset ('global') vs.
             the default of 'viewport' features.
-        format_number (str, optional): Format to apply to number values in the widget, based on d3-format
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
             specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
@@ -40,13 +40,13 @@ def formula_widget(value, operation=None, title=None, description=None, footer=N
         ...     title='Widget title',
         ...     description='Widget description',
         ...     footer='Widget footer',
-        ...     format_number='.2~s')
+        ...     format='.2~s')
 
     """
     if isinstance(operation, str):
         operation = operation.lower()
     value = _get_value_expression(operation, value, is_global)
-    return Widget('formula', value, title, description, footer, format_number=format_number)
+    return Widget('formula', value, title, description, footer, format=format)
 
 
 def _get_value_expression(operation, value, is_global):
diff --git a/cartoframes/viz/widgets/histogram_widget.py b/cartoframes/viz/widgets/histogram_widget.py
index 81ffc41fa..353b695bf 100644
--- a/cartoframes/viz/widgets/histogram_widget.py
+++ b/cartoframes/viz/widgets/histogram_widget.py
@@ -2,7 +2,7 @@
 
 
 def histogram_widget(value, title=None, description=None, footer=None, read_only=False,
-                     buckets=20, weight=1, format_number=None):
+                     buckets=20, weight=1):
     """Helper function for quickly creating a histogram widget.
 
     Histogram widgets display the distribution of a numeric attribute, in buckets, to group
@@ -19,8 +19,6 @@ def histogram_widget(value, title=None, description=None, footer=None, read_only
         read_only (boolean, optional): Interactively filter a range of numeric values by
             selecting them in the widget. Set to "False" by default.
         buckets (number, optional): Number of histogram buckets. Set to 20 by default.
-        format_number (str, optional): Format to apply to number values in the widget,
-            based on d3-format specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.widget.Widget
@@ -31,9 +29,8 @@ def histogram_widget(value, title=None, description=None, footer=None, read_only
         ...     title='Widget title',
         ...     description='Widget description',
         ...     footer='Widget footer',
-        ...     buckets=9,
-        ...     format_number='.2~s')
+        ...     buckets=9)
 
     """
     return Widget('histogram', value, title, description, footer,
-                  read_only=read_only, buckets=buckets, weight=weight, format_number=format_number)
+                  read_only=read_only, buckets=buckets, weight=weight)
diff --git a/cartoframes/viz/widgets/time_series_widget.py b/cartoframes/viz/widgets/time_series_widget.py
index 73ea8da63..16da40a71 100644
--- a/cartoframes/viz/widgets/time_series_widget.py
+++ b/cartoframes/viz/widgets/time_series_widget.py
@@ -2,7 +2,7 @@
 
 
 def time_series_widget(value, title=None, description=None, footer=None, read_only=False,
-                       buckets=20, prop='filter', weight=1, format_number=None):
+                       buckets=20, prop='filter', weight=1):
     """Helper function for quickly creating a time series widget.
 
     The time series widget enables you to display animated data (by aggregation) over a specified date or numeric field.
@@ -17,8 +17,6 @@ def time_series_widget(value, title=None, description=None, footer=None, read_on
         read_only (boolean, optional): Interactively filter a range of numeric values by selecting them in the widget.
           Set to "False" by default.
         buckets (number, optional): Number of histogram buckets. Set to 20 by default.
-        format_number (str, optional): Format to apply to number values in the widget, based on d3-format
-          specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.widget.Widget
@@ -29,9 +27,8 @@ def time_series_widget(value, title=None, description=None, footer=None, read_on
         ...     title='Widget title',
         ...     description='Widget description',
         ...     footer='Widget footer',
-        ...     buckets=10,
-        ...     format_number='.2~s')
+        ...     buckets=10)
 
     """
     return Widget('time-series', value, title, description, footer,
-                  read_only=read_only, buckets=buckets, prop=prop, weight=weight, format_number=format_number)
+                  read_only=read_only, buckets=buckets, prop=prop, weight=weight)
diff --git a/package.json b/package.json
index 0d0951f36..3c93163c7 100644
--- a/package.json
+++ b/package.json
@@ -27,5 +27,8 @@
     "jshint": "^2.10.2",
     "rollup": "^1.17.0",
     "rollup-plugin-node-resolve": "^5.2.0"
+  },
+  "dependencies": {
+    "d3-format": "^1.4.4"
   }
 }

From 38b98ec833cd25470be0b9753e896d4eaa880400 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Tue, 28 Apr 2020 18:03:23 +0200
Subject: [PATCH 03/15] Format attribute for popups and legends [ch60845]

---
 cartoframes/assets/src/bundle.js                   |  8 ++++++--
 cartoframes/assets/src/legends.js                  |  6 +++++-
 cartoframes/assets/src/map/popups.js               |  4 ++--
 cartoframes/viz/legend.py                          |  7 +++++--
 cartoframes/viz/legends/color_bins_legend.py       |  9 ++++++---
 cartoframes/viz/legends/color_continuous_legend.py |  7 +++++--
 cartoframes/viz/legends/size_bins_legend.py        |  7 +++++--
 cartoframes/viz/legends/size_continuous_legend.py  |  7 +++++--
 cartoframes/viz/popup.py                           | 10 ++++++----
 cartoframes/viz/popup_list.py                      |  8 ++++++--
 cartoframes/viz/popups/popup_element.py            | 11 +++++++----
 11 files changed, 58 insertions(+), 26 deletions(-)

diff --git a/cartoframes/assets/src/bundle.js b/cartoframes/assets/src/bundle.js
index 630584420..5fa8d56f9 100644
--- a/cartoframes/assets/src/bundle.js
+++ b/cartoframes/assets/src/bundle.js
@@ -572,7 +572,7 @@ var init = (function () {
           const variable = feature.variables[item.name];
           if (variable) {
             let value = variable.value;
-            value = formatValue(value);
+            value = format$1(value, item.format);
 
             popupHTML = `
             <span class="popup-name">${item.title}</span>
@@ -715,7 +715,11 @@ var init = (function () {
       const order = legend.ascending ? 'ASC' : 'DESC';
       const variable = legend.variable;
       const config = { othersLabel, variable, order };
-      const options = { format: format$1, config, dynamic };
+      const formatString = legend.format;
+      const formatFunc = formatString
+        ? (value) => format$1(value, formatString)
+        : format$1;
+      const options = { format: formatFunc, config, dynamic };
 
       if (legend.type.startsWith('size-continuous')) {
         config.samples = 4;
diff --git a/cartoframes/assets/src/legends.js b/cartoframes/assets/src/legends.js
index 2b131c7b8..88912d09a 100644
--- a/cartoframes/assets/src/legends.js
+++ b/cartoframes/assets/src/legends.js
@@ -18,7 +18,11 @@ function _createLegend(layer, legend, layerIndex, legendIndex, mapIndex=0) {
     const order = legend.ascending ? 'ASC' : 'DESC';
     const variable = legend.variable;
     const config = { othersLabel, variable, order };
-    const options = { format, config, dynamic };
+    const formatString = legend.format;
+    const formatFunc = formatString
+      ? (value) => format(value, formatString)
+      : format;
+    const options = { format: formatFunc, config, dynamic };
 
     if (legend.type.startsWith('size-continuous')) {
       config.samples = 4;
diff --git a/cartoframes/assets/src/map/popups.js b/cartoframes/assets/src/map/popups.js
index 839750d1a..cf470bffa 100644
--- a/cartoframes/assets/src/map/popups.js
+++ b/cartoframes/assets/src/map/popups.js
@@ -1,4 +1,4 @@
-import { formatValue } from '../utils';
+import { format } from '../utils';
 
 export function resetPopupClick(interactivity) {
   interactivity.off('featureClick');
@@ -37,7 +37,7 @@ export function updatePopup(map, popup, event, attrs) {
         const variable = feature.variables[item.name];
         if (variable) {
           let value = variable.value;
-          value = formatValue(value);
+          value = format(value, item.format);
 
           popupHTML = `
             <span class="popup-name">${item.title}</span>
diff --git a/cartoframes/viz/legend.py b/cartoframes/viz/legend.py
index a341cc7f2..57f987807 100644
--- a/cartoframes/viz/legend.py
+++ b/cartoframes/viz/legend.py
@@ -15,7 +15,8 @@ class Legend:
 
     """
     def __init__(self, legend_type=None, title=None, description=None,
-                 footer=None, prop=None, variable='', dynamic=True, ascending=False):
+                 footer=None, prop=None, variable='', dynamic=True,
+                 ascending=False, format=None):
         self._check_type(legend_type)
         self._check_prop(prop)
         self._type = legend_type
@@ -26,6 +27,7 @@ def __init__(self, legend_type=None, title=None, description=None,
         self._variable = variable
         self._dynamic = dynamic
         self._ascending = ascending
+        self._format = format
 
     def add_defaults(self, title=None):
         self._title = self._title or title
@@ -46,7 +48,8 @@ def get_info(self):
                 'ascending': self._ascending,
                 'title': self._title or '',
                 'description': self._description or '',
-                'footer': self._footer or ''
+                'footer': self._footer or '',
+                'format': self._format
             }
         else:
             return {}
diff --git a/cartoframes/viz/legends/color_bins_legend.py b/cartoframes/viz/legends/color_bins_legend.py
index 7a68c0a7a..fdedbb1ae 100644
--- a/cartoframes/viz/legends/color_bins_legend.py
+++ b/cartoframes/viz/legends/color_bins_legend.py
@@ -2,7 +2,7 @@
 
 
 def color_bins_legend(title=None, description=None, footer=None, prop='color',
-                      variable=None, dynamic=True, ascending=False):
+                      variable=None, dynamic=True, ascending=False, format=None):
     """Helper function for quickly creating a color bins legend.
 
     Args:
@@ -24,6 +24,8 @@ def color_bins_legend(title=None, description=None, footer=None, prop='color',
         ascending (boolean, optional):
             If set to ``True`` the values are sorted in ascending order.
             Defaults to ``False``.
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.legend.Legend
@@ -33,7 +35,8 @@ def color_bins_legend(title=None, description=None, footer=None, prop='color',
         ...     title='Legend title',
         ...     description='Legend description',
         ...     footer='Legend footer',
-        ...     dynamic=False)
+        ...     dynamic=False,
+        ...     format='.2~s')
 
     """
-    return Legend('color-bins', title, description, footer, prop, variable, dynamic, ascending)
+    return Legend('color-bins', title, description, footer, prop, variable, dynamic, ascending, format)
diff --git a/cartoframes/viz/legends/color_continuous_legend.py b/cartoframes/viz/legends/color_continuous_legend.py
index 93ccbe307..2fa6a4110 100644
--- a/cartoframes/viz/legends/color_continuous_legend.py
+++ b/cartoframes/viz/legends/color_continuous_legend.py
@@ -2,7 +2,7 @@
 
 
 def color_continuous_legend(title=None, description=None, footer=None, prop='color',
-                            variable=None, dynamic=True, ascending=False):
+                            variable=None, dynamic=True, ascending=False, format=None):
     """Helper function for quickly creating a color continuous legend.
 
     Args:
@@ -24,6 +24,8 @@ def color_continuous_legend(title=None, description=None, footer=None, prop='col
         ascending (boolean, optional):
             If set to ``True`` the values are sorted in ascending order.
             Defaults to ``False``.
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.legend.Legend
@@ -33,7 +35,8 @@ def color_continuous_legend(title=None, description=None, footer=None, prop='col
         ...     title='Legend title',
         ...     description='Legend description',
         ...     footer='Legend footer',
-        ...     dynamic=False)
+        ...     dynamic=False,
+        ...     format='.2~s')
 
     """
     return Legend('color-continuous', title, description, footer, prop, variable, dynamic, ascending)
diff --git a/cartoframes/viz/legends/size_bins_legend.py b/cartoframes/viz/legends/size_bins_legend.py
index 7a2d4c1b3..b29f6c7b0 100644
--- a/cartoframes/viz/legends/size_bins_legend.py
+++ b/cartoframes/viz/legends/size_bins_legend.py
@@ -2,7 +2,7 @@
 
 
 def size_bins_legend(title=None, description=None, footer=None, prop='size',
-                     variable=None, dynamic=True, ascending=False):
+                     variable=None, dynamic=True, ascending=False, format=None):
     """Helper function for quickly creating a size bins legend.
 
     Args:
@@ -24,6 +24,8 @@ def size_bins_legend(title=None, description=None, footer=None, prop='size',
         ascending (boolean, optional):
             If set to ``True`` the values are sorted in ascending order.
             Defaults to ``False``.
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.legend.Legend
@@ -33,7 +35,8 @@ def size_bins_legend(title=None, description=None, footer=None, prop='size',
         ...     title='Legend title',
         ...     description='Legend description',
         ...     footer='Legend footer',
-        ...     dynamic=False)
+        ...     dynamic=False,
+        ...     format='.2~s')
 
     """
     return Legend('size-bins', title, description, footer, prop, variable, dynamic, ascending)
diff --git a/cartoframes/viz/legends/size_continuous_legend.py b/cartoframes/viz/legends/size_continuous_legend.py
index 25aa58e1c..7e3b40530 100644
--- a/cartoframes/viz/legends/size_continuous_legend.py
+++ b/cartoframes/viz/legends/size_continuous_legend.py
@@ -2,7 +2,7 @@
 
 
 def size_continuous_legend(title=None, description=None, footer=None, prop='size',
-                           variable='size_value', dynamic=True, ascending=False):
+                           variable='size_value', dynamic=True, ascending=False, format=None):
     """Helper function for quickly creating a size continuous legend.
 
     Args:
@@ -23,6 +23,8 @@ def size_continuous_legend(title=None, description=None, footer=None, prop='size
         ascending (boolean, optional):
             If set to ``True`` the values are sorted in ascending order.
             Defaults to ``False``.
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.legend.Legend
@@ -32,7 +34,8 @@ def size_continuous_legend(title=None, description=None, footer=None, prop='size
         ...     title='Legend title',
         ...     description='Legend description',
         ...     footer='Legend footer',
-        ...     dynamic=False)
+        ...     dynamic=False,
+        ...     format='.2~s')
 
     """
     return Legend('size-continuous', title, description, footer, prop, variable, dynamic, ascending)
diff --git a/cartoframes/viz/popup.py b/cartoframes/viz/popup.py
index df0e3cfb6..a0ce4484a 100644
--- a/cartoframes/viz/popup.py
+++ b/cartoframes/viz/popup.py
@@ -9,16 +9,17 @@ class Popup:
     Layer popup.
 
     """
-    def __init__(self, event=None, value=None, title=None):
-        self._init_popup(event, value, title)
+    def __init__(self, event=None, value=None, title=None, format=None):
+        self._init_popup(event, value, title, format)
 
-    def _init_popup(self, event=None, value=None, title=None):
+    def _init_popup(self, event=None, value=None, title=None, format=None):
         if not isinstance(event, str) and not isinstance(value, str):
             raise ValueError('Wrong popup input')
 
         self._event = event
         self._value = value
         self._title = title if title else value
+        self._format = format
 
         self._interactivity = self._get_interactivity()
         self._variable = self._get_variable()
@@ -48,7 +49,8 @@ def _get_interactivity(self):
     def _get_attrs(self):
         return {
             'name': gen_variable_name(self._value),
-            'title': self._title
+            'title': self._title,
+            'format': self._format
         }
 
     def _get_variable(self):
diff --git a/cartoframes/viz/popup_list.py b/cartoframes/viz/popup_list.py
index 0656dbfa2..a84b86e5e 100644
--- a/cartoframes/viz/popup_list.py
+++ b/cartoframes/viz/popup_list.py
@@ -46,7 +46,9 @@ def _get_popup_elements(self, popups, default_popup_hover, default_popup_click):
                     popup_elements.append(
                         Popup('click',
                               value=popup.get('value'),
-                              title=popup.get('title'))
+                              title=popup.get('title'),
+                              format=popup.get('format')
+                              )
                     )
 
         if hover_popup_elements is not None:
@@ -60,7 +62,9 @@ def _get_popup_elements(self, popups, default_popup_hover, default_popup_click):
                     popup_elements.append(
                         Popup('hover',
                               value=popup.get('value'),
-                              title=popup.get('title'))
+                              title=popup.get('title'),
+                              format=popup.get('format')
+                              )
                     )
 
         return popup_elements
diff --git a/cartoframes/viz/popups/popup_element.py b/cartoframes/viz/popups/popup_element.py
index bb7e39d61..23db99bc6 100644
--- a/cartoframes/viz/popups/popup_element.py
+++ b/cartoframes/viz/popups/popup_element.py
@@ -1,15 +1,18 @@
-def popup_element(value, title=None):
+def popup_element(value, title=None, format=None):
     """Helper function for quickly adding a popup element to a layer.
 
     Args:
         value (str): Column name to display the value for each feature.
         title (str, optional): Title for the given value. By default, it's the name of the value.
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Example:
-        >>> popup_element('column_name', title='Popup title')
+        >>> popup_element('column_name', title='Popup title', format='.2~s')
 
     """
     return {
-      'value': value,
-      'title': title
+        'value': value,
+        'title': title,
+        'format': format
     }

From 653e3628c7f4609f2ce5a1d3ea09d8192875d0dc Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Wed, 29 Apr 2020 08:55:01 +0200
Subject: [PATCH 04/15] Ignore bundle for JSHint (HoundCI)

---
 .jshintignore | 1 +
 1 file changed, 1 insertion(+)
 create mode 100644 .jshintignore

diff --git a/.jshintignore b/.jshintignore
new file mode 100644
index 000000000..2a78000d2
--- /dev/null
+++ b/.jshintignore
@@ -0,0 +1 @@
+cartoframes/assets/src/bundle.js
\ No newline at end of file

From f1b85fda46520a95d722a07dd78f2b6bce487382 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Wed, 29 Apr 2020 09:34:53 +0200
Subject: [PATCH 05/15] Allow terniary line break

---
 .jshintrc | 3 ++-
 1 file changed, 2 insertions(+), 1 deletion(-)

diff --git a/.jshintrc b/.jshintrc
index 53b202cb9..a82e6632a 100644
--- a/.jshintrc
+++ b/.jshintrc
@@ -1,3 +1,4 @@
 {
-  "esversion": 6
+  "esversion": 6,
+  "laxbreak" : true
 }
\ No newline at end of file

From 9fd6442f879d9cceacc2d6234e024c8f691b8164 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Wed, 29 Apr 2020 21:58:32 +0200
Subject: [PATCH 06/15] Fix tests

---
 tests/unit/viz/popups/test_popup.py      |  6 ++++--
 tests/unit/viz/popups/test_popup_list.py | 12 ++++++++----
 tests/unit/viz/test_legend.py            |  3 ++-
 tests/unit/viz/test_map.py               |  9 ++++++---
 tests/unit/viz/test_widget.py            |  9 ++++++---
 tests/unit/viz/test_widget_list.py       |  6 ++++--
 6 files changed, 30 insertions(+), 15 deletions(-)

diff --git a/tests/unit/viz/popups/test_popup.py b/tests/unit/viz/popups/test_popup.py
index f4fec59e8..8d0e31f0a 100644
--- a/tests/unit/viz/popups/test_popup.py
+++ b/tests/unit/viz/popups/test_popup.py
@@ -28,7 +28,8 @@ def test_popup_interactivity(self):
             'event': 'click',
             'attrs': {
                 'name': 'v4f197c',
-                'title': 'pop'
+                'title': 'pop',
+                'format': None
             }
         }
 
@@ -36,7 +37,8 @@ def test_popup_interactivity(self):
             'event': 'hover',
             'attrs': {
                 'name': 'v4f197c',
-                'title': 'Pop'
+                'title': 'Pop',
+                'format': None
             }
         }
 
diff --git a/tests/unit/viz/popups/test_popup_list.py b/tests/unit/viz/popups/test_popup_list.py
index 88c61c122..9d7526a92 100644
--- a/tests/unit/viz/popups/test_popup_list.py
+++ b/tests/unit/viz/popups/test_popup_list.py
@@ -19,25 +19,29 @@ def test_should_get_all_popup_interactivities(self):
             'event': 'click',
             'attrs': {
                 'name': 'v72224b',
-                'title': 'value_2'
+                'title': 'value_2',
+                'format': None
             }
           }, {
             'event': 'click',
             'attrs': {
                 'name': 'vbc6799',
-                'title': 'value_1'
+                'title': 'value_1',
+                'format': None
             }
           }, {
             'event': 'hover',
             'attrs': {
                 'name': 'vc266e3',
-                'title': 'value_3'
+                'title': 'value_3',
+                'format': None
             }
           }, {
             'event': 'hover',
             'attrs': {
                 'name': 'vbc6799',
-                'title': 'value_1'
+                'title': 'value_1',
+                'format': None
             }
           }
         ]
diff --git a/tests/unit/viz/test_legend.py b/tests/unit/viz/test_legend.py
index f7185afad..7a26a62d2 100644
--- a/tests/unit/viz/test_legend.py
+++ b/tests/unit/viz/test_legend.py
@@ -39,7 +39,8 @@ def test_legends_info(self):
             'description': '[description]',
             'footer': '[footer]',
             'dynamic': True,
-            'variable': ''
+            'variable': '',
+            'format': None
         }
 
     def test_wrong_type(self):
diff --git a/tests/unit/viz/test_map.py b/tests/unit/viz/test_map.py
index 74cd8c34e..e98c56bdd 100644
--- a/tests/unit/viz/test_map.py
+++ b/tests/unit/viz/test_map.py
@@ -105,19 +105,22 @@ def test_interactive_layer(self):
                 'event': 'click',
                 'attrs': {
                     'name': 'v6ae999',
-                    'title': 'name'
+                    'title': 'name',
+                    'format': None
                 }
             }, {
                 'event': 'click',
                 'attrs': {
                     'name': 'v4f197c',
-                    'title': 'pop'
+                    'title': 'pop',
+                    'format': None
                 }
             }, {
                 'event': 'hover',
                 'attrs': {
                     'name': 'v4f197c',
-                    'title': 'Pop'
+                    'title': 'Pop',
+                    'format': None
                 }
             }
         ]
diff --git a/tests/unit/viz/test_widget.py b/tests/unit/viz/test_widget.py
index 2f318c08b..9596cb7b9 100644
--- a/tests/unit/viz/test_widget.py
+++ b/tests/unit/viz/test_widget.py
@@ -34,7 +34,8 @@ def test_widget_info(self):
                 'readOnly': False,
                 'buckets': 20,
                 'weight': 1,
-                'autoplay': True
+                'autoplay': True,
+                'format': None
             }
         }
 
@@ -64,7 +65,8 @@ def test_animation_widget(self):
                 'readOnly': False,
                 'buckets': 20,
                 'weight': 1,
-                'autoplay': True
+                'autoplay': True,
+                'format': None
             }
         }
 
@@ -85,6 +87,7 @@ def test_animation_widget_prop(self):
                 'readOnly': False,
                 'buckets': 20,
                 'weight': 1,
-                'autoplay': True
+                'autoplay': True,
+                'format': None
             }
         }
diff --git a/tests/unit/viz/test_widget_list.py b/tests/unit/viz/test_widget_list.py
index 621029017..2641a6179 100644
--- a/tests/unit/viz/test_widget_list.py
+++ b/tests/unit/viz/test_widget_list.py
@@ -79,7 +79,8 @@ def test_widget_list_get_widgets_info(self):
                     'readOnly': False,
                     'buckets': 20,
                     'weight': 1,
-                    'autoplay': True
+                    'autoplay': True,
+                    'format': None
                 }
             }, {
                 'type': 'basic',
@@ -94,6 +95,7 @@ def test_widget_list_get_widgets_info(self):
                     'readOnly': False,
                     'buckets': 20,
                     'weight': 1,
-                    'autoplay': True
+                    'autoplay': True,
+                    'format': None
                 }
             }]

From 0f7365a5051cd87757b86655e32a245dd9bf0bc9 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Tue, 5 May 2020 21:09:32 +0200
Subject: [PATCH 07/15] Fix format attribute for legends and update examples

---
 .../viz/legends/color_continuous_legend.py    |   2 +-
 cartoframes/viz/legends/size_bins_legend.py   |   2 +-
 .../viz/legends/size_continuous_legend.py     |   2 +-
 examples/legends/color_bins_legend.ipynb      | 380 ++++++++++++++--
 .../legends/color_continuous_legend.ipynb     | 390 ++++++++++++++--
 examples/legends/size_bins_legend.ipynb       | 380 ++++++++++++++--
 examples/legends/size_continuous_legend.ipynb | 380 ++++++++++++++--
 examples/popups/popup_titles.ipynb            | 390 ++++++++++++++--
 examples/widgets/formula_widget.ipynb         | 415 ++++++++++++++++--
 9 files changed, 2138 insertions(+), 203 deletions(-)

diff --git a/cartoframes/viz/legends/color_continuous_legend.py b/cartoframes/viz/legends/color_continuous_legend.py
index 2fa6a4110..31bd379c8 100644
--- a/cartoframes/viz/legends/color_continuous_legend.py
+++ b/cartoframes/viz/legends/color_continuous_legend.py
@@ -39,4 +39,4 @@ def color_continuous_legend(title=None, description=None, footer=None, prop='col
         ...     format='.2~s')
 
     """
-    return Legend('color-continuous', title, description, footer, prop, variable, dynamic, ascending)
+    return Legend('color-continuous', title, description, footer, prop, variable, dynamic, ascending, format)
diff --git a/cartoframes/viz/legends/size_bins_legend.py b/cartoframes/viz/legends/size_bins_legend.py
index b29f6c7b0..68cee0b7e 100644
--- a/cartoframes/viz/legends/size_bins_legend.py
+++ b/cartoframes/viz/legends/size_bins_legend.py
@@ -39,4 +39,4 @@ def size_bins_legend(title=None, description=None, footer=None, prop='size',
         ...     format='.2~s')
 
     """
-    return Legend('size-bins', title, description, footer, prop, variable, dynamic, ascending)
+    return Legend('size-bins', title, description, footer, prop, variable, dynamic, ascending, format)
diff --git a/cartoframes/viz/legends/size_continuous_legend.py b/cartoframes/viz/legends/size_continuous_legend.py
index 7e3b40530..b9af58519 100644
--- a/cartoframes/viz/legends/size_continuous_legend.py
+++ b/cartoframes/viz/legends/size_continuous_legend.py
@@ -38,4 +38,4 @@ def size_continuous_legend(title=None, description=None, footer=None, prop='size
         ...     format='.2~s')
 
     """
-    return Legend('size-continuous', title, description, footer, prop, variable, dynamic, ascending)
+    return Legend('size-continuous', title, description, footer, prop, variable, dynamic, ascending, format)
diff --git a/examples/legends/color_bins_legend.ipynb b/examples/legends/color_bins_legend.ipynb
index ff8a7c6e2..b629dca50 100644
--- a/examples/legends/color_bins_legend.ipynb
+++ b/examples/legends/color_bins_legend.ipynb
@@ -87,6 +87,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -413,18 +418,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -435,19 +753,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -544,7 +855,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -614,7 +925,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -687,7 +998,11 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -759,7 +1074,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -868,7 +1182,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -906,16 +1220,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -962,8 +1277,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;vb4e077&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vb4e077: $masters_percent\\ncolor: opacity(ramp(globalQuantiles($masters_percent, 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;format&quot;: &quot;.0%&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(globalQuantiles(prop(\\u0027masters_percent\\u0027), 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -987,7 +1302,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x11c02e250>"
+       "<cartoframes.viz.layer.Layer at 0x7f9e64d2a820>"
       ]
      },
      "execution_count": 2,
@@ -1002,7 +1317,8 @@
     "    legends=color_bins_legend(\n",
     "        title=\"Percent Master's Degree\",\n",
     "        description='by block group',\n",
-    "        footer='Data: US Census'\n",
+    "        footer='Data: US Census',\n",
+    "        format='.0%'\n",
     "    )\n",
     ")"
    ]
@@ -1024,7 +1340,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/color_continuous_legend.ipynb b/examples/legends/color_continuous_legend.ipynb
index f9e331f7c..c628b8ce3 100644
--- a/examples/legends/color_continuous_legend.ipynb
+++ b/examples/legends/color_continuous_legend.ipynb
@@ -20,7 +20,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, color_continuous_legend, color_continuous_style\n",
+    "from cartoframes.viz import Layer, default_legend, color_continuous_legend, color_continuous_style\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -28,7 +28,9 @@
   {
    "cell_type": "code",
    "execution_count": 2,
-   "metadata": {},
+   "metadata": {
+    "scrolled": false
+   },
    "outputs": [
     {
      "data": {
@@ -88,6 +90,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -239,7 +246,7 @@
        "              <as-legend\n",
        "                heading=&quot;Percent Master's Degree&quot;\n",
        "                description=&quot;by block group&quot;>\n",
-       "                <as-legend-color-continuous id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-continuous>\n",
+       "                <as-legend-color-category-polygon id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-category-polygon>\n",
        "                \n",
        "                  <span slot=&quot;footer&quot;>Data: US Census</span>\n",
        "                \n",
@@ -414,18 +421,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -436,19 +756,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -545,7 +858,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -615,7 +928,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -688,7 +1001,11 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -760,7 +1077,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -869,7 +1185,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -907,16 +1223,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -963,8 +1280,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;vb4e077&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-continuous&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vb4e077: $masters_percent\\ncolor: opacity(ramp(linear($masters_percent, globalMIN($masters_percent), globalMAX($masters_percent)), bluyl), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;format&quot;: &quot;.0%&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-category-polygon&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(linear(prop(\\u0027masters_percent\\u0027), globalMIN(prop(\\u0027masters_percent\\u0027)), globalMAX(prop(\\u0027masters_percent\\u0027))), bluyl), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -988,7 +1305,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x11f09b450>"
+       "<cartoframes.viz.layer.Layer at 0x7f4642130e80>"
       ]
      },
      "execution_count": 2,
@@ -1000,10 +1317,11 @@
     "Layer(\n",
     "    'demographics_sf',\n",
     "    color_continuous_style('masters_percent'),\n",
-    "    legends=color_continuous_legend(\n",
+    "    legends=default_legend(\n",
     "        title=\"Percent Master's Degree\",\n",
     "        description='by block group',\n",
-    "        footer='Data: US Census'\n",
+    "        footer='Data: US Census',\n",
+    "        format='.0%'\n",
     "    )\n",
     ")"
    ]
@@ -1025,7 +1343,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/size_bins_legend.ipynb b/examples/legends/size_bins_legend.ipynb
index a1fe09759..aed1317a6 100644
--- a/examples/legends/size_bins_legend.ipynb
+++ b/examples/legends/size_bins_legend.ipynb
@@ -88,6 +88,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -414,18 +419,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -436,19 +754,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -545,7 +856,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -615,7 +926,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -688,7 +999,11 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -760,7 +1075,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -869,7 +1183,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -907,16 +1221,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -963,8 +1278,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;ve3866a&quot;, &quot;title&quot;: &quot;auto_speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;Travel Speeds&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Road Congestion&quot;, &quot;type&quot;: &quot;size-bins&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@ve3866a: $auto_speed\\ncolor: opacity(hex(\\&quot;#4CC8A3\\&quot;), 0.8)\\nwidth: ramp(globalQuantiles($auto_speed, 5), [1, 10])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;vcb1f35&quot;, &quot;title&quot;: &quot;auto_speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;Travel Speeds&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;format&quot;: &quot;d&quot;, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Road Congestion&quot;, &quot;type&quot;: &quot;size-bins&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vcb1f35: prop(\\u0027auto_speed\\u0027)\\ncolor: opacity(hex(\\&quot;#4CC8A3\\&quot;), 0.8)\\nwidth: ramp(globalQuantiles(prop(\\u0027auto_speed\\u0027), 5), [1, 10])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -988,7 +1303,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x111f7b550>"
+       "<cartoframes.viz.layer.Layer at 0x7f8b25eabd90>"
       ]
      },
      "execution_count": 2,
@@ -1003,7 +1318,8 @@
     "    legends=size_bins_legend(\n",
     "        title='Road Congestion',\n",
     "        description='Travel Speeds',\n",
-    "        footer='Data: City of SF'\n",
+    "        footer='Data: City of SF',\n",
+    "        format='d'\n",
     "    )\n",
     ")"
    ]
@@ -1025,7 +1341,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/size_continuous_legend.ipynb b/examples/legends/size_continuous_legend.ipynb
index 2716fef44..d8b723b46 100644
--- a/examples/legends/size_continuous_legend.ipynb
+++ b/examples/legends/size_continuous_legend.ipynb
@@ -88,6 +88,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -414,18 +419,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -436,19 +754,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -545,7 +856,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -615,7 +926,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -688,7 +999,11 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -760,7 +1075,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -869,7 +1183,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -907,16 +1221,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -963,8 +1278,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_nbhd_crime\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;v101966&quot;, &quot;title&quot;: &quot;value&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by neighborhood&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Source: City of SF&quot;, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Crime Counts&quot;, &quot;type&quot;: &quot;size-continuous&quot;, &quot;variable&quot;: &quot;size_value&quot;}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v101966: $value\\ncolor: opacity(#FFB927, 0.8)\\nwidth: ramp(linear(sqrt($value), sqrt(globalMIN($value)), sqrt(globalMAX($value))), [8, 40])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n@size_value: ramp(linear($value, globalMIN($value), globalMAX($value)), [8, 40])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_nbhd_crime\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;vf32b67&quot;, &quot;title&quot;: &quot;value&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by neighborhood&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Source: City of SF&quot;, &quot;format&quot;: &quot;.0s&quot;, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Crime Counts&quot;, &quot;type&quot;: &quot;size-continuous&quot;, &quot;variable&quot;: &quot;size_value&quot;}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_nbhd_crime\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vf32b67: prop(\\u0027value\\u0027)\\ncolor: opacity(#FFB927, 0.8)\\nwidth: ramp(linear(sqrt(prop(\\u0027value\\u0027)), sqrt(globalMIN(prop(\\u0027value\\u0027))), sqrt(globalMAX(prop(\\u0027value\\u0027)))), [8, 40])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n@size_value: ramp(linear(prop(\\u0027value\\u0027), globalMIN(prop(\\u0027value\\u0027)), globalMAX(prop(\\u0027value\\u0027))), [8, 40])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -988,7 +1303,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x111ac0210>"
+       "<cartoframes.viz.layer.Layer at 0x7f3878abf2b0>"
       ]
      },
      "execution_count": 2,
@@ -1003,7 +1318,8 @@
     "    legends=size_continuous_legend(\n",
     "        title='Crime Counts',\n",
     "        description='by neighborhood',\n",
-    "        footer='Source: City of SF'\n",
+    "        footer='Source: City of SF',\n",
+    "        format='.0s'\n",
     "    )\n",
     ")"
    ]
@@ -1025,7 +1341,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,
diff --git a/examples/popups/popup_titles.ipynb b/examples/popups/popup_titles.ipynb
index 46184005c..9708eaf1a 100644
--- a/examples/popups/popup_titles.ipynb
+++ b/examples/popups/popup_titles.ipynb
@@ -27,7 +27,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 4,
    "metadata": {
     "scrolled": false
    },
@@ -90,6 +90,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -385,18 +390,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -407,19 +725,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -516,7 +827,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -586,7 +897,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -659,7 +970,11 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -731,7 +1046,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -840,7 +1154,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -878,16 +1192,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -934,8 +1249,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'False' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;countries_africa\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;v8e0f74&quot;, &quot;title&quot;: &quot;Country&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v8e0f74: $name\\ncolor: hex(\\&quot;#826DBA\\&quot;)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;countries_africa\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: &quot;population&quot;, &quot;name&quot;: &quot;v6ae999&quot;, &quot;title&quot;: &quot;Country&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;countries_africa\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v6ae999: prop(\\u0027name\\u0027)\\ncolor: hex(\\&quot;#826DBA\\&quot;)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -959,10 +1274,10 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x116358ed0>"
+       "<cartoframes.viz.layer.Layer at 0x7f1a0b531b50>"
       ]
      },
-     "execution_count": 2,
+     "execution_count": 4,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -973,10 +1288,17 @@
     "Layer(\n",
     "    'countries_africa',\n",
     "    popup_hover=[\n",
-    "        popup_element('name', 'Country')\n",
+    "        popup_element('name', 'Country', 'population')\n",
     "    ]\n",
     ")"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {
@@ -995,7 +1317,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,
diff --git a/examples/widgets/formula_widget.ipynb b/examples/widgets/formula_widget.ipynb
index acfba6069..17ccd5898 100644
--- a/examples/widgets/formula_widget.ipynb
+++ b/examples/widgets/formula_widget.ipynb
@@ -56,11 +56,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.2/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.2/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.2/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -88,6 +88,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -264,8 +269,6 @@
        "  \n",
        "\n",
        "  <div id=&quot;error-container&quot; class=&quot;error&quot;>\n",
-       "  <p>There is a <span class=&quot;errors&quot; id=&quot;error-highlight&quot;></span>\n",
-       "  from the <a href=&quot;https://carto.com/developers/carto-vl/&quot; target=&quot;_blank&quot;>CARTO VL</a> library:</p>\n",
        "  <section class=&quot;error-section&quot;>\n",
        "    <span class=&quot;errors&quot; id=&quot;error-name&quot;></span>:\n",
        "    <section id=&quot;error-content&quot;>\n",
@@ -403,9 +406,8 @@
        "    const stacktrace$ = document.getElementById('error-stacktrace');\n",
        "\n",
        "    errors$[0].innerHTML = e.name;\n",
-       "    errors$[1].innerHTML = e.name;\n",
-       "    errors$[2].innerHTML = e.type;\n",
-       "    errors$[3].innerHTML = e.message.replace(e.type, '');\n",
+       "    errors$[1].innerHTML = e.type;\n",
+       "    errors$[2].innerHTML = e.message.replace(e.type, '');\n",
        "\n",
        "    error$.style.visibility = 'visible';\n",
        "\n",
@@ -420,18 +422,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -442,19 +757,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -551,7 +859,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -621,7 +929,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -691,9 +999,14 @@
        "      const othersLabel = 'Others';   // TODO: i18n\n",
        "      const prop = legend.prop;\n",
        "      const dynamic = legend.dynamic;\n",
+       "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
-       "      const config = { othersLabel, variable };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const config = { othersLabel, variable, order };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -713,7 +1026,7 @@
        "\n",
        "  function GeoJSON(layer) {\n",
        "    const options = JSON.parse(JSON.stringify(layer.options));\n",
-       "    const data = _decodeJSONData(layer.data);\n",
+       "    const data = _decodeJSONData(layer.data, layer.encode_data);\n",
        "\n",
        "    return new carto.source.GeoJSON(data, options);\n",
        "  }\n",
@@ -735,8 +1048,20 @@
        "    return new carto.source.MVT(layer.data.file, JSON.parse(layer.data.metadata));\n",
        "  }\n",
        "\n",
-       "  function _decodeJSONData(b64Data) {\n",
-       "    return JSON.parse(pako.inflate(atob(b64Data), { to: 'string' }));\n",
+       "  function _decodeJSONData(data, encodeData) {\n",
+       "    try {\n",
+       "      if (encodeData) {\n",
+       "        const decodedJSON = pako.inflate(atob(data), { to: 'string' });\n",
+       "        return JSON.parse(decodedJSON);\n",
+       "      } else {\n",
+       "        return JSON.parse(data);\n",
+       "      }\n",
+       "    } catch(error) {\n",
+       "      throw new Error(`\n",
+       "      Error: &quot;${error}&quot;. CARTOframes is not able to parse your local data because it is too large.\n",
+       "      Please, disable the data compresion with encode_data=False in your Layer class.\n",
+       "    `);\n",
+       "    }\n",
        "  }\n",
        "\n",
        "  const factory = new SourceFactory();\n",
@@ -753,7 +1078,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -861,6 +1185,10 @@
        "      mapIndex\n",
        "    );\n",
        "\n",
+       "    if (settings.layer_selector) {\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
+       "    }\n",
+       "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
        "\n",
        "    return waitForMapLayersLoad(isStatic, mapIndex, mapLayers);\n",
@@ -896,6 +1224,22 @@
        "    }\n",
        "  }\n",
        "\n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
+       "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
+       "    \n",
+       "    layerSelector.build();\n",
+       "  }\n",
+       "\n",
        "  function createMap(container, basemapStyle, bounds, accessToken) {\n",
        "    const map = createMapboxGLMap(container, basemapStyle, accessToken);\n",
        "\n",
@@ -937,7 +1281,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'False' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;seattle_collisions\\&quot;&quot;, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [], &quot;options&quot;: {}, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v1fedb6: viewportSum($pedcount)\\ncolor: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: [{&quot;description&quot;: &quot;Zoom and/or pan the map to update count&quot;, &quot;footer&quot;: &quot;&quot;, &quot;has_bridge&quot;: false, &quot;options&quot;: {&quot;buckets&quot;: 20, &quot;readOnly&quot;: false}, &quot;prop&quot;: &quot;&quot;, &quot;title&quot;: &quot;Number of Pedestrians Involved&quot;, &quot;type&quot;: &quot;formula&quot;, &quot;value&quot;: &quot;viewportSum($pedcount)&quot;, &quot;variable_name&quot;: &quot;v1fedb6&quot;}]}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;seattle_collisions\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;seattle_collisions\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v451cf3: viewportSum(prop(\\u0027pedcount\\u0027))\\ncolor: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: [{&quot;description&quot;: &quot;Zoom and/or pan the map to update count&quot;, &quot;footer&quot;: &quot;&quot;, &quot;has_bridge&quot;: false, &quot;options&quot;: {&quot;autoplay&quot;: true, &quot;buckets&quot;: 20, &quot;format&quot;: &quot;_^5&quot;, &quot;readOnly&quot;: false, &quot;weight&quot;: 1}, &quot;prop&quot;: &quot;&quot;, &quot;title&quot;: &quot;Number of Pedestrians Involved&quot;, &quot;type&quot;: &quot;formula&quot;, &quot;value&quot;: &quot;viewportSum(prop(\\u0027pedcount\\u0027))&quot;, &quot;variable_name&quot;: &quot;v451cf3&quot;}]}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -948,6 +1293,7 @@
        "      camera,\n",
        "      has_legends,\n",
        "      is_static,\n",
+       "      layer_selector,\n",
        "      layers,\n",
        "      mapboxtoken,\n",
        "      show_info\n",
@@ -960,7 +1306,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x1188ec510>"
+       "<cartoframes.viz.layer.Layer at 0x7fee93002e80>"
       ]
      },
      "execution_count": 2,
@@ -976,7 +1322,8 @@
     "            'pedcount',\n",
     "            operation='sum',\n",
     "            title='Number of Pedestrians Involved',\n",
-    "            description='Zoom and/or pan the map to update count'\n",
+    "            description='Zoom and/or pan the map to update count',\n",
+    "            format='_^5'\n",
     "        )\n",
     "    ]\n",
     ")"
@@ -999,7 +1346,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,

From 469defcc77d7765957c61e2712683d491611405d Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Wed, 6 May 2020 09:06:07 +0200
Subject: [PATCH 08/15] Add format to tooltip example

---
 docs/developer-center/examples/examples.json  |  6 ++--
 ...es.ipynb => popup_titles_and_format.ipynb} | 29 ++++++++-----------
 2 files changed, 15 insertions(+), 20 deletions(-)
 rename examples/popups/{popup_titles.ipynb => popup_titles_and_format.ipynb} (97%)

diff --git a/docs/developer-center/examples/examples.json b/docs/developer-center/examples/examples.json
index f3ec46acf..4014f41fa 100644
--- a/docs/developer-center/examples/examples.json
+++ b/docs/developer-center/examples/examples.json
@@ -271,9 +271,9 @@
             "path": "popups",
             "group": "Popups"
         }, {
-            "title": "Customize popup title",
-            "desc": "Change the title for the popup values",
-            "file": "popup_titles",
+            "title": "Customize popup title and format",
+            "desc": "Change the title and format for the popup values",
+            "file": "popup_titles_and_format",
             "path": "popups",
             "group": "Popups"
         }, {
diff --git a/examples/popups/popup_titles.ipynb b/examples/popups/popup_titles_and_format.ipynb
similarity index 97%
rename from examples/popups/popup_titles.ipynb
rename to examples/popups/popup_titles_and_format.ipynb
index 9708eaf1a..db8144127 100644
--- a/examples/popups/popup_titles.ipynb
+++ b/examples/popups/popup_titles_and_format.ipynb
@@ -4,13 +4,13 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# Popup titles\n",
+    "# Popup titles and format\n",
     "\n",
     "Popups provide information about features through either `click` or `hover` interactivity events. Features can listen to both events or multiple properties from the same event.\n",
     "\n",
     "For more information on popups, run `help(Popup)`.\n",
     "\n",
-    "In this example, the `click` and `hover` events show attributes from the Layer with custom titles."
+    "In this example, the `click` and `hover` events show attributes from the Layer with custom titles and formats."
    ]
   },
   {
@@ -20,14 +20,14 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, popup_element\n",
+    "from cartoframes.viz import Layer, basic_style, popup_element\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 2,
    "metadata": {
     "scrolled": false
    },
@@ -1245,12 +1245,12 @@
        "  .addEventListener('ready', () => {\n",
        "    const basecolor = '';\n",
        "    const basemap = 'Positron';\n",
-       "    const bounds = [[-17.6250426904907, -34.8191663551237], [51.13387, 37.3499944117665]];\n",
+       "    const bounds = [[-16.2500006525, 28.0999760122], [2.65424597028, 43.530016092]];\n",
        "    const camera = null;\n",
        "    const has_legends = 'False' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
        "    const layer_selector = 'False' === 'true';\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;countries_africa\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: &quot;population&quot;, &quot;name&quot;: &quot;v6ae999&quot;, &quot;title&quot;: &quot;Country&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;countries_africa\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v6ae999: prop(\\u0027name\\u0027)\\ncolor: hex(\\&quot;#826DBA\\&quot;)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;spain_populated_places\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: &quot;,.2r&quot;, &quot;name&quot;: &quot;vf721bc&quot;, &quot;title&quot;: &quot;Rounded population&quot;}, &quot;event&quot;: &quot;hover&quot;}, {&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v6ae999&quot;, &quot;title&quot;: &quot;City&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;spain_populated_places\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vf721bc: prop(\\u0027pop_max\\u0027)\\n@v6ae999: prop(\\u0027name\\u0027)\\ncolor: opacity(hex(\\&quot;#EE4D5A\\&quot;), 1)\\nwidth: 10\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -1274,10 +1274,10 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7f1a0b531b50>"
+       "<cartoframes.viz.layer.Layer at 0x7f4f7fe4e400>"
       ]
      },
-     "execution_count": 4,
+     "execution_count": 2,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1286,19 +1286,14 @@
     "from cartoframes.viz import Layer, popup_element\n",
     "\n",
     "Layer(\n",
-    "    'countries_africa',\n",
+    "    'spain_populated_places',\n",
+    "    basic_style(size=10),\n",
     "    popup_hover=[\n",
-    "        popup_element('name', 'Country', 'population')\n",
+    "        popup_element('name', 'City'),\n",
+    "        popup_element('pop_max', title='Rounded population', format=',.2r')\n",
     "    ]\n",
     ")"
    ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
   }
  ],
  "metadata": {

From 4bfa8e8bf36f619444f4021664a50968fe9e5895 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Wed, 6 May 2020 20:42:01 +0200
Subject: [PATCH 09/15] Default legend and default popup with examples
 [ch60845]

---
 cartoframes/viz/constants.py                  |    2 +-
 cartoframes/viz/legends/default_legend.py     |    9 +-
 .../viz/popups/default_popup_element.py       |    9 +-
 docs/developer-center/examples/examples.json  |    6 +
 examples/legends/default_legend.ipynb         |  779 +++++++++-
 examples/popups/default_popup.ipynb           | 1338 +++++++++++++++++
 6 files changed, 2063 insertions(+), 80 deletions(-)
 create mode 100644 examples/popups/default_popup.ipynb

diff --git a/cartoframes/viz/constants.py b/cartoframes/viz/constants.py
index 1ef10a067..01395f090 100644
--- a/cartoframes/viz/constants.py
+++ b/cartoframes/viz/constants.py
@@ -2,7 +2,7 @@
 CARTO_VL_DEV = '/dist/carto-vl.js'
 CARTO_VL_URL = 'https://libs.cartocdn.com/carto-vl/{}/carto-vl.min.js'.format(CARTO_VL_VERSION)
 
-AIRSHIP_VERSION = 'v2.3'
+AIRSHIP_VERSION = 'v2.3.2-rc.1'
 AIRSHIP_COMPONENTS_DEV = '/packages/components/dist/airship.js'
 AIRSHIP_BRIDGE_DEV = '/packages/bridge/dist/asbridge.js'
 AIRSHIP_MODULE_DEV = '/packages/components/dist/airship/airship.esm.js'
diff --git a/cartoframes/viz/legends/default_legend.py b/cartoframes/viz/legends/default_legend.py
index 0b4b1e6f3..de11666ed 100644
--- a/cartoframes/viz/legends/default_legend.py
+++ b/cartoframes/viz/legends/default_legend.py
@@ -1,7 +1,7 @@
 from ..legend import Legend
 
 
-def default_legend(title=None, description=None, footer=None, **kwargs):
+def default_legend(title=None, description=None, footer=None, format=None, **kwargs):
     """Helper function for quickly creating a default legend based on the style.
     A style helper is required.
 
@@ -12,6 +12,8 @@ def default_legend(title=None, description=None, footer=None, **kwargs):
             Description in legend.
         footer (str, optional):
             Footer of legend. This is often used to attribute data sources.
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Returns:
         cartoframes.viz.legend.Legend
@@ -20,7 +22,8 @@ def default_legend(title=None, description=None, footer=None, **kwargs):
         >>> default_legend(
         ...     title='Legend title',
         ...     description='Legend description',
-        ...     footer='Legend footer')
+        ...     footer='Legend footer',
+        ...     format='.2~s')
 
     """
-    return Legend('default', title=title, description=description, footer=footer, **kwargs)
+    return Legend('default', title=title, description=description, footer=footer, format=format, **kwargs)
diff --git a/cartoframes/viz/popups/default_popup_element.py b/cartoframes/viz/popups/default_popup_element.py
index be88ab180..9cce8e2ce 100644
--- a/cartoframes/viz/popups/default_popup_element.py
+++ b/cartoframes/viz/popups/default_popup_element.py
@@ -1,4 +1,4 @@
-def default_popup_element(title=None, operation=None):
+def default_popup_element(title=None, operation=None, format=None):
     """Helper function for quickly adding a default popup element based on the style.
     A style helper is required.
 
@@ -6,13 +6,16 @@ def default_popup_element(title=None, operation=None):
         title (str, optional): Title for the given value. By default, it's the name of the value.
         operation (str, optional): Cluster operation, defaults to 'count'. Other options
           available are 'avg', 'min', 'max', and 'sum'.
+        format (str, optional): Format to apply to number values in the widget, based on d3-format
+            specifier (https://github.com/d3/d3-format#locale_format).
 
     Example:
-        >>> default_popup_element(title='Popup title')
+        >>> default_popup_element(title='Popup title', format='.2~s')
 
     """
     return {
       'value': None,
       'title': title,
-      'operation': operation
+      'operation': operation,
+      'format': format
     }
diff --git a/docs/developer-center/examples/examples.json b/docs/developer-center/examples/examples.json
index 4014f41fa..3121f379a 100644
--- a/docs/developer-center/examples/examples.json
+++ b/docs/developer-center/examples/examples.json
@@ -258,6 +258,12 @@
             "file": "multiple_widgets",
             "path": "widgets",
             "group": "Widgets"
+        }, {
+            "title": "Default popup",
+            "desc": "Set the default popup needed for the style helper",
+            "file": "default_popup",
+            "path": "popups",
+            "group": "Popups"
         }, {
             "title": "Popup on click",
             "desc": "Display a popup triggered by a click event",
diff --git a/examples/legends/default_legend.ipynb b/examples/legends/default_legend.ipynb
index 6e39e21b5..1931897fc 100644
--- a/examples/legends/default_legend.ipynb
+++ b/examples/legends/default_legend.ipynb
@@ -49,11 +49,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.1/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.1/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.1/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -81,6 +81,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -232,7 +237,7 @@
        "              <as-legend\n",
        "                heading=&quot;Percent Master's Degree&quot;\n",
        "                description=&quot;&quot;>\n",
-       "                <as-legend-color-bins id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-bins>\n",
+       "                <as-legend-color-category-polygon id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-category-polygon>\n",
        "                \n",
        "              </as-legend>\n",
        "            \n",
@@ -405,18 +410,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -427,19 +745,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -536,7 +847,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -606,7 +917,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -679,7 +990,11 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -751,7 +1066,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -860,7 +1174,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -898,16 +1212,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -954,8 +1269,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;vb4e077&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vb4e077: $masters_percent\\ncolor: opacity(ramp(globalQuantiles($masters_percent, 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;format&quot;: &quot;.0%&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-category-polygon&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(globalQuantiles(prop(\\u0027masters_percent\\u0027), 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -979,7 +1294,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.map.Map at 0x112342790>"
+       "<cartoframes.viz.map.Map at 0x7fd635d015e0>"
       ]
      },
      "execution_count": 2,
@@ -994,7 +1309,10 @@
     "  Layer(\n",
     "    'demographics_sf',\n",
     "    style=color_bins_style('masters_percent'),\n",
-    "    legends=default_legend(title=\"Percent Master's Degree\")\n",
+    "    legends=default_legend(\n",
+    "        title=\"Percent Master's Degree\",\n",
+    "        format='.0%'\n",
+    "    )\n",
     "  )\n",
     ")"
    ]
@@ -1030,11 +1348,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.1/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.1/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.1/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -1062,6 +1380,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -1386,18 +1709,331 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -1408,19 +2044,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -1517,7 +2146,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = format$1(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -1587,7 +2216,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -1660,7 +2289,11 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -1732,7 +2365,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -1841,7 +2473,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -1879,16 +2511,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -1935,8 +2568,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;vb4e077&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;masters_percent&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vb4e077: $masters_percent\\ncolor: opacity(ramp(globalQuantiles($masters_percent, 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;masters_percent&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(globalQuantiles(prop(\\u0027masters_percent\\u0027), 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -1960,7 +2593,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.map.Map at 0x112322750>"
+       "<cartoframes.viz.map.Map at 0x7fd6717739d0>"
       ]
      },
      "execution_count": 3,
@@ -1997,7 +2630,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,
diff --git a/examples/popups/default_popup.ipynb b/examples/popups/default_popup.ipynb
new file mode 100644
index 000000000..1c630e20b
--- /dev/null
+++ b/examples/popups/default_popup.ipynb
@@ -0,0 +1,1338 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Default popup"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from cartoframes.auth import set_default_credentials\n",
+    "from cartoframes.viz import Layer, color_bins_style, default_popup_element\n",
+    "\n",
+    "set_default_credentials('cartoframes')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<iframe\n",
+       "  frameborder=\"0\"\n",
+       "  style=\"\n",
+       "    border: 1px solid #cfcfcf;\n",
+       "    width: 100%;\n",
+       "    height: 632px;\n",
+       "    \"\n",
+       "  srcDoc=\"\n",
+       "  <!DOCTYPE html>\n",
+       "<html lang=&quot;en&quot;>\n",
+       "<head>\n",
+       "  <title>None</title>\n",
+       "  <meta name=&quot;description&quot; content=&quot;None&quot;>\n",
+       "  <meta name=&quot;viewport&quot; content=&quot;width=device-width, initial-scale=1.0&quot;>\n",
+       "  <meta charset=&quot;UTF-8&quot;>\n",
+       "  <!-- Include CARTO VL JS -->\n",
+       "  <script src=&quot;https://libs.cartocdn.com/carto-vl/v1.4/carto-vl.min.js&quot;></script>\n",
+       "  <!-- Include Mapbox GL JS -->\n",
+       "  <script src=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.js&quot;></script>\n",
+       "  <!-- Include Mapbox GL CSS -->\n",
+       "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
+       "\n",
+       "  <!-- Include Airship -->\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.1/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.1/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.1/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "\n",
+       "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
+       "\n",
+       "  <!-- External libraries -->\n",
+       "\n",
+       "  <!-- pako -->\n",
+       "  <script src=&quot;https://libs.cartocdn.com/cartoframes/dependencies/pako_inflate.min.js&quot;></script>\n",
+       "  \n",
+       "  <!-- html2canvas -->\n",
+       "  \n",
+       "\n",
+       "  \n",
+       "  <style>\n",
+       "  body {\n",
+       "    margin: 0;\n",
+       "    padding: 0;\n",
+       "  }\n",
+       "\n",
+       "  aside.as-sidebar {\n",
+       "    min-width: 300px;\n",
+       "  }\n",
+       "\n",
+       "  .map-image {\n",
+       "    display: none;\n",
+       "    max-width: 100%;\n",
+       "    height: auto;\n",
+       "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
+       "</style>\n",
+       "  <style>\n",
+       "  .map {\n",
+       "    position: absolute;\n",
+       "    height: 100%;\n",
+       "    width: 100%;\n",
+       "  }\n",
+       "\n",
+       "  .map-info {\n",
+       "    position: absolute;\n",
+       "    bottom: 0;\n",
+       "    padding: 0 5px;\n",
+       "    background-color: rgba(255, 255, 255, 0.5);\n",
+       "    margin: 0;\n",
+       "    color: rgba(0, 0, 0, 0.75);\n",
+       "    font-size: 12px;\n",
+       "    width: auto;\n",
+       "    height: 18px;\n",
+       "    font-family: 'Open Sans';\n",
+       "  }\n",
+       "\n",
+       "  .map-footer {\n",
+       "    background: #F2F6F9;\n",
+       "    font-family: Roboto;\n",
+       "    font-size: 12px;\n",
+       "    line-height: 24px;\n",
+       "    color: #162945;\n",
+       "    text-align: center;\n",
+       "    z-index: 2;\n",
+       "  }\n",
+       "\n",
+       "  .map-footer a {\n",
+       "    text-decoration: none;\n",
+       "  }\n",
+       "\n",
+       "  .map-footer a:hover {\n",
+       "    text-decoration: underline;\n",
+       "  }\n",
+       "</style>\n",
+       "    <style>\n",
+       "    #error-container {\n",
+       "      position: absolute;\n",
+       "      width: 100%;\n",
+       "      height: 100%;\n",
+       "      background-color: white;\n",
+       "      visibility: hidden;\n",
+       "      padding: 1em;\n",
+       "      font-family: &quot;Courier New&quot;, Courier, monospace;\n",
+       "      margin: 0 auto;\n",
+       "      font-size: 14px;\n",
+       "      overflow: auto;\n",
+       "      z-index: 1000;\n",
+       "      color: black;\n",
+       "    }\n",
+       "\n",
+       "    .error-section {\n",
+       "      padding: 1em;\n",
+       "      border-radius: 5px;\n",
+       "      background-color: #fee;\n",
+       "    }\n",
+       "\n",
+       "    #error-container #error-highlight {\n",
+       "      font-weight: bold;\n",
+       "      color: inherit;\n",
+       "    }\n",
+       "\n",
+       "    #error-container #error-type {\n",
+       "      color: #008000;\n",
+       "    }\n",
+       "\n",
+       "    #error-container #error-name {\n",
+       "      color: #ba2121;\n",
+       "    }\n",
+       "\n",
+       "    #error-container #error-content {\n",
+       "      margin-top: 0.4em;\n",
+       "    }\n",
+       "\n",
+       "    .error-details {\n",
+       "      margin-top: 1em;\n",
+       "    }\n",
+       "\n",
+       "    #error-stacktrace {\n",
+       "      list-style: none;\n",
+       "    }\n",
+       "</style>\n",
+       "  <style>\n",
+       "    .popup-content {\n",
+       "      display: flex;\n",
+       "      flex-direction: column;\n",
+       "      padding: 8px;\n",
+       "    }\n",
+       "\n",
+       "    .popup-name {\n",
+       "      font-size: 12px;\n",
+       "      font-weight: 400;\n",
+       "      line-height: 20px;\n",
+       "      margin-bottom: 4px;\n",
+       "    }\n",
+       "\n",
+       "    .popup-value {\n",
+       "      font-size: 16px;\n",
+       "      font-weight: 600;\n",
+       "      line-height: 20px;\n",
+       "    }\n",
+       "\n",
+       "    .popup-value:not(:last-of-type) {\n",
+       "      margin-bottom: 16px;\n",
+       "    }\n",
+       "</style>\n",
+       "  <style>\n",
+       "  as-widget-header .as-widget-header__header {\n",
+       "    margin-bottom: 8px;\n",
+       "    overflow-wrap: break-word;\n",
+       "  }\n",
+       "\n",
+       "  as-widget-header .as-widget-header__subheader {\n",
+       "    margin-bottom: 12px;\n",
+       "  }\n",
+       "\n",
+       "  as-category-widget {\n",
+       "    max-height: 250px;\n",
+       "  }\n",
+       "</style>\n",
+       "</head>\n",
+       "\n",
+       "<body class=&quot;as-app-body as-app&quot;>\n",
+       "  <img id=&quot;map-image&quot; class=&quot;map-image&quot; alt='Static map image' />\n",
+       "  <as-responsive-content id=&quot;main-container&quot;>\n",
+       "    \n",
+       "    <main class=&quot;as-main&quot;>\n",
+       "      <div class=&quot;as-map-area&quot;>\n",
+       "        <div id=&quot;map&quot; class=&quot;map&quot;></div>\n",
+       "        \n",
+       "        \n",
+       "          <div class=&quot;as-map-panels&quot; data-name=&quot;Legends&quot;>\n",
+       "            <div class=&quot;as-panel as-panel--vertical as-panel--left as-panel--top&quot;>\n",
+       "              \n",
+       "\n",
+       "<div class=&quot;as-panel__element&quot; id=&quot;legends&quot;>\n",
+       "  <as-layer-selector id=&quot;layer-selector&quot;>\n",
+       "    \n",
+       "      \n",
+       "        \n",
+       "        \n",
+       "        <div slot=&quot;as-checkbox-layer-0-slot&quot;>\n",
+       "          \n",
+       "            \n",
+       "              <as-legend\n",
+       "                heading=&quot;pop_sq_km&quot;\n",
+       "                description=&quot;&quot;>\n",
+       "                <as-legend-color-bins id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-bins>\n",
+       "                \n",
+       "              </as-legend>\n",
+       "            \n",
+       "          \n",
+       "        </div>\n",
+       "      \n",
+       "    \n",
+       "  </as-layer-selector>\n",
+       "</div>\n",
+       "            </div> <!-- as-panel -->\n",
+       "          </div> <!-- as-map-panels -->\n",
+       "        \n",
+       "      </div> <!-- as-map-area -->\n",
+       "    </main> <!-- as-main -->\n",
+       "  </as-responsive-content>\n",
+       "\n",
+       "  \n",
+       "\n",
+       "  <div id=&quot;error-container&quot; class=&quot;error&quot;>\n",
+       "  <section class=&quot;error-section&quot;>\n",
+       "    <span class=&quot;errors&quot; id=&quot;error-name&quot;></span>:\n",
+       "    <section id=&quot;error-content&quot;>\n",
+       "      <span class=&quot;errors&quot; id=&quot;error-type&quot;></span>\n",
+       "      <span class=&quot;errors&quot; id=&quot;error-message&quot;></span>\n",
+       "    </section>\n",
+       "  </section>\n",
+       "\n",
+       "  <details class=&quot;error-details&quot;>\n",
+       "    <summary>StackTrace</summary>\n",
+       "    <ul id=&quot;error-stacktrace&quot;></ul>\n",
+       "  </details>\n",
+       "</div>\n",
+       "</body>\n",
+       "\n",
+       "<script>\n",
+       "  var init = (function () {\n",
+       "  'use strict';\n",
+       "\n",
+       "  const BASEMAPS = {\n",
+       "    DarkMatter: carto.basemaps.darkmatter,\n",
+       "    Voyager: carto.basemaps.voyager,\n",
+       "    Positron: carto.basemaps.positron\n",
+       "  };\n",
+       "\n",
+       "  const attributionControl = new mapboxgl.AttributionControl({\n",
+       "    compact: false\n",
+       "  });\n",
+       "\n",
+       "  const FIT_BOUNDS_SETTINGS = { animate: false, padding: 50, maxZoom: 16 };\n",
+       "\n",
+       "  /** From https://github.com/errwischt/stacktrace-parser/blob/master/src/stack-trace-parser.js */\n",
+       "\n",
+       "  /**\n",
+       "   * This parses the different stack traces and puts them into one format\n",
+       "   * This borrows heavily from TraceKit (https://github.com/csnover/TraceKit)\n",
+       "   */\n",
+       "\n",
+       "  const UNKNOWN_FUNCTION = '<unknown>';\n",
+       "  const chromeRe = /^\\s*at (.*?) ?\\(((?:file|https?|blob|chrome-extension|native|eval|webpack|<anonymous>|\\/).*?)(?::(\\d+))?(?::(\\d+))?\\)?\\s*$/i;\n",
+       "  const chromeEvalRe = /\\((\\S*)(?::(\\d+))(?::(\\d+))\\)/;\n",
+       "  const winjsRe = /^\\s*at (?:((?:\\[object object\\])?.+) )?\\(?((?:file|ms-appx|https?|webpack|blob):.*?):(\\d+)(?::(\\d+))?\\)?\\s*$/i;\n",
+       "  const geckoRe = /^\\s*(.*?)(?:\\((.*?)\\))?(?:^|@)((?:file|https?|blob|chrome|webpack|resource|\\[native).*?|[^@]*bundle)(?::(\\d+))?(?::(\\d+))?\\s*$/i;\n",
+       "  const geckoEvalRe = /(\\S+) line (\\d+)(?: > eval line \\d+)* > eval/i;\n",
+       "\n",
+       "  function parse(stackString) {\n",
+       "    const lines = stackString.split('\\n');\n",
+       "\n",
+       "    return lines.reduce((stack, line) => {\n",
+       "      const parseResult =\n",
+       "        parseChrome(line) ||\n",
+       "        parseWinjs(line) ||\n",
+       "        parseGecko(line);\n",
+       "\n",
+       "      if (parseResult) {\n",
+       "        stack.push(parseResult);\n",
+       "      }\n",
+       "\n",
+       "      return stack;\n",
+       "    }, []);\n",
+       "  }\n",
+       "\n",
+       "  function parseChrome(line) {\n",
+       "    const parts = chromeRe.exec(line);\n",
+       "\n",
+       "    if (!parts) {\n",
+       "      return null;\n",
+       "    }\n",
+       "\n",
+       "    const isNative = parts[2] && parts[2].indexOf('native') === 0; // start of line\n",
+       "    const isEval = parts[2] && parts[2].indexOf('eval') === 0; // start of line\n",
+       "\n",
+       "    const submatch = chromeEvalRe.exec(parts[2]);\n",
+       "    if (isEval && submatch != null) {\n",
+       "      // throw out eval line/column and use top-most line/column number\n",
+       "      parts[2] = submatch[1]; // url\n",
+       "      parts[3] = submatch[2]; // line\n",
+       "      parts[4] = submatch[3]; // column\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      file: !isNative ? parts[2] : null,\n",
+       "      methodName: parts[1] || UNKNOWN_FUNCTION,\n",
+       "      arguments: isNative ? [parts[2]] : [],\n",
+       "      lineNumber: parts[3] ? +parts[3] : null,\n",
+       "      column: parts[4] ? +parts[4] : null,\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function parseWinjs(line) {\n",
+       "    const parts = winjsRe.exec(line);\n",
+       "\n",
+       "    if (!parts) {\n",
+       "      return null;\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      file: parts[2],\n",
+       "      methodName: parts[1] || UNKNOWN_FUNCTION,\n",
+       "      arguments: [],\n",
+       "      lineNumber: +parts[3],\n",
+       "      column: parts[4] ? +parts[4] : null,\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function parseGecko(line) {\n",
+       "    const parts = geckoRe.exec(line);\n",
+       "\n",
+       "    if (!parts) {\n",
+       "      return null;\n",
+       "    }\n",
+       "\n",
+       "    const isEval = parts[3] && parts[3].indexOf(' > eval') > -1;\n",
+       "\n",
+       "    const submatch = geckoEvalRe.exec(parts[3]);\n",
+       "    if (isEval && submatch != null) {\n",
+       "      // throw out eval line/column and use top-most line number\n",
+       "      parts[3] = submatch[1];\n",
+       "      parts[4] = submatch[2];\n",
+       "      parts[5] = null; // no column when eval\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      file: parts[3],\n",
+       "      methodName: parts[1] || UNKNOWN_FUNCTION,\n",
+       "      arguments: parts[2] ? parts[2].split(',') : [],\n",
+       "      lineNumber: parts[4] ? +parts[4] : null,\n",
+       "      column: parts[5] ? +parts[5] : null,\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function displayError(e) {\n",
+       "    const error$ = document.getElementById('error-container');\n",
+       "    const errors$ = error$.getElementsByClassName('errors');\n",
+       "    const stacktrace$ = document.getElementById('error-stacktrace');\n",
+       "\n",
+       "    errors$[0].innerHTML = e.name;\n",
+       "    errors$[1].innerHTML = e.type;\n",
+       "    errors$[2].innerHTML = e.message.replace(e.type, '');\n",
+       "\n",
+       "    error$.style.visibility = 'visible';\n",
+       "\n",
+       "    const stack = parse(e.stack);\n",
+       "    const list = stack.map(item => {\n",
+       "      return `<li>\n",
+       "      at <span class=&quot;stacktrace-method&quot;>${item.methodName}:</span>\n",
+       "      (${item.file}:${item.lineNumber}:${item.column})\n",
+       "    </li>`;\n",
+       "    });\n",
+       "\n",
+       "    stacktrace$.innerHTML = list.join('\\n');\n",
+       "  }\n",
+       "\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function format$1(value, formatString) {\n",
+       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
+       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "\n",
+       "    if (Array.isArray(value)) {\n",
+       "      const [first, second] = value;\n",
+       "      if (first === -Infinity) {\n",
+       "        return `< ${formatFunc(second)}`;\n",
+       "      }\n",
+       "      if (second === Infinity) {\n",
+       "        return `> ${formatFunc(first)}`;\n",
+       "      }\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
+       "    }\n",
+       "    return formatFunc(value);\n",
+       "  }\n",
+       "\n",
+       "  function formatValue(value) {\n",
+       "    if (typeof value === 'number') {\n",
+       "      return formatNumber(value);\n",
+       "    }\n",
+       "    return value;\n",
+       "  }\n",
+       "\n",
+       "  function formatNumber(value) {\n",
+       "    if (!Number.isInteger(value)) {\n",
+       "      return value.toLocaleString(undefined, {\n",
+       "        minimumFractionDigits: 2,\n",
+       "        maximumFractionDigits: 3\n",
+       "      });\n",
+       "    }\n",
+       "    return value.toLocaleString();\n",
+       "  }\n",
+       "\n",
+       "  function updateViewport(map) {\n",
+       "    function updateMapInfo() {\n",
+       "      const mapInfo$ = document.getElementById('map-info');\n",
+       "      const center = map.getCenter();\n",
+       "      const lat = center.lat.toFixed(6);\n",
+       "      const lng = center.lng.toFixed(6);\n",
+       "      const zoom = map.getZoom().toFixed(2);\n",
+       "    \n",
+       "      mapInfo$.innerText = `viewport={'zoom': ${zoom}, 'lat': ${lat}, 'lng': ${lng}}`;\n",
+       "    }\n",
+       "\n",
+       "    updateMapInfo();\n",
+       "\n",
+       "    map.on('zoom', updateMapInfo);\n",
+       "    map.on('move', updateMapInfo); \n",
+       "  }\n",
+       "\n",
+       "  function getBasecolorSettings(basecolor) {\n",
+       "    return {\n",
+       "      'version': 8,\n",
+       "      'sources': {},\n",
+       "      'layers': [{\n",
+       "          'id': 'background',\n",
+       "          'type': 'background',\n",
+       "          'paint': {\n",
+       "              'background-color': basecolor\n",
+       "          }\n",
+       "      }]\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function getImageElement(mapIndex) {\n",
+       "    const id = mapIndex !== undefined ? `map-image-${mapIndex}` : 'map-image';\n",
+       "    return document.getElementById(id);\n",
+       "  }\n",
+       "\n",
+       "  function getContainerElement(mapIndex) {\n",
+       "    const id = mapIndex !== undefined ? `main-container-${mapIndex}` : 'main-container';\n",
+       "    return document.getElementById(id);\n",
+       "  }\n",
+       "\n",
+       "  function saveImage(mapIndex) {\n",
+       "    const img = getImageElement(mapIndex);\n",
+       "    const container = getContainerElement(mapIndex);\n",
+       "\n",
+       "    html2canvas(container)\n",
+       "      .then((canvas) => setMapImage(canvas, img, container));\n",
+       "  }\n",
+       "\n",
+       "  function setMapImage(canvas, img, container) {\n",
+       "    const src = canvas.toDataURL();\n",
+       "    img.setAttribute('src', src);\n",
+       "    img.style.display = 'block';\n",
+       "    container.style.display = 'none';\n",
+       "  }\n",
+       "\n",
+       "  function resetPopupClick(interactivity) {\n",
+       "    interactivity.off('featureClick');\n",
+       "  }\n",
+       "\n",
+       "  function resetPopupHover(interactivity) {\n",
+       "    interactivity.off('featureHover');\n",
+       "  }\n",
+       "\n",
+       "  function setPopupsClick(map, clickPopup, hoverPopup, interactivity, attrs) {\n",
+       "    interactivity.on('featureClick', (event) => {\n",
+       "      updatePopup(map, clickPopup, event, attrs);\n",
+       "      hoverPopup.remove();\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  function setPopupsHover(map, hoverPopup, interactivity, attrs) {\n",
+       "    interactivity.on('featureHover', (event) => {\n",
+       "      updatePopup(map, hoverPopup, event, attrs);\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  function updatePopup(map, popup, event, attrs) {\n",
+       "    if (event.features.length > 0) {\n",
+       "      let popupHTML = '';\n",
+       "      const layerIDs = [];\n",
+       "\n",
+       "      for (const feature of event.features) {\n",
+       "        if (layerIDs.includes(feature.layerId)) {\n",
+       "          continue;\n",
+       "        }\n",
+       "        // Track layers to add only one feature per layer\n",
+       "        layerIDs.push(feature.layerId);\n",
+       "    \n",
+       "        for (const item of attrs) {\n",
+       "          const variable = feature.variables[item.name];\n",
+       "          if (variable) {\n",
+       "            let value = variable.value;\n",
+       "            value = format$1(value, item.format);\n",
+       "\n",
+       "            popupHTML = `\n",
+       "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
+       "            <span class=&quot;popup-value&quot;>${value}</span>\n",
+       "          ` + popupHTML;\n",
+       "          }\n",
+       "        }\n",
+       "      }\n",
+       "\n",
+       "      popup\n",
+       "          .setLngLat([event.coordinates.lng, event.coordinates.lat])\n",
+       "          .setHTML(`<div class=&quot;popup-content&quot;>${popupHTML}</div>`);\n",
+       "\n",
+       "      if (!popup.isOpen()) {\n",
+       "        popup.addTo(map);\n",
+       "      }\n",
+       "    } else {\n",
+       "      popup.remove();\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function setInteractivity(map, interactiveLayers, interactiveMapLayers) {\n",
+       "    const interactivity = new carto.Interactivity(interactiveMapLayers);\n",
+       "\n",
+       "    const clickPopup = new mapboxgl.Popup({\n",
+       "      closeButton: true,\n",
+       "      closeOnClick: false\n",
+       "    });\n",
+       "\n",
+       "    const hoverPopup = new mapboxgl.Popup({\n",
+       "      closeButton: false,\n",
+       "      closeOnClick: false\n",
+       "    });\n",
+       "\n",
+       "    const { clickAttrs, hoverAttrs } = _setInteractivityAttrs(interactiveLayers);\n",
+       "\n",
+       "    resetPopupClick(map);\n",
+       "    resetPopupHover(map);\n",
+       "\n",
+       "    if (clickAttrs.length > 0) {\n",
+       "      setPopupsClick(map, clickPopup, hoverPopup, interactivity, clickAttrs);\n",
+       "    }\n",
+       "\n",
+       "    if (hoverAttrs.length > 0) {\n",
+       "      setPopupsHover(map, hoverPopup, interactivity, hoverAttrs);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function _setInteractivityAttrs(interactiveLayers) {\n",
+       "    let clickAttrs = [];\n",
+       "    let hoverAttrs = [];\n",
+       "\n",
+       "    interactiveLayers.forEach((interactiveLayer) => {\n",
+       "      interactiveLayer.interactivity.forEach((interactivityDef) => {\n",
+       "        if (interactivityDef.event === 'click') {\n",
+       "          clickAttrs = clickAttrs.concat(interactivityDef.attrs);\n",
+       "        } else if (interactivityDef.event === 'hover') {\n",
+       "          hoverAttrs = hoverAttrs.concat(interactivityDef.attrs);\n",
+       "        }\n",
+       "      });\n",
+       "    });\n",
+       "\n",
+       "    return { clickAttrs, hoverAttrs };\n",
+       "  }\n",
+       "\n",
+       "  function renderWidget(widget, value) {\n",
+       "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
+       "\n",
+       "    if (value && widget.element) {\n",
+       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function renderBridge(bridge, widget, mapLayer) {\n",
+       "    widget.element = widget.element || document.querySelector(`#${widget.id}`);\n",
+       "\n",
+       "    switch (widget.type) {\n",
+       "      case 'histogram':\n",
+       "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
+       "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
+       "        bridge[histogram](widget.element, widget.value, widget.options);\n",
+       "\n",
+       "        break;\n",
+       "      case 'category':\n",
+       "        bridge.category(widget.element, widget.value, widget.options);\n",
+       "        break;\n",
+       "      case 'animation':\n",
+       "        widget.options.propertyName = widget.prop;\n",
+       "        bridge.animationControls(widget.element, widget.value, widget.options);\n",
+       "        break;\n",
+       "      case 'time-series':\n",
+       "        widget.options.propertyName = widget.prop;\n",
+       "        bridge.timeSeries(widget.element, widget.value, widget.options);\n",
+       "        break;\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function bridgeLayerWidgets(map, mapLayer, mapSource, widgets) {\n",
+       "    const bridge = new AsBridge.VL.Bridge({\n",
+       "      carto: carto,\n",
+       "      layer: mapLayer,\n",
+       "      source: mapSource,\n",
+       "      map: map\n",
+       "    });\n",
+       "\n",
+       "    widgets\n",
+       "      .filter((widget) => widget.has_bridge)\n",
+       "      .forEach((widget) => renderBridge(bridge, widget, mapLayer));\n",
+       "\n",
+       "    bridge.build();\n",
+       "  }\n",
+       "\n",
+       "  function _getWidgetType(layer, property, value) {\n",
+       "    return layer.metadata && layer.metadata.properties[value] ?\n",
+       "      layer.metadata.properties[value].type\n",
+       "      : _getWidgetPropertyType(layer, property);\n",
+       "  }\n",
+       "\n",
+       "  function _getWidgetPropertyType(layer, property) {\n",
+       "    return layer.metadata && layer.metadata.properties[property] ?\n",
+       "      layer.metadata.properties[property].type\n",
+       "      : null;\n",
+       "  }\n",
+       "\n",
+       "  function createLegends(layer, legends, layerIndex, mapIndex=0) {\n",
+       "    if (legends.length) {\n",
+       "      legends.forEach((legend, legendIndex) => _createLegend(layer, legend, layerIndex, legendIndex, mapIndex));\n",
+       "    } else {\n",
+       "      _createLegend(layer, legends, layerIndex, 0, mapIndex);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function _createLegend(layer, legend, layerIndex, legendIndex, mapIndex=0) {\n",
+       "    const element = document.querySelector(`#layer${layerIndex}_map${mapIndex}_legend${legendIndex}`);\n",
+       "\n",
+       "    if (legend.prop) {\n",
+       "      const othersLabel = 'Others';   // TODO: i18n\n",
+       "      const prop = legend.prop;\n",
+       "      const dynamic = legend.dynamic;\n",
+       "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
+       "      const variable = legend.variable;\n",
+       "      const config = { othersLabel, variable, order };\n",
+       "      const formatString = legend.format;\n",
+       "      const formatFunc = formatString\n",
+       "        ? (value) => format$1(value, formatString)\n",
+       "        : format$1;\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
+       "\n",
+       "      if (legend.type.startsWith('size-continuous')) {\n",
+       "        config.samples = 4;\n",
+       "      }\n",
+       "\n",
+       "      AsBridge.VL.Legends.rampLegend(element, layer, prop, options);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function SourceFactory() {\n",
+       "    const sourceTypes = { GeoJSON, Query, MVT };\n",
+       "\n",
+       "    this.createSource = (layer) => {\n",
+       "      return sourceTypes[layer.type](layer);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function GeoJSON(layer) {\n",
+       "    const options = JSON.parse(JSON.stringify(layer.options));\n",
+       "    const data = _decodeJSONData(layer.data, layer.encode_data);\n",
+       "\n",
+       "    return new carto.source.GeoJSON(data, options);\n",
+       "  }\n",
+       "\n",
+       "  function Query(layer) {\n",
+       "    const auth = {\n",
+       "      username: layer.credentials.username,\n",
+       "      apiKey: layer.credentials.api_key || 'default_public'\n",
+       "    };\n",
+       "\n",
+       "    const config = {\n",
+       "      serverURL: layer.credentials.base_url || `https://${layer.credentials.username}.carto.com/`\n",
+       "    };\n",
+       "\n",
+       "    return new carto.source.SQL(layer.data, auth, config);\n",
+       "  }\n",
+       "\n",
+       "  function MVT(layer) {\n",
+       "    return new carto.source.MVT(layer.data.file, JSON.parse(layer.data.metadata));\n",
+       "  }\n",
+       "\n",
+       "  function _decodeJSONData(data, encodeData) {\n",
+       "    try {\n",
+       "      if (encodeData) {\n",
+       "        const decodedJSON = pako.inflate(atob(data), { to: 'string' });\n",
+       "        return JSON.parse(decodedJSON);\n",
+       "      } else {\n",
+       "        return JSON.parse(data);\n",
+       "      }\n",
+       "    } catch(error) {\n",
+       "      throw new Error(`\n",
+       "      Error: &quot;${error}&quot;. CARTOframes is not able to parse your local data because it is too large.\n",
+       "      Please, disable the data compresion with encode_data=False in your Layer class.\n",
+       "    `);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  const factory = new SourceFactory();\n",
+       "\n",
+       "  function initMapLayer(layer, layerIndex, numLayers, hasLegends, map, mapIndex) {\n",
+       "    const mapSource = factory.createSource(layer);\n",
+       "    const mapViz = new carto.Viz(layer.viz);\n",
+       "    const mapLayer = new carto.Layer(`layer${layerIndex}`, mapSource, mapViz);\n",
+       "    const mapLayerIndex = numLayers - layerIndex - 1;\n",
+       "\n",
+       "    try {\n",
+       "      mapLayer._updateLayer.catch(displayError);\n",
+       "    } catch (e) {\n",
+       "      throw e;\n",
+       "    }\n",
+       "\n",
+       "    mapLayer.addTo(map);\n",
+       "\n",
+       "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
+       "    setLayerWidgets(map, layer, mapLayer, mapLayerIndex, mapSource);\n",
+       "\n",
+       "    return mapLayer;\n",
+       "  }\n",
+       "\n",
+       "  function getInteractiveLayers(layers, mapLayers) {\n",
+       "    const interactiveLayers = [];\n",
+       "    const interactiveMapLayers = [];\n",
+       "\n",
+       "    layers.forEach((layer, index) => {\n",
+       "      if (layer.interactivity) {\n",
+       "        interactiveLayers.push(layer);\n",
+       "        interactiveMapLayers.push(mapLayers[index]);\n",
+       "      }\n",
+       "    });\n",
+       "\n",
+       "    return { interactiveLayers, interactiveMapLayers };\n",
+       "  }\n",
+       "\n",
+       "  function setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends) {\n",
+       "    if (hasLegends && layer.legends) {\n",
+       "      createLegends(mapLayer, layer.legends, mapLayerIndex, mapIndex);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function setLayerWidgets(map, layer, mapLayer, mapLayerIndex, mapSource) {\n",
+       "    if (layer.widgets.length) {\n",
+       "      initLayerWidgets(layer.widgets, mapLayerIndex);\n",
+       "      updateLayerWidgets(layer.widgets, mapLayer);\n",
+       "      bridgeLayerWidgets(map, mapLayer, mapSource, layer.widgets);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function initLayerWidgets(widgets, mapLayerIndex) {\n",
+       "    widgets.forEach((widget, widgetIndex) => {\n",
+       "      const id = `layer${mapLayerIndex}_widget${widgetIndex}`;\n",
+       "      widget.id = id;\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  function updateLayerWidgets(widgets, mapLayer) {\n",
+       "    mapLayer.on('updated', () => renderLayerWidgets(widgets, mapLayer));\n",
+       "  }\n",
+       "\n",
+       "  function renderLayerWidgets(widgets, mapLayer) {\n",
+       "    const variables = mapLayer.viz.variables;\n",
+       "\n",
+       "    widgets\n",
+       "      .filter((widget) => !widget.has_bridge)\n",
+       "      .forEach((widget) => {\n",
+       "        const name = widget.variable_name;\n",
+       "        const value = getWidgetValue(name, variables);\n",
+       "        renderWidget(widget, value);\n",
+       "      });\n",
+       "  }\n",
+       "\n",
+       "  function getWidgetValue(name, variables) {\n",
+       "    return name && variables[name] ? variables[name].value : null;\n",
+       "  }\n",
+       "\n",
+       "  function setReady(settings) {\n",
+       "    try {\n",
+       "      return settings.maps ? initMaps(settings.maps) : initMap(settings);\n",
+       "    } catch (e) {\n",
+       "      displayError(e);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function initMaps(maps) {\n",
+       "    return maps.map((mapSettings, mapIndex) => {\n",
+       "      return initMap(mapSettings, mapIndex);\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  function initMap(settings, mapIndex) {\n",
+       "    const basecolor = getBasecolorSettings(settings.basecolor);\n",
+       "    const basemapStyle =  BASEMAPS[settings.basemap] || settings.basemap || basecolor;\n",
+       "    const container = mapIndex !== undefined ? `map-${mapIndex}` : 'map';\n",
+       "    const map = createMap(container, basemapStyle, settings.bounds, settings.mapboxtoken);\n",
+       "\n",
+       "    if (settings.show_info) {\n",
+       "      updateViewport(map);\n",
+       "    }\n",
+       "\n",
+       "    if (settings.camera) {\n",
+       "      map.flyTo(settings.camera);\n",
+       "    }\n",
+       "\n",
+       "    return initLayers(map, settings, mapIndex);\n",
+       "  }\n",
+       "\n",
+       "  function initLayers(map, settings, mapIndex) {\n",
+       "    const numLayers = settings.layers.length;\n",
+       "    const hasLegends = settings.has_legends;\n",
+       "    const isStatic = settings.is_static;\n",
+       "    const layers = settings.layers;\n",
+       "    const mapLayers = getMapLayers(\n",
+       "      layers,\n",
+       "      numLayers,\n",
+       "      hasLegends,\n",
+       "      map,\n",
+       "      mapIndex\n",
+       "    );\n",
+       "\n",
+       "    if (settings.layer_selector) {\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
+       "    }\n",
+       "\n",
+       "    setInteractiveLayers(map, layers, mapLayers);\n",
+       "\n",
+       "    return waitForMapLayersLoad(isStatic, mapIndex, mapLayers);\n",
+       "  }\n",
+       "\n",
+       "  function waitForMapLayersLoad(isStatic, mapIndex, mapLayers) {\n",
+       "    return new Promise((resolve) => {\n",
+       "      carto.on('loaded', mapLayers, onMapLayersLoaded.bind(\n",
+       "        this, isStatic, mapIndex, mapLayers, resolve)\n",
+       "      );\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  function onMapLayersLoaded(isStatic, mapIndex, mapLayers, resolve) {\n",
+       "    if (isStatic) {\n",
+       "      saveImage(mapIndex);\n",
+       "    }\n",
+       "\n",
+       "    resolve(mapLayers);\n",
+       "  }\n",
+       "\n",
+       "  function getMapLayers(layers, numLayers, hasLegends, map, mapIndex) {\n",
+       "    return layers.map((layer, layerIndex) => {\n",
+       "      return initMapLayer(layer, layerIndex, numLayers, hasLegends, map, mapIndex);\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  function setInteractiveLayers(map, layers, mapLayers) {\n",
+       "    const { interactiveLayers, interactiveMapLayers } = getInteractiveLayers(layers, mapLayers);\n",
+       "\n",
+       "    if (interactiveLayers && interactiveLayers.length > 0) {\n",
+       "      setInteractivity(map, interactiveLayers, interactiveMapLayers);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
+       "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
+       "    \n",
+       "    layerSelector.build();\n",
+       "  }\n",
+       "\n",
+       "  function createMap(container, basemapStyle, bounds, accessToken) {\n",
+       "    const map = createMapboxGLMap(container, basemapStyle, accessToken);\n",
+       "\n",
+       "    map.addControl(attributionControl);\n",
+       "    map.fitBounds(bounds, FIT_BOUNDS_SETTINGS);\n",
+       "\n",
+       "    return map;\n",
+       "  }\n",
+       "\n",
+       "  function createMapboxGLMap(container, style, accessToken) {\n",
+       "    if (accessToken) {\n",
+       "      mapboxgl.accessToken = accessToken;\n",
+       "    }\n",
+       "\n",
+       "    return new mapboxgl.Map({\n",
+       "      container,\n",
+       "      style,\n",
+       "      zoom: 9,\n",
+       "      dragRotate: false,\n",
+       "      attributionControl: false\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  function init(settings) {\n",
+       "    setReady(settings);\n",
+       "  }\n",
+       "\n",
+       "  return init;\n",
+       "\n",
+       "}());\n",
+       "</script>\n",
+       "<script>\n",
+       "  document\n",
+       "  .querySelector('as-responsive-content')\n",
+       "  .addEventListener('ready', () => {\n",
+       "    const basecolor = '';\n",
+       "    const basemap = 'Positron';\n",
+       "    const bounds = [[-6.365712, 49.883409], [1.771169, 55.805486]];\n",
+       "    const camera = null;\n",
+       "    const has_legends = 'true' === 'true';\n",
+       "    const is_static = 'None' === 'true';\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;eng_wales_pop\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: &quot;,.3r&quot;, &quot;name&quot;: &quot;v18f1e3&quot;, &quot;title&quot;: &quot;Population per square km&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;pop_sq_km&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;eng_wales_pop\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v18f1e3: prop(\\u0027pop_sq_km\\u0027)\\ncolor: opacity(ramp(globalQuantiles(prop(\\u0027pop_sq_km\\u0027), 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const mapboxtoken = '';\n",
+       "    const show_info = 'None' === 'true';\n",
+       "\n",
+       "    init({\n",
+       "      basecolor,\n",
+       "      basemap,\n",
+       "      bounds,\n",
+       "      camera,\n",
+       "      has_legends,\n",
+       "      is_static,\n",
+       "      layer_selector,\n",
+       "      layers,\n",
+       "      mapboxtoken,\n",
+       "      show_info\n",
+       "    });\n",
+       "});\n",
+       "</script>\n",
+       "</html>\n",
+       "\">\n",
+       "\n",
+       "</iframe>"
+      ],
+      "text/plain": [
+       "<cartoframes.viz.layer.Layer at 0x7fc57ccf0220>"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "Layer(\n",
+    "    'eng_wales_pop',\n",
+    "    color_bins_style('pop_sq_km'),\n",
+    "    popup_hover=[\n",
+    "        default_popup_element(title='Population per square km', format=',.3r')\n",
+    "    ]\n",
+    ")"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.8.2"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}

From 467642c37b49e11fe4c9f3333c0ceb34012eca53 Mon Sep 17 00:00:00 2001
From: cmongut <cmongut@gmail.com>
Date: Thu, 7 May 2020 19:50:48 +0200
Subject: [PATCH 10/15] Update formula widget example

---
 examples/widgets/formula_widget.ipynb | 31 ++++++++++++++++-----------
 1 file changed, 19 insertions(+), 12 deletions(-)

diff --git a/examples/widgets/formula_widget.ipynb b/examples/widgets/formula_widget.ipynb
index 17ccd5898..c493d9e3d 100644
--- a/examples/widgets/formula_widget.ipynb
+++ b/examples/widgets/formula_widget.ipynb
@@ -10,12 +10,12 @@
     "\n",
     "To see available parameters run `help(formula_widget)`.\n",
     "\n",
-    "In this example, the formula widget displays the _sum_ of pedestrians involved in the map's current viewport. Since the calculations are viewport based (the default), the count of collisions will update any time the map is zoomed or panned."
+    "In this example, the formula widget displays the _sum_ of people involved in the map's current viewport. Since the calculations are viewport based (the default), the count of collisions will update any time the map is zoomed or panned."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 18,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -27,7 +27,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 19,
    "metadata": {},
    "outputs": [
     {
@@ -235,7 +235,7 @@
        "    \n",
        "      <div>\n",
        "  <as-widget-header\n",
-       "    header=&quot;Number of Pedestrians Involved&quot;\n",
+       "    header=&quot;Number of people Involved&quot;\n",
        "    subheader=&quot;Zoom and/or pan the map to update count&quot;>\n",
        "  </as-widget-header>\n",
        "\n",
@@ -1282,7 +1282,7 @@
        "    const has_legends = 'False' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
        "    const layer_selector = 'False' === 'true';\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;seattle_collisions\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;seattle_collisions\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v451cf3: viewportSum(prop(\\u0027pedcount\\u0027))\\ncolor: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: [{&quot;description&quot;: &quot;Zoom and/or pan the map to update count&quot;, &quot;footer&quot;: &quot;&quot;, &quot;has_bridge&quot;: false, &quot;options&quot;: {&quot;autoplay&quot;: true, &quot;buckets&quot;: 20, &quot;format&quot;: &quot;_^5&quot;, &quot;readOnly&quot;: false, &quot;weight&quot;: 1}, &quot;prop&quot;: &quot;&quot;, &quot;title&quot;: &quot;Number of Pedestrians Involved&quot;, &quot;type&quot;: &quot;formula&quot;, &quot;value&quot;: &quot;viewportSum(prop(\\u0027pedcount\\u0027))&quot;, &quot;variable_name&quot;: &quot;v451cf3&quot;}]}];\n",
+       "    const layers = [{&quot;credentials&quot;: null, &quot;data&quot;: &quot;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&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {&quot;dateColumns&quot;: []}, &quot;source&quot;: 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&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;GeoJSON&quot;, &quot;viz&quot;: &quot;@va1e2ba: viewportSum(prop(\\u0027personcount\\u0027))\\ncolor: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: [{&quot;description&quot;: &quot;Zoom and/or pan the map to update count&quot;, &quot;footer&quot;: &quot;&quot;, &quot;has_bridge&quot;: false, &quot;options&quot;: {&quot;autoplay&quot;: true, &quot;buckets&quot;: 20, &quot;format&quot;: &quot;.3s&quot;, &quot;readOnly&quot;: false, &quot;weight&quot;: 1}, &quot;prop&quot;: &quot;&quot;, &quot;title&quot;: &quot;Number of people Involved&quot;, &quot;type&quot;: &quot;formula&quot;, &quot;value&quot;: &quot;viewportSum(prop(\\u0027personcount\\u0027))&quot;, &quot;variable_name&quot;: &quot;va1e2ba&quot;}]}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -1306,28 +1306,35 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7fee93002e80>"
+       "<cartoframes.viz.layer.Layer at 0x122faf240>"
       ]
      },
-     "execution_count": 2,
+     "execution_count": 19,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
     "Layer(\n",
-    "    'seattle_collisions',\n",
+    "    gdf,\n",
     "    widgets=[\n",
     "        formula_widget(\n",
-    "            'pedcount',\n",
+    "            'personcount',\n",
     "            operation='sum',\n",
-    "            title='Number of Pedestrians Involved',\n",
+    "            title='Number of people Involved',\n",
     "            description='Zoom and/or pan the map to update count',\n",
-    "            format='_^5'\n",
+    "            format='.3s'\n",
     "        )\n",
     "    ]\n",
     ")"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {
@@ -1346,7 +1353,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.7.3"
   }
  },
  "nbformat": 4,

From 22b30dbe8f87c6957b6768a0c0dff24462265f9d Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Fri, 8 May 2020 16:52:30 +0200
Subject: [PATCH 11/15] AirShip to v2.3.2-rc.2

---
 cartoframes/viz/constants.py | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/cartoframes/viz/constants.py b/cartoframes/viz/constants.py
index 01395f090..9252bfb42 100644
--- a/cartoframes/viz/constants.py
+++ b/cartoframes/viz/constants.py
@@ -2,7 +2,7 @@
 CARTO_VL_DEV = '/dist/carto-vl.js'
 CARTO_VL_URL = 'https://libs.cartocdn.com/carto-vl/{}/carto-vl.min.js'.format(CARTO_VL_VERSION)
 
-AIRSHIP_VERSION = 'v2.3.2-rc.1'
+AIRSHIP_VERSION = 'v2.3.2-rc.2'
 AIRSHIP_COMPONENTS_DEV = '/packages/components/dist/airship.js'
 AIRSHIP_BRIDGE_DEV = '/packages/bridge/dist/asbridge.js'
 AIRSHIP_MODULE_DEV = '/packages/components/dist/airship/airship.esm.js'

From 74955b056d650d540f50354ab1f1804d8ce0fb01 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Ra=C3=BAl=20Yeguas?= <neokore@gmail.com>
Date: Fri, 8 May 2020 17:00:46 +0200
Subject: [PATCH 12/15] Fix formula widget example

---
 examples/widgets/formula_widget.ipynb | 24 ++++++++++++------------
 1 file changed, 12 insertions(+), 12 deletions(-)

diff --git a/examples/widgets/formula_widget.ipynb b/examples/widgets/formula_widget.ipynb
index c493d9e3d..cd8ef293d 100644
--- a/examples/widgets/formula_widget.ipynb
+++ b/examples/widgets/formula_widget.ipynb
@@ -15,7 +15,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 3,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -27,7 +27,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 5,
    "metadata": {},
    "outputs": [
     {
@@ -56,11 +56,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -1282,7 +1282,7 @@
        "    const has_legends = 'False' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
        "    const layer_selector = 'False' === 'true';\n",
-       "    const layers = [{&quot;credentials&quot;: null, &quot;data&quot;: &quot;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&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {&quot;dateColumns&quot;: []}, &quot;source&quot;: 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&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;GeoJSON&quot;, &quot;viz&quot;: &quot;@va1e2ba: viewportSum(prop(\\u0027personcount\\u0027))\\ncolor: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: [{&quot;description&quot;: &quot;Zoom and/or pan the map to update count&quot;, &quot;footer&quot;: &quot;&quot;, &quot;has_bridge&quot;: false, &quot;options&quot;: {&quot;autoplay&quot;: true, &quot;buckets&quot;: 20, &quot;format&quot;: &quot;.3s&quot;, &quot;readOnly&quot;: false, &quot;weight&quot;: 1}, &quot;prop&quot;: &quot;&quot;, &quot;title&quot;: &quot;Number of people Involved&quot;, &quot;type&quot;: &quot;formula&quot;, &quot;value&quot;: &quot;viewportSum(prop(\\u0027personcount\\u0027))&quot;, &quot;variable_name&quot;: &quot;va1e2ba&quot;}]}];\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;seattle_collisions\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;seattle_collisions\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@va1e2ba: viewportSum(prop(\\u0027personcount\\u0027))\\ncolor: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: [{&quot;description&quot;: &quot;Zoom and/or pan the map to update count&quot;, &quot;footer&quot;: &quot;&quot;, &quot;has_bridge&quot;: false, &quot;options&quot;: {&quot;autoplay&quot;: true, &quot;buckets&quot;: 20, &quot;format&quot;: &quot;.3s&quot;, &quot;readOnly&quot;: false, &quot;weight&quot;: 1}, &quot;prop&quot;: &quot;&quot;, &quot;title&quot;: &quot;Number of people Involved&quot;, &quot;type&quot;: &quot;formula&quot;, &quot;value&quot;: &quot;viewportSum(prop(\\u0027personcount\\u0027))&quot;, &quot;variable_name&quot;: &quot;va1e2ba&quot;}]}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -1306,17 +1306,17 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x122faf240>"
+       "<cartoframes.viz.layer.Layer at 0x7fee1689afa0>"
       ]
      },
-     "execution_count": 19,
+     "execution_count": 5,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
     "Layer(\n",
-    "    gdf,\n",
+    "    'seattle_collisions',\n",
     "    widgets=[\n",
     "        formula_widget(\n",
     "            'personcount',\n",
@@ -1353,7 +1353,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.3"
+   "version": "3.8.2"
   }
  },
  "nbformat": 4,

From b6028fa14ee4bf47936e4c1f44042f483a64c4f5 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Jes=C3=BAs=20Arroyo=20Torrens?= <jarroyo@cartodb.com>
Date: Mon, 11 May 2020 14:07:05 +0200
Subject: [PATCH 13/15] Refactor formatter internal naming

---
 cartoframes/assets/src/bundle.js     | 15 +++++----------
 cartoframes/assets/src/legends.js    |  7 ++-----
 cartoframes/assets/src/map/popups.js |  4 ++--
 cartoframes/assets/src/utils.js      |  5 ++---
 cartoframes/assets/src/widgets.js    |  5 ++---
 cartoframes/viz/popup_list.py        |  6 ++----
 6 files changed, 15 insertions(+), 27 deletions(-)

diff --git a/cartoframes/assets/src/bundle.js b/cartoframes/assets/src/bundle.js
index 5fa8d56f9..8ed965385 100644
--- a/cartoframes/assets/src/bundle.js
+++ b/cartoframes/assets/src/bundle.js
@@ -445,9 +445,8 @@ var init = (function () {
     return locale;
   }
 
-  function format$1(value, formatString) {
-    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)
-    const formatFunc = formatString ? format(formatString) : formatValue;
+  function formatter(value, specifier) {
+    const formatFunc = specifier ? format(specifier) : formatValue;
 
     if (Array.isArray(value)) {
       const [first, second] = value;
@@ -572,7 +571,7 @@ var init = (function () {
           const variable = feature.variables[item.name];
           if (variable) {
             let value = variable.value;
-            value = format$1(value, item.format);
+            value = formatter(value, item.format);
 
             popupHTML = `
             <span class="popup-name">${item.title}</span>
@@ -642,7 +641,7 @@ var init = (function () {
     widget.element = widget.element || document.querySelector(`#${widget.id}-value`);
 
     if (value && widget.element) {
-      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;
+      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;
     }
   }
 
@@ -654,7 +653,6 @@ var init = (function () {
         const type = _getWidgetType(mapLayer, widget.value, widget.prop);
         const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';
         bridge[histogram](widget.element, widget.value, widget.options);
-
         break;
       case 'category':
         bridge.category(widget.element, widget.value, widget.options);
@@ -715,10 +713,7 @@ var init = (function () {
       const order = legend.ascending ? 'ASC' : 'DESC';
       const variable = legend.variable;
       const config = { othersLabel, variable, order };
-      const formatString = legend.format;
-      const formatFunc = formatString
-        ? (value) => format$1(value, formatString)
-        : format$1;
+      const formatFunc = (value) => formatter(value, legend.format);
       const options = { format: formatFunc, config, dynamic };
 
       if (legend.type.startsWith('size-continuous')) {
diff --git a/cartoframes/assets/src/legends.js b/cartoframes/assets/src/legends.js
index 88912d09a..01602caea 100644
--- a/cartoframes/assets/src/legends.js
+++ b/cartoframes/assets/src/legends.js
@@ -1,4 +1,4 @@
-import { format } from './utils';
+import { formatter } from './utils';
 
 export function createLegends(layer, legends, layerIndex, mapIndex=0) {
   if (legends.length) {
@@ -18,10 +18,7 @@ function _createLegend(layer, legend, layerIndex, legendIndex, mapIndex=0) {
     const order = legend.ascending ? 'ASC' : 'DESC';
     const variable = legend.variable;
     const config = { othersLabel, variable, order };
-    const formatString = legend.format;
-    const formatFunc = formatString
-      ? (value) => format(value, formatString)
-      : format;
+    const formatFunc = (value) => formatter(value, legend.format);
     const options = { format: formatFunc, config, dynamic };
 
     if (legend.type.startsWith('size-continuous')) {
diff --git a/cartoframes/assets/src/map/popups.js b/cartoframes/assets/src/map/popups.js
index cf470bffa..ee7528954 100644
--- a/cartoframes/assets/src/map/popups.js
+++ b/cartoframes/assets/src/map/popups.js
@@ -1,4 +1,4 @@
-import { format } from '../utils';
+import { formatter } from '../utils';
 
 export function resetPopupClick(interactivity) {
   interactivity.off('featureClick');
@@ -37,7 +37,7 @@ export function updatePopup(map, popup, event, attrs) {
         const variable = feature.variables[item.name];
         if (variable) {
           let value = variable.value;
-          value = format(value, item.format);
+          value = formatter(value, item.format);
 
           popupHTML = `
             <span class="popup-name">${item.title}</span>
diff --git a/cartoframes/assets/src/utils.js b/cartoframes/assets/src/utils.js
index 3921774ab..e243463c8 100644
--- a/cartoframes/assets/src/utils.js
+++ b/cartoframes/assets/src/utils.js
@@ -1,8 +1,7 @@
 import { format as d3Format } from 'd3-format';
 
-export function format(value, formatString) {
-  // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)
-  const formatFunc = formatString ? d3Format(formatString) : formatValue;
+export function formatter(value, specifier) {
+  const formatFunc = specifier ? d3Format(specifier) : formatValue;
 
   if (Array.isArray(value)) {
     const [first, second] = value;
diff --git a/cartoframes/assets/src/widgets.js b/cartoframes/assets/src/widgets.js
index a862064ee..f5571eac0 100644
--- a/cartoframes/assets/src/widgets.js
+++ b/cartoframes/assets/src/widgets.js
@@ -1,10 +1,10 @@
-import { format } from './utils';
+import { formatter } from './utils';
 
 export function renderWidget(widget, value) {
   widget.element = widget.element || document.querySelector(`#${widget.id}-value`);
 
   if (value && widget.element) {
-    widget.element.innerText = typeof value === 'number' ? format(value, widget.options.format) : value;
+    widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;
   }
 }
 
@@ -16,7 +16,6 @@ export function renderBridge(bridge, widget, mapLayer) {
       const type = _getWidgetType(mapLayer, widget.value, widget.prop);
       const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';
       bridge[histogram](widget.element, widget.value, widget.options);
-
       break;
     case 'category':
       bridge.category(widget.element, widget.value, widget.options);
diff --git a/cartoframes/viz/popup_list.py b/cartoframes/viz/popup_list.py
index a84b86e5e..5210123a4 100644
--- a/cartoframes/viz/popup_list.py
+++ b/cartoframes/viz/popup_list.py
@@ -47,8 +47,7 @@ def _get_popup_elements(self, popups, default_popup_hover, default_popup_click):
                         Popup('click',
                               value=popup.get('value'),
                               title=popup.get('title'),
-                              format=popup.get('format')
-                              )
+                              format=popup.get('format'))
                     )
 
         if hover_popup_elements is not None:
@@ -63,8 +62,7 @@ def _get_popup_elements(self, popups, default_popup_hover, default_popup_click):
                         Popup('hover',
                               value=popup.get('value'),
                               title=popup.get('title'),
-                              format=popup.get('format')
-                              )
+                              format=popup.get('format'))
                     )
 
         return popup_elements

From f779905c1b7a48a8f49da6ad061ae7d67e677052 Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Jes=C3=BAs=20Arroyo=20Torrens?= <jarroyo@cartodb.com>
Date: Tue, 12 May 2020 08:18:22 +0200
Subject: [PATCH 14/15] Fix default legend type detection

---
 cartoframes/viz/legend_list.py | 5 +++--
 1 file changed, 3 insertions(+), 2 deletions(-)

diff --git a/cartoframes/viz/legend_list.py b/cartoframes/viz/legend_list.py
index 55edf5513..1c3da7801 100644
--- a/cartoframes/viz/legend_list.py
+++ b/cartoframes/viz/legend_list.py
@@ -17,9 +17,10 @@ def _init_legends(self, legends, default_legend, layer_type):
             legend_list = []
             for legend in legends:
                 if isinstance(legend, Legend):
-                    if legend._type == 'default' or legend._type == 'basic':
+                    if legend._type == 'basic':
                         legend._type = _get_simple_legend_geometry_type(layer_type)
-                    if legend._type == 'default' and default_legend:
+                    elif legend._type == 'default' and default_legend:
+                        legend._type = default_legend._type
                         legend._prop = default_legend._prop
                     legend_list.append(legend)
                 else:

From 071945b86b4993a710af5a76bc0ffaf700059a1d Mon Sep 17 00:00:00 2001
From: =?UTF-8?q?Jes=C3=BAs=20Arroyo=20Torrens?= <jarroyo@cartodb.com>
Date: Tue, 12 May 2020 08:45:12 +0200
Subject: [PATCH 15/15] Review examples

---
 examples/legends/basic_legend.ipynb           | 386 ++++++++-
 examples/legends/color_bins_legend.ipynb      |  31 +-
 examples/legends/color_category_legend.ipynb  | 386 ++++++++-
 .../legends/color_continuous_legend.ipynb     |  37 +-
 examples/legends/default_legend.ipynb         |  60 +-
 examples/legends/legend_line_geometry.ipynb   | 386 ++++++++-
 examples/legends/multiple_legends.ipynb       | 769 ++++++++++++++++--
 examples/legends/opacity_in_legend.ipynb      | 386 ++++++++-
 examples/legends/size_bins_legend.ipynb       |  31 +-
 examples/legends/size_category_legend.ipynb   | 386 ++++++++-
 examples/legends/size_continuous_legend.ipynb |  31 +-
 examples/popups/popup_titles_and_format.ipynb |  29 +-
 examples/widgets/formula_widget.ipynb         |  32 +-
 13 files changed, 2537 insertions(+), 413 deletions(-)

diff --git a/examples/legends/basic_legend.ipynb b/examples/legends/basic_legend.ipynb
index 814b138f4..49dc30c81 100644
--- a/examples/legends/basic_legend.ipynb
+++ b/examples/legends/basic_legend.ipynb
@@ -54,11 +54,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -86,6 +86,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -237,7 +242,7 @@
        "              <as-legend\n",
        "                heading=&quot;Tree Map&quot;\n",
        "                description=&quot;San Francisco, CA&quot;>\n",
-       "                <as-legend-basic id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-basic>\n",
+       "                <as-legend-color-category-point id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-category-point>\n",
        "                \n",
        "                  <span slot=&quot;footer&quot;>Source: City of SF</span>\n",
        "                \n",
@@ -412,18 +417,330 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -434,19 +751,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -543,7 +853,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -613,7 +923,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -625,7 +935,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -686,7 +995,8 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -758,7 +1068,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -867,7 +1176,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -905,16 +1214,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -961,8 +1271,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;trees_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;San Francisco, CA&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Source: City of SF&quot;, &quot;prop&quot;: null, &quot;title&quot;: &quot;Tree Map&quot;, &quot;type&quot;: &quot;basic&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;color: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;trees_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;San Francisco, CA&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Source: City of SF&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Tree Map&quot;, &quot;type&quot;: &quot;color-category-point&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;trees_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;color: hex(\\&quot;#EE4D5A\\&quot;)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -986,7 +1296,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x119355ed0>"
+       "<cartoframes.viz.layer.Layer at 0x7f8a754fcb70>"
       ]
      },
      "execution_count": 2,
@@ -1022,7 +1332,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/color_bins_legend.ipynb b/examples/legends/color_bins_legend.ipynb
index b629dca50..bd466e083 100644
--- a/examples/legends/color_bins_legend.ipynb
+++ b/examples/legends/color_bins_legend.ipynb
@@ -19,7 +19,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, color_bins_legend, color_bins_style\n",
+    "from cartoframes.viz import Layer, color_bins_style, color_bins_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -55,11 +55,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -728,9 +728,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -855,7 +854,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -925,7 +924,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -937,7 +936,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -998,10 +996,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -1302,7 +1297,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7f9e64d2a820>"
+       "<cartoframes.viz.layer.Layer at 0x7f55b46acda0>"
       ]
      },
      "execution_count": 2,
@@ -1340,7 +1335,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/color_category_legend.ipynb b/examples/legends/color_category_legend.ipynb
index 40960ff9c..2825d2138 100644
--- a/examples/legends/color_category_legend.ipynb
+++ b/examples/legends/color_category_legend.ipynb
@@ -19,7 +19,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, color_category_legend, color_category_style\n",
+    "from cartoframes.viz import Layer, color_category_style, color_category_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -55,11 +55,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -87,6 +87,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -413,18 +418,330 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -435,19 +752,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -544,7 +854,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -614,7 +924,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -626,7 +936,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -687,7 +996,8 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -759,7 +1069,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -868,7 +1177,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -906,16 +1215,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -962,8 +1272,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;trees_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;v8ab58a&quot;, &quot;title&quot;: &quot;common_species&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;Top 3 species&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Trees in San Francisco&quot;, &quot;type&quot;: &quot;color-category&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v8ab58a: $common_species\\ncolor: opacity(ramp(top($common_species, 11), bold),1)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;trees_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;vd1e609&quot;, &quot;title&quot;: &quot;common_species&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;Top 3 species&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Trees in San Francisco&quot;, &quot;type&quot;: &quot;color-category&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;trees_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vd1e609: prop(\\u0027common_species\\u0027)\\ncolor: opacity(ramp(top(prop(\\u0027common_species\\u0027), 11), bold),1)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -987,7 +1297,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x114f9c250>"
+       "<cartoframes.viz.layer.Layer at 0x7f7c297eecf8>"
       ]
      },
      "execution_count": 2,
@@ -1024,7 +1334,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/color_continuous_legend.ipynb b/examples/legends/color_continuous_legend.ipynb
index c628b8ce3..8a1cdf5e6 100644
--- a/examples/legends/color_continuous_legend.ipynb
+++ b/examples/legends/color_continuous_legend.ipynb
@@ -20,7 +20,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, default_legend, color_continuous_legend, color_continuous_style\n",
+    "from cartoframes.viz import Layer, color_continuous_style, color_continuous_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -58,11 +58,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -246,7 +246,7 @@
        "              <as-legend\n",
        "                heading=&quot;Percent Master's Degree&quot;\n",
        "                description=&quot;by block group&quot;>\n",
-       "                <as-legend-color-category-polygon id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-category-polygon>\n",
+       "                <as-legend-color-continuous id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-continuous>\n",
        "                \n",
        "                  <span slot=&quot;footer&quot;>Data: US Census</span>\n",
        "                \n",
@@ -731,9 +731,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -858,7 +857,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -928,7 +927,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -940,7 +939,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -1001,10 +999,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -1281,7 +1276,7 @@
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
        "    const layer_selector = 'False' === 'true';\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;format&quot;: &quot;.0%&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-category-polygon&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(linear(prop(\\u0027masters_percent\\u0027), globalMIN(prop(\\u0027masters_percent\\u0027)), globalMAX(prop(\\u0027masters_percent\\u0027))), bluyl), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;format&quot;: &quot;.0%&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-continuous&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(linear(prop(\\u0027masters_percent\\u0027), globalMIN(prop(\\u0027masters_percent\\u0027)), globalMAX(prop(\\u0027masters_percent\\u0027))), bluyl), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -1305,7 +1300,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7f4642130e80>"
+       "<cartoframes.viz.layer.Layer at 0x7fab22a4fdd8>"
       ]
      },
      "execution_count": 2,
@@ -1317,7 +1312,7 @@
     "Layer(\n",
     "    'demographics_sf',\n",
     "    color_continuous_style('masters_percent'),\n",
-    "    legends=default_legend(\n",
+    "    legends=color_continuous_legend(\n",
     "        title=\"Percent Master's Degree\",\n",
     "        description='by block group',\n",
     "        footer='Data: US Census',\n",
@@ -1343,7 +1338,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/default_legend.ipynb b/examples/legends/default_legend.ipynb
index 1931897fc..8e14ca3cb 100644
--- a/examples/legends/default_legend.ipynb
+++ b/examples/legends/default_legend.ipynb
@@ -49,11 +49,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.1/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.1/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.1/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -237,7 +237,7 @@
        "              <as-legend\n",
        "                heading=&quot;Percent Master's Degree&quot;\n",
        "                description=&quot;&quot;>\n",
-       "                <as-legend-color-category-polygon id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-category-polygon>\n",
+       "                <as-legend-color-bins id=&quot;layer0_map0_legend0&quot; slot=&quot;legends&quot;></as-legend-color-bins>\n",
        "                \n",
        "              </as-legend>\n",
        "            \n",
@@ -720,9 +720,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -847,7 +846,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -917,7 +916,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -929,7 +928,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -990,10 +988,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -1270,7 +1265,7 @@
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
        "    const layer_selector = 'False' === 'true';\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;format&quot;: &quot;.0%&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-category-polygon&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(globalQuantiles(prop(\\u0027masters_percent\\u0027), 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;format&quot;: &quot;.0%&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: &quot;&quot;}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(globalQuantiles(prop(\\u0027masters_percent\\u0027), 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -1294,7 +1289,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.map.Map at 0x7fd635d015e0>"
+       "<cartoframes.viz.map.Map at 0x7f60df2fc588>"
       ]
      },
      "execution_count": 2,
@@ -1348,11 +1343,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.1/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.1/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.1/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.1/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -2019,9 +2014,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -2146,7 +2140,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -2216,7 +2210,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -2228,7 +2222,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -2289,10 +2282,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -2593,7 +2583,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.map.Map at 0x7fd6717739d0>"
+       "<cartoframes.viz.map.Map at 0x7f60deaa1978>"
       ]
      },
      "execution_count": 3,
@@ -2630,7 +2620,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/legend_line_geometry.ipynb b/examples/legends/legend_line_geometry.ipynb
index ac3a0092e..3d9f17b89 100644
--- a/examples/legends/legend_line_geometry.ipynb
+++ b/examples/legends/legend_line_geometry.ipynb
@@ -14,7 +14,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, color_continuous_legend, color_continuous_style\n",
+    "from cartoframes.viz import Layer, color_continuous_style, color_continuous_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -50,11 +50,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -82,6 +82,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -408,18 +413,330 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -430,19 +747,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -539,7 +849,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -609,7 +919,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -621,7 +931,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -682,7 +991,8 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -754,7 +1064,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -863,7 +1172,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -901,16 +1210,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -957,8 +1267,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;ve3866a&quot;, &quot;title&quot;: &quot;auto_speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;Travel Speeds&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Road Congestion&quot;, &quot;type&quot;: &quot;color-continuous&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@ve3866a: $auto_speed\\ncolor: opacity(ramp(linear($auto_speed, globalMIN($auto_speed), globalMAX($auto_speed)), bluyl), 1)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;vcb1f35&quot;, &quot;title&quot;: &quot;auto_speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;Travel Speeds&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Road Congestion&quot;, &quot;type&quot;: &quot;color-continuous&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vcb1f35: prop(\\u0027auto_speed\\u0027)\\ncolor: opacity(ramp(linear(prop(\\u0027auto_speed\\u0027), globalMIN(prop(\\u0027auto_speed\\u0027)), globalMAX(prop(\\u0027auto_speed\\u0027))), bluyl), 1)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -982,7 +1292,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x115c18fd0>"
+       "<cartoframes.viz.layer.Layer at 0x7f2b1d7edcf8>"
       ]
      },
      "execution_count": 2,
@@ -1019,7 +1329,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/multiple_legends.ipynb b/examples/legends/multiple_legends.ipynb
index db057578f..90a79e156 100644
--- a/examples/legends/multiple_legends.ipynb
+++ b/examples/legends/multiple_legends.ipynb
@@ -16,7 +16,8 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Map, Layer, color_category_legend, size_bins_legend, color_category_style, size_bins_style\n",
+    "from cartoframes.viz import Map, Layer, color_category_style, size_bins_style, \\\n",
+    "                            color_category_legend, size_bins_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -52,11 +53,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -84,6 +85,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -427,18 +433,330 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -449,19 +767,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -558,7 +869,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -628,7 +939,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -640,7 +951,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -701,7 +1011,8 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -773,7 +1084,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -882,7 +1192,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -920,16 +1230,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -976,8 +1287,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;ve3866a&quot;, &quot;title&quot;: &quot;auto_speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;, &quot;type&quot;: &quot;size-bins&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@ve3866a: $auto_speed\\ncolor: opacity(pink, 0.5)\\nwidth: ramp(globalQuantiles($auto_speed, 5), [1, 10])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}, {&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;v08256c&quot;, &quot;title&quot;: &quot;direction&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Road Travel Direction&quot;, &quot;type&quot;: &quot;color-category&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v08256c: $direction\\ncolor: opacity(ramp(top($direction, 11), bold),1)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;vcb1f35&quot;, &quot;title&quot;: &quot;auto_speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;, &quot;type&quot;: &quot;size-bins&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vcb1f35: prop(\\u0027auto_speed\\u0027)\\ncolor: opacity(pink, 0.5)\\nwidth: ramp(globalQuantiles(prop(\\u0027auto_speed\\u0027), 5), [1, 10])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}, {&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v57077e&quot;, &quot;title&quot;: &quot;direction&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Road Travel Direction&quot;, &quot;type&quot;: &quot;color-category&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v57077e: prop(\\u0027direction\\u0027)\\ncolor: opacity(ramp(top(prop(\\u0027direction\\u0027), 11), bold),1)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -1001,7 +1312,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.map.Map at 0x1150dfc50>"
+       "<cartoframes.viz.map.Map at 0x7f4c18c41ba8>"
       ]
      },
      "execution_count": 2,
@@ -1060,11 +1371,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -1092,6 +1403,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -1435,18 +1751,330 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -1457,19 +2085,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -1566,7 +2187,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -1636,7 +2257,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -1648,7 +2269,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -1709,7 +2329,8 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -1781,7 +2402,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -1890,7 +2510,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -1928,16 +2548,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -1984,8 +2605,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'true' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;ve3866a&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;&quot;, &quot;type&quot;: &quot;size-bins&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: &quot;Road Travel Speed&quot;, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@ve3866a: $auto_speed\\ncolor: opacity(pink, 0.5)\\nwidth: ramp(globalQuantiles($auto_speed, 5), [1, 10])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}, {&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;v08256c&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;&quot;, &quot;type&quot;: &quot;color-category&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: &quot;Road Travel Speed&quot;, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v08256c: $direction\\ncolor: opacity(ramp(top($direction, 11), bold),1)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'true' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;vcb1f35&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: City of SF&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;&quot;, &quot;type&quot;: &quot;size-bins&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vcb1f35: prop(\\u0027auto_speed\\u0027)\\ncolor: opacity(pink, 0.5)\\nwidth: ramp(globalQuantiles(prop(\\u0027auto_speed\\u0027), 5), [1, 10])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}, {&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v57077e&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;&quot;, &quot;type&quot;: &quot;color-category&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;sf_road_travel\\&quot;&quot;, &quot;title&quot;: &quot;Road Travel Speed&quot;, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v57077e: prop(\\u0027direction\\u0027)\\ncolor: opacity(ramp(top(prop(\\u0027direction\\u0027), 11), bold),1)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -2009,7 +2630,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.map.Map at 0x1150ae1d0>"
+       "<cartoframes.viz.map.Map at 0x7f4c18366320>"
       ]
      },
      "execution_count": 3,
@@ -2053,7 +2674,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/opacity_in_legend.ipynb b/examples/legends/opacity_in_legend.ipynb
index 68a6f6acd..7af3ff73e 100644
--- a/examples/legends/opacity_in_legend.ipynb
+++ b/examples/legends/opacity_in_legend.ipynb
@@ -16,7 +16,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, color_bins_legend, color_bins_style\n",
+    "from cartoframes.viz import Layer, color_bins_style, color_bins_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -52,11 +52,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -84,6 +84,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -410,18 +415,330 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -432,19 +749,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -541,7 +851,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -611,7 +921,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -623,7 +933,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -684,7 +993,8 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -756,7 +1066,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -865,7 +1174,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -903,16 +1212,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -959,8 +1269,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;vb4e077&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vb4e077: $masters_percent\\ncolor: opacity(ramp(globalQuantiles($masters_percent, 5), purpor), 0.5)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;v77f7c2&quot;, &quot;title&quot;: &quot;masters_percent&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: false, &quot;description&quot;: &quot;by block group&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Data: US Census&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;color&quot;, &quot;title&quot;: &quot;Percent Master\\u0027s Degree&quot;, &quot;type&quot;: &quot;color-bins&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;demographics_sf\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v77f7c2: prop(\\u0027masters_percent\\u0027)\\ncolor: opacity(ramp(globalQuantiles(prop(\\u0027masters_percent\\u0027), 5), purpor), 0.5)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -984,7 +1294,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x11dfa1250>"
+       "<cartoframes.viz.layer.Layer at 0x7f35597f0d30>"
       ]
      },
      "execution_count": 2,
@@ -1021,7 +1331,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/size_bins_legend.ipynb b/examples/legends/size_bins_legend.ipynb
index aed1317a6..cfb627e81 100644
--- a/examples/legends/size_bins_legend.ipynb
+++ b/examples/legends/size_bins_legend.ipynb
@@ -20,7 +20,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, size_bins_legend, size_bins_style\n",
+    "from cartoframes.viz import Layer, size_bins_style, size_bins_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -56,11 +56,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -729,9 +729,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -856,7 +855,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -926,7 +925,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -938,7 +937,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -999,10 +997,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -1303,7 +1298,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7f8b25eabd90>"
+       "<cartoframes.viz.layer.Layer at 0x7f42ce0efd30>"
       ]
      },
      "execution_count": 2,
@@ -1341,7 +1336,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/size_category_legend.ipynb b/examples/legends/size_category_legend.ipynb
index aeefcf524..b489e86d4 100644
--- a/examples/legends/size_category_legend.ipynb
+++ b/examples/legends/size_category_legend.ipynb
@@ -20,7 +20,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, size_category_legend, size_category_style\n",
+    "from cartoframes.viz import Layer, size_category_style, size_category_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -56,11 +56,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -88,6 +88,11 @@
        "    max-width: 100%;\n",
        "    height: auto;\n",
        "  }\n",
+       "\n",
+       "  as-layer-selector-slot .as-layer-selector-slot--wrapper .as-caption { // FIXME\n",
+       "    font-size: 14px;\n",
+       "    line-height: 14px;\n",
+       "  }\n",
        "</style>\n",
        "  <style>\n",
        "  .map {\n",
@@ -414,18 +419,330 @@
        "    stacktrace$.innerHTML = list.join('\\n');\n",
        "  }\n",
        "\n",
-       "  function format(value) {\n",
+       "  // Computes the decimal coefficient and exponent of the specified number x with\n",
+       "  // significant digits p, where x is positive and p is in [1, 21] or undefined.\n",
+       "  // For example, formatDecimal(1.23) returns [&quot;123&quot;, 0].\n",
+       "  function formatDecimal(x, p) {\n",
+       "    if ((i = (x = p ? x.toExponential(p - 1) : x.toExponential()).indexOf(&quot;e&quot;)) < 0) return null; // NaN, ±Infinity\n",
+       "    var i, coefficient = x.slice(0, i);\n",
+       "\n",
+       "    // The string returned by toExponential either has the form \\d\\.\\d+e[-+]\\d+\n",
+       "    // (e.g., 1.2e+3) or the form \\de[-+]\\d+ (e.g., 1e+3).\n",
+       "    return [\n",
+       "      coefficient.length > 1 ? coefficient[0] + coefficient.slice(2) : coefficient,\n",
+       "      +x.slice(i + 1)\n",
+       "    ];\n",
+       "  }\n",
+       "\n",
+       "  function exponent(x) {\n",
+       "    return x = formatDecimal(Math.abs(x)), x ? x[1] : NaN;\n",
+       "  }\n",
+       "\n",
+       "  function formatGroup(grouping, thousands) {\n",
+       "    return function(value, width) {\n",
+       "      var i = value.length,\n",
+       "          t = [],\n",
+       "          j = 0,\n",
+       "          g = grouping[0],\n",
+       "          length = 0;\n",
+       "\n",
+       "      while (i > 0 && g > 0) {\n",
+       "        if (length + g + 1 > width) g = Math.max(1, width - length);\n",
+       "        t.push(value.substring(i -= g, i + g));\n",
+       "        if ((length += g + 1) > width) break;\n",
+       "        g = grouping[j = (j + 1) % grouping.length];\n",
+       "      }\n",
+       "\n",
+       "      return t.reverse().join(thousands);\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  function formatNumerals(numerals) {\n",
+       "    return function(value) {\n",
+       "      return value.replace(/[0-9]/g, function(i) {\n",
+       "        return numerals[+i];\n",
+       "      });\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  // [[fill]align][sign][symbol][0][width][,][.precision][~][type]\n",
+       "  var re = /^(?:(.)?([<>=^]))?([+\\-( ])?([$#])?(0)?(\\d+)?(,)?(\\.\\d+)?(~)?([a-z%])?$/i;\n",
+       "\n",
+       "  function formatSpecifier(specifier) {\n",
+       "    if (!(match = re.exec(specifier))) throw new Error(&quot;invalid format: &quot; + specifier);\n",
+       "    var match;\n",
+       "    return new FormatSpecifier({\n",
+       "      fill: match[1],\n",
+       "      align: match[2],\n",
+       "      sign: match[3],\n",
+       "      symbol: match[4],\n",
+       "      zero: match[5],\n",
+       "      width: match[6],\n",
+       "      comma: match[7],\n",
+       "      precision: match[8] && match[8].slice(1),\n",
+       "      trim: match[9],\n",
+       "      type: match[10]\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  formatSpecifier.prototype = FormatSpecifier.prototype; // instanceof\n",
+       "\n",
+       "  function FormatSpecifier(specifier) {\n",
+       "    this.fill = specifier.fill === undefined ? &quot; &quot; : specifier.fill + &quot;&quot;;\n",
+       "    this.align = specifier.align === undefined ? &quot;>&quot; : specifier.align + &quot;&quot;;\n",
+       "    this.sign = specifier.sign === undefined ? &quot;-&quot; : specifier.sign + &quot;&quot;;\n",
+       "    this.symbol = specifier.symbol === undefined ? &quot;&quot; : specifier.symbol + &quot;&quot;;\n",
+       "    this.zero = !!specifier.zero;\n",
+       "    this.width = specifier.width === undefined ? undefined : +specifier.width;\n",
+       "    this.comma = !!specifier.comma;\n",
+       "    this.precision = specifier.precision === undefined ? undefined : +specifier.precision;\n",
+       "    this.trim = !!specifier.trim;\n",
+       "    this.type = specifier.type === undefined ? &quot;&quot; : specifier.type + &quot;&quot;;\n",
+       "  }\n",
+       "\n",
+       "  FormatSpecifier.prototype.toString = function() {\n",
+       "    return this.fill\n",
+       "        + this.align\n",
+       "        + this.sign\n",
+       "        + this.symbol\n",
+       "        + (this.zero ? &quot;0&quot; : &quot;&quot;)\n",
+       "        + (this.width === undefined ? &quot;&quot; : Math.max(1, this.width | 0))\n",
+       "        + (this.comma ? &quot;,&quot; : &quot;&quot;)\n",
+       "        + (this.precision === undefined ? &quot;&quot; : &quot;.&quot; + Math.max(0, this.precision | 0))\n",
+       "        + (this.trim ? &quot;~&quot; : &quot;&quot;)\n",
+       "        + this.type;\n",
+       "  };\n",
+       "\n",
+       "  // Trims insignificant zeros, e.g., replaces 1.2000k with 1.2k.\n",
+       "  function formatTrim(s) {\n",
+       "    out: for (var n = s.length, i = 1, i0 = -1, i1; i < n; ++i) {\n",
+       "      switch (s[i]) {\n",
+       "        case &quot;.&quot;: i0 = i1 = i; break;\n",
+       "        case &quot;0&quot;: if (i0 === 0) i0 = i; i1 = i; break;\n",
+       "        default: if (!+s[i]) break out; if (i0 > 0) i0 = 0; break;\n",
+       "      }\n",
+       "    }\n",
+       "    return i0 > 0 ? s.slice(0, i0) + s.slice(i1 + 1) : s;\n",
+       "  }\n",
+       "\n",
+       "  var prefixExponent;\n",
+       "\n",
+       "  function formatPrefixAuto(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1],\n",
+       "        i = exponent - (prefixExponent = Math.max(-8, Math.min(8, Math.floor(exponent / 3))) * 3) + 1,\n",
+       "        n = coefficient.length;\n",
+       "    return i === n ? coefficient\n",
+       "        : i > n ? coefficient + new Array(i - n + 1).join(&quot;0&quot;)\n",
+       "        : i > 0 ? coefficient.slice(0, i) + &quot;.&quot; + coefficient.slice(i)\n",
+       "        : &quot;0.&quot; + new Array(1 - i).join(&quot;0&quot;) + formatDecimal(x, Math.max(0, p + i - 1))[0]; // less than 1y!\n",
+       "  }\n",
+       "\n",
+       "  function formatRounded(x, p) {\n",
+       "    var d = formatDecimal(x, p);\n",
+       "    if (!d) return x + &quot;&quot;;\n",
+       "    var coefficient = d[0],\n",
+       "        exponent = d[1];\n",
+       "    return exponent < 0 ? &quot;0.&quot; + new Array(-exponent).join(&quot;0&quot;) + coefficient\n",
+       "        : coefficient.length > exponent + 1 ? coefficient.slice(0, exponent + 1) + &quot;.&quot; + coefficient.slice(exponent + 1)\n",
+       "        : coefficient + new Array(exponent - coefficient.length + 2).join(&quot;0&quot;);\n",
+       "  }\n",
+       "\n",
+       "  var formatTypes = {\n",
+       "    &quot;%&quot;: function(x, p) { return (x * 100).toFixed(p); },\n",
+       "    &quot;b&quot;: function(x) { return Math.round(x).toString(2); },\n",
+       "    &quot;c&quot;: function(x) { return x + &quot;&quot;; },\n",
+       "    &quot;d&quot;: function(x) { return Math.round(x).toString(10); },\n",
+       "    &quot;e&quot;: function(x, p) { return x.toExponential(p); },\n",
+       "    &quot;f&quot;: function(x, p) { return x.toFixed(p); },\n",
+       "    &quot;g&quot;: function(x, p) { return x.toPrecision(p); },\n",
+       "    &quot;o&quot;: function(x) { return Math.round(x).toString(8); },\n",
+       "    &quot;p&quot;: function(x, p) { return formatRounded(x * 100, p); },\n",
+       "    &quot;r&quot;: formatRounded,\n",
+       "    &quot;s&quot;: formatPrefixAuto,\n",
+       "    &quot;X&quot;: function(x) { return Math.round(x).toString(16).toUpperCase(); },\n",
+       "    &quot;x&quot;: function(x) { return Math.round(x).toString(16); }\n",
+       "  };\n",
+       "\n",
+       "  function identity(x) {\n",
+       "    return x;\n",
+       "  }\n",
+       "\n",
+       "  var map = Array.prototype.map,\n",
+       "      prefixes = [&quot;y&quot;,&quot;z&quot;,&quot;a&quot;,&quot;f&quot;,&quot;p&quot;,&quot;n&quot;,&quot;µ&quot;,&quot;m&quot;,&quot;&quot;,&quot;k&quot;,&quot;M&quot;,&quot;G&quot;,&quot;T&quot;,&quot;P&quot;,&quot;E&quot;,&quot;Z&quot;,&quot;Y&quot;];\n",
+       "\n",
+       "  function formatLocale(locale) {\n",
+       "    var group = locale.grouping === undefined || locale.thousands === undefined ? identity : formatGroup(map.call(locale.grouping, Number), locale.thousands + &quot;&quot;),\n",
+       "        currencyPrefix = locale.currency === undefined ? &quot;&quot; : locale.currency[0] + &quot;&quot;,\n",
+       "        currencySuffix = locale.currency === undefined ? &quot;&quot; : locale.currency[1] + &quot;&quot;,\n",
+       "        decimal = locale.decimal === undefined ? &quot;.&quot; : locale.decimal + &quot;&quot;,\n",
+       "        numerals = locale.numerals === undefined ? identity : formatNumerals(map.call(locale.numerals, String)),\n",
+       "        percent = locale.percent === undefined ? &quot;%&quot; : locale.percent + &quot;&quot;,\n",
+       "        minus = locale.minus === undefined ? &quot;-&quot; : locale.minus + &quot;&quot;,\n",
+       "        nan = locale.nan === undefined ? &quot;NaN&quot; : locale.nan + &quot;&quot;;\n",
+       "\n",
+       "    function newFormat(specifier) {\n",
+       "      specifier = formatSpecifier(specifier);\n",
+       "\n",
+       "      var fill = specifier.fill,\n",
+       "          align = specifier.align,\n",
+       "          sign = specifier.sign,\n",
+       "          symbol = specifier.symbol,\n",
+       "          zero = specifier.zero,\n",
+       "          width = specifier.width,\n",
+       "          comma = specifier.comma,\n",
+       "          precision = specifier.precision,\n",
+       "          trim = specifier.trim,\n",
+       "          type = specifier.type;\n",
+       "\n",
+       "      // The &quot;n&quot; type is an alias for &quot;,g&quot;.\n",
+       "      if (type === &quot;n&quot;) comma = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // The &quot;&quot; type, and any invalid type, is an alias for &quot;.12~g&quot;.\n",
+       "      else if (!formatTypes[type]) precision === undefined && (precision = 12), trim = true, type = &quot;g&quot;;\n",
+       "\n",
+       "      // If zero fill is specified, padding goes after sign and before digits.\n",
+       "      if (zero || (fill === &quot;0&quot; && align === &quot;=&quot;)) zero = true, fill = &quot;0&quot;, align = &quot;=&quot;;\n",
+       "\n",
+       "      // Compute the prefix and suffix.\n",
+       "      // For SI-prefix, the suffix is lazily computed.\n",
+       "      var prefix = symbol === &quot;$&quot; ? currencyPrefix : symbol === &quot;#&quot; && /[boxX]/.test(type) ? &quot;0&quot; + type.toLowerCase() : &quot;&quot;,\n",
+       "          suffix = symbol === &quot;$&quot; ? currencySuffix : /[%p]/.test(type) ? percent : &quot;&quot;;\n",
+       "\n",
+       "      // What format function should we use?\n",
+       "      // Is this an integer type?\n",
+       "      // Can this type generate exponential notation?\n",
+       "      var formatType = formatTypes[type],\n",
+       "          maybeSuffix = /[defgprs%]/.test(type);\n",
+       "\n",
+       "      // Set the default precision if not specified,\n",
+       "      // or clamp the specified precision to the supported range.\n",
+       "      // For significant precision, it must be in [1, 21].\n",
+       "      // For fixed precision, it must be in [0, 20].\n",
+       "      precision = precision === undefined ? 6\n",
+       "          : /[gprs]/.test(type) ? Math.max(1, Math.min(21, precision))\n",
+       "          : Math.max(0, Math.min(20, precision));\n",
+       "\n",
+       "      function format(value) {\n",
+       "        var valuePrefix = prefix,\n",
+       "            valueSuffix = suffix,\n",
+       "            i, n, c;\n",
+       "\n",
+       "        if (type === &quot;c&quot;) {\n",
+       "          valueSuffix = formatType(value) + valueSuffix;\n",
+       "          value = &quot;&quot;;\n",
+       "        } else {\n",
+       "          value = +value;\n",
+       "\n",
+       "          // Determine the sign. -0 is not less than 0, but 1 / -0 is!\n",
+       "          var valueNegative = value < 0 || 1 / value < 0;\n",
+       "\n",
+       "          // Perform the initial formatting.\n",
+       "          value = isNaN(value) ? nan : formatType(Math.abs(value), precision);\n",
+       "\n",
+       "          // Trim insignificant zeros.\n",
+       "          if (trim) value = formatTrim(value);\n",
+       "\n",
+       "          // If a negative value rounds to zero after formatting, and no explicit positive sign is requested, hide the sign.\n",
+       "          if (valueNegative && +value === 0 && sign !== &quot;+&quot;) valueNegative = false;\n",
+       "\n",
+       "          // Compute the prefix and suffix.\n",
+       "          valuePrefix = (valueNegative ? (sign === &quot;(&quot; ? sign : minus) : sign === &quot;-&quot; || sign === &quot;(&quot; ? &quot;&quot; : sign) + valuePrefix;\n",
+       "          valueSuffix = (type === &quot;s&quot; ? prefixes[8 + prefixExponent / 3] : &quot;&quot;) + valueSuffix + (valueNegative && sign === &quot;(&quot; ? &quot;)&quot; : &quot;&quot;);\n",
+       "\n",
+       "          // Break the formatted value into the integer “value” part that can be\n",
+       "          // grouped, and fractional or exponential “suffix” part that is not.\n",
+       "          if (maybeSuffix) {\n",
+       "            i = -1, n = value.length;\n",
+       "            while (++i < n) {\n",
+       "              if (c = value.charCodeAt(i), 48 > c || c > 57) {\n",
+       "                valueSuffix = (c === 46 ? decimal + value.slice(i + 1) : value.slice(i)) + valueSuffix;\n",
+       "                value = value.slice(0, i);\n",
+       "                break;\n",
+       "              }\n",
+       "            }\n",
+       "          }\n",
+       "        }\n",
+       "\n",
+       "        // If the fill character is not &quot;0&quot;, grouping is applied before padding.\n",
+       "        if (comma && !zero) value = group(value, Infinity);\n",
+       "\n",
+       "        // Compute the padding.\n",
+       "        var length = valuePrefix.length + value.length + valueSuffix.length,\n",
+       "            padding = length < width ? new Array(width - length + 1).join(fill) : &quot;&quot;;\n",
+       "\n",
+       "        // If the fill character is &quot;0&quot;, grouping is applied after padding.\n",
+       "        if (comma && zero) value = group(padding + value, padding.length ? width - valueSuffix.length : Infinity), padding = &quot;&quot;;\n",
+       "\n",
+       "        // Reconstruct the final output based on the desired alignment.\n",
+       "        switch (align) {\n",
+       "          case &quot;<&quot;: value = valuePrefix + value + valueSuffix + padding; break;\n",
+       "          case &quot;=&quot;: value = valuePrefix + padding + value + valueSuffix; break;\n",
+       "          case &quot;^&quot;: value = padding.slice(0, length = padding.length >> 1) + valuePrefix + value + valueSuffix + padding.slice(length); break;\n",
+       "          default: value = padding + valuePrefix + value + valueSuffix; break;\n",
+       "        }\n",
+       "\n",
+       "        return numerals(value);\n",
+       "      }\n",
+       "\n",
+       "      format.toString = function() {\n",
+       "        return specifier + &quot;&quot;;\n",
+       "      };\n",
+       "\n",
+       "      return format;\n",
+       "    }\n",
+       "\n",
+       "    function formatPrefix(specifier, value) {\n",
+       "      var f = newFormat((specifier = formatSpecifier(specifier), specifier.type = &quot;f&quot;, specifier)),\n",
+       "          e = Math.max(-8, Math.min(8, Math.floor(exponent(value) / 3))) * 3,\n",
+       "          k = Math.pow(10, -e),\n",
+       "          prefix = prefixes[8 + e / 3];\n",
+       "      return function(value) {\n",
+       "        return f(k * value) + prefix;\n",
+       "      };\n",
+       "    }\n",
+       "\n",
+       "    return {\n",
+       "      format: newFormat,\n",
+       "      formatPrefix: formatPrefix\n",
+       "    };\n",
+       "  }\n",
+       "\n",
+       "  var locale;\n",
+       "  var format;\n",
+       "  var formatPrefix;\n",
+       "\n",
+       "  defaultLocale({\n",
+       "    decimal: &quot;.&quot;,\n",
+       "    thousands: &quot;,&quot;,\n",
+       "    grouping: [3],\n",
+       "    currency: [&quot;$&quot;, &quot;&quot;],\n",
+       "    minus: &quot;-&quot;\n",
+       "  });\n",
+       "\n",
+       "  function defaultLocale(definition) {\n",
+       "    locale = formatLocale(definition);\n",
+       "    format = locale.format;\n",
+       "    formatPrefix = locale.formatPrefix;\n",
+       "    return locale;\n",
+       "  }\n",
+       "\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
+       "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
        "      if (first === -Infinity) {\n",
-       "        return `< ${formatValue(second)}`;\n",
+       "        return `< ${formatFunc(second)}`;\n",
        "      }\n",
        "      if (second === Infinity) {\n",
-       "        return `> ${formatValue(first)}`;\n",
+       "        return `> ${formatFunc(first)}`;\n",
        "      }\n",
-       "      return `${formatValue(first)} - ${formatValue(second)}`;\n",
+       "      return `${formatFunc(first)} - ${formatFunc(second)}`;\n",
        "    }\n",
-       "    return formatValue(value);\n",
+       "    return formatFunc(value);\n",
        "  }\n",
        "\n",
        "  function formatValue(value) {\n",
@@ -436,19 +753,12 @@
        "  }\n",
        "\n",
        "  function formatNumber(value) {\n",
-       "    const log = Math.log10(Math.abs(value));\n",
-       "\n",
-       "    if ((log > 4 || log < -2.00000001) && value) {\n",
-       "      return value.toExponential(2);\n",
-       "    }\n",
-       "    \n",
        "    if (!Number.isInteger(value)) {\n",
        "      return value.toLocaleString(undefined, {\n",
        "        minimumFractionDigits: 2,\n",
        "        maximumFractionDigits: 3\n",
        "      });\n",
        "    }\n",
-       "    \n",
        "    return value.toLocaleString();\n",
        "  }\n",
        "\n",
@@ -545,7 +855,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = formatValue(value);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -615,7 +925,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format(value) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -627,7 +937,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -688,7 +997,8 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const options = { format, config, dynamic };\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
+       "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
        "        config.samples = 4;\n",
@@ -760,7 +1070,6 @@
        "      throw e;\n",
        "    }\n",
        "\n",
-       "\n",
        "    mapLayer.addTo(map);\n",
        "\n",
        "    setLayerLegend(layer, mapLayerIndex, mapLayer, mapIndex, hasLegends);\n",
@@ -869,7 +1178,7 @@
        "    );\n",
        "\n",
        "    if (settings.layer_selector) {\n",
-       "      addLayersSelector(layers.reverse(), mapLayers.reverse());\n",
+       "      addLayersSelector(layers.reverse(), mapLayers.reverse(), mapIndex);\n",
        "    }\n",
        "\n",
        "    setInteractiveLayers(map, layers, mapLayers);\n",
@@ -907,16 +1216,17 @@
        "    }\n",
        "  }\n",
        "\n",
-       "  function addLayersSelector(layers, mapLayers) {\n",
-       "    const layerSelector$ = document.querySelector(`#layer-selector`);\n",
-       "      const layersInfo = mapLayers.map((layer, index) => {\n",
-       "        return {\n",
-       "          title: layers[index].title || `Layer ${index}`,\n",
-       "          id: layer.id,\n",
-       "          checked: true\n",
-       "        };\n",
-       "      });\n",
-       "    \n",
+       "  function addLayersSelector(layers, mapLayers, mapIndex) {\n",
+       "    const layerSelectorId = mapIndex !== undefined ? `#layer-selector-${mapIndex}` : '#layer-selector';\n",
+       "    const layerSelector$ = document.querySelector(layerSelectorId);\n",
+       "    const layersInfo = mapLayers.map((layer, index) => {\n",
+       "      return {\n",
+       "        title: layers[index].title || `Layer ${index}`,\n",
+       "        id: layer.id,\n",
+       "        checked: true\n",
+       "      };\n",
+       "    });\n",
+       "\n",
        "    const layerSelector = new AsBridge.VL.Layers(layerSelector$, carto, layersInfo, mapLayers);\n",
        "    \n",
        "    layerSelector.build();\n",
@@ -963,8 +1273,8 @@
        "    const camera = null;\n",
        "    const has_legends = 'true' === 'true';\n",
        "    const is_static = 'None' === 'true';\n",
-       "    const layer_selector = 'False' === 'true'; // TODO it will be a helper\n",
-       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;spain_populated_places\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;name&quot;: &quot;v92590e&quot;, &quot;title&quot;: &quot;featurecla&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Source: Natural Earth&quot;, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Spanish Cities&quot;, &quot;type&quot;: &quot;size-category&quot;, &quot;variable&quot;: null}], &quot;options&quot;: {}, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@v92590e: $featurecla\\ncolor: opacity(#F46D43, 0.8)\\nwidth: ramp(buckets($featurecla, [\\u0027Populated place\\u0027, \\u0027Admin-1 capital\\u0027, \\u0027Admin-0 capital\\u0027]), [3, 7, 15])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
+       "    const layer_selector = 'False' === 'true';\n",
+       "    const layers = [{&quot;credentials&quot;: {&quot;api_key&quot;: &quot;default_public&quot;, &quot;base_url&quot;: &quot;https://cartoframes.carto.com&quot;, &quot;username&quot;: &quot;cartoframes&quot;}, &quot;data&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;spain_populated_places\\&quot;&quot;, &quot;encode_data&quot;: true, &quot;has_legend_list&quot;: true, &quot;interactivity&quot;: [{&quot;attrs&quot;: {&quot;format&quot;: null, &quot;name&quot;: &quot;vfa542f&quot;, &quot;title&quot;: &quot;featurecla&quot;}, &quot;event&quot;: &quot;hover&quot;}], &quot;legends&quot;: [{&quot;ascending&quot;: true, &quot;description&quot;: &quot;&quot;, &quot;dynamic&quot;: true, &quot;footer&quot;: &quot;Source: Natural Earth&quot;, &quot;format&quot;: null, &quot;prop&quot;: &quot;width&quot;, &quot;title&quot;: &quot;Spanish Cities&quot;, &quot;type&quot;: &quot;size-category&quot;, &quot;variable&quot;: null}], &quot;map_index&quot;: 0, &quot;options&quot;: {}, &quot;source&quot;: &quot;SELECT * FROM \\&quot;cartoframes\\&quot;.\\&quot;spain_populated_places\\&quot;&quot;, &quot;title&quot;: null, &quot;type&quot;: &quot;Query&quot;, &quot;viz&quot;: &quot;@vfa542f: prop(\\u0027featurecla\\u0027)\\ncolor: opacity(#F46D43, 0.8)\\nwidth: ramp(buckets(prop(\\u0027featurecla\\u0027), [\\u0027Populated place\\u0027, \\u0027Admin-1 capital\\u0027, \\u0027Admin-0 capital\\u0027]), [3, 7, 15])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\nfilter: 1\\n&quot;, &quot;widgets&quot;: []}];\n",
        "    const mapboxtoken = '';\n",
        "    const show_info = 'None' === 'true';\n",
        "\n",
@@ -988,7 +1298,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x1116ee5d0>"
+       "<cartoframes.viz.layer.Layer at 0x7effd3395eb8>"
       ]
      },
      "execution_count": 2,
@@ -1028,7 +1338,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.4"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/legends/size_continuous_legend.ipynb b/examples/legends/size_continuous_legend.ipynb
index d8b723b46..267232282 100644
--- a/examples/legends/size_continuous_legend.ipynb
+++ b/examples/legends/size_continuous_legend.ipynb
@@ -20,7 +20,7 @@
    "outputs": [],
    "source": [
     "from cartoframes.auth import set_default_credentials\n",
-    "from cartoframes.viz import Layer, size_continuous_legend, size_continuous_style\n",
+    "from cartoframes.viz import Layer, size_continuous_style, size_continuous_legend\n",
     "\n",
     "set_default_credentials('cartoframes')"
    ]
@@ -56,11 +56,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -729,9 +729,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -856,7 +855,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -926,7 +925,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -938,7 +937,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -999,10 +997,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -1303,7 +1298,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7f3878abf2b0>"
+       "<cartoframes.viz.layer.Layer at 0x7f14d43d8e10>"
       ]
      },
      "execution_count": 2,
@@ -1341,7 +1336,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/popups/popup_titles_and_format.ipynb b/examples/popups/popup_titles_and_format.ipynb
index db8144127..93e1aa17b 100644
--- a/examples/popups/popup_titles_and_format.ipynb
+++ b/examples/popups/popup_titles_and_format.ipynb
@@ -58,11 +58,11 @@
        "  <link href=&quot;https://api.tiles.mapbox.com/mapbox-gl-js/v1.0.0/mapbox-gl.css&quot; rel=&quot;stylesheet&quot; />\n",
        "\n",
        "  <!-- Include Airship -->\n",
-       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship.js&quot;></script>\n",
-       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3/airship/airship.esm.js&quot;></script>\n",
-       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3/asbridge.min.js&quot;></script>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
-       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <script nomodule=&quot;&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship.js&quot;></script>\n",
+       "  <script type=&quot;module&quot; src=&quot;https://libs.cartocdn.com/airship-components/v2.3.2-rc.2/airship/airship.esm.js&quot;></script>\n",
+       "  <script src=&quot;https://libs.cartocdn.com/airship-bridge/v2.3.2-rc.2/asbridge.min.js&quot;></script>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-style/v2.3.2-rc.2/airship.min.css&quot; rel=&quot;stylesheet&quot;>\n",
+       "  <link href=&quot;https://libs.cartocdn.com/airship-icons/v2.3.2-rc.2/icons.css&quot; rel=&quot;stylesheet&quot;>\n",
        "\n",
        "  <link href=&quot;https://fonts.googleapis.com/css?family=Roboto&quot; rel=&quot;stylesheet&quot; type=&quot;text/css&quot;>\n",
        "\n",
@@ -700,9 +700,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -827,7 +826,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -897,7 +896,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -909,7 +908,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -970,10 +968,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -1274,7 +1269,7 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7f4f7fe4e400>"
+       "<cartoframes.viz.layer.Layer at 0x7f27c007ce80>"
       ]
      },
      "execution_count": 2,
@@ -1312,7 +1307,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,
diff --git a/examples/widgets/formula_widget.ipynb b/examples/widgets/formula_widget.ipynb
index cd8ef293d..a164c11ed 100644
--- a/examples/widgets/formula_widget.ipynb
+++ b/examples/widgets/formula_widget.ipynb
@@ -15,7 +15,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 1,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -27,7 +27,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [
     {
@@ -732,9 +732,8 @@
        "    return locale;\n",
        "  }\n",
        "\n",
-       "  function format$1(value, formatString) {\n",
-       "    // TODO:  Check what to do with legend's format call with parameters (legends.html.j2 e.g.)\n",
-       "    const formatFunc = formatString ? format(formatString) : formatValue;\n",
+       "  function formatter(value, specifier) {\n",
+       "    const formatFunc = specifier ? format(specifier) : formatValue;\n",
        "\n",
        "    if (Array.isArray(value)) {\n",
        "      const [first, second] = value;\n",
@@ -859,7 +858,7 @@
        "          const variable = feature.variables[item.name];\n",
        "          if (variable) {\n",
        "            let value = variable.value;\n",
-       "            value = format$1(value, item.format);\n",
+       "            value = formatter(value, item.format);\n",
        "\n",
        "            popupHTML = `\n",
        "            <span class=&quot;popup-name&quot;>${item.title}</span>\n",
@@ -929,7 +928,7 @@
        "    widget.element = widget.element || document.querySelector(`#${widget.id}-value`);\n",
        "\n",
        "    if (value && widget.element) {\n",
-       "      widget.element.innerText = typeof value === 'number' ? format$1(value, widget.options.format) : value;\n",
+       "      widget.element.innerText = typeof value === 'number' ? formatter(value, widget.options.format) : value;\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -941,7 +940,6 @@
        "        const type = _getWidgetType(mapLayer, widget.value, widget.prop);\n",
        "        const histogram = type === 'category' ? 'categoricalHistogram' : 'numericalHistogram';\n",
        "        bridge[histogram](widget.element, widget.value, widget.options);\n",
-       "\n",
        "        break;\n",
        "      case 'category':\n",
        "        bridge.category(widget.element, widget.value, widget.options);\n",
@@ -1002,10 +1000,7 @@
        "      const order = legend.ascending ? 'ASC' : 'DESC';\n",
        "      const variable = legend.variable;\n",
        "      const config = { othersLabel, variable, order };\n",
-       "      const formatString = legend.format;\n",
-       "      const formatFunc = formatString\n",
-       "        ? (value) => format$1(value, formatString)\n",
-       "        : format$1;\n",
+       "      const formatFunc = (value) => formatter(value, legend.format);\n",
        "      const options = { format: formatFunc, config, dynamic };\n",
        "\n",
        "      if (legend.type.startsWith('size-continuous')) {\n",
@@ -1306,10 +1301,10 @@
        "</iframe>"
       ],
       "text/plain": [
-       "<cartoframes.viz.layer.Layer at 0x7fee1689afa0>"
+       "<cartoframes.viz.layer.Layer at 0x7fe552acbc18>"
       ]
      },
-     "execution_count": 5,
+     "execution_count": 2,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1328,13 +1323,6 @@
     "    ]\n",
     ")"
    ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
   }
  ],
  "metadata": {
@@ -1353,7 +1341,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.2"
+   "version": "3.6.7"
   }
  },
  "nbformat": 4,