MailPoet Newsletters (New) - Version 3.0.0-beta.19

Version Description

  • 2017-02-21 =
  • Improved: import uses stricter email validation rules. Kudos Oskar;
  • Improved: database is cleaned up after deleting subscribers. Thx Eric;
  • Improved: cursor focuses on the modal window and sidebars. A big thanks to users who reported the issue;
  • Improved: plugin is leaner;
  • Improved: we're translation-ready. Contact us to help and get freebies;
  • Improved: detailed error messages are displayed when sending with SMTP fails. Thx Rik;
  • Fixed: going back to email designer does not corrupt its contents. Thx Taut;
  • Fixed: emails trashed while sending can be resent if restored. Thnx Vlad;
  • Fixed: sending to large lists (30,000+) works again. Oskar, again!;
  • Fixed: default email templates are not duplicated when changed;
  • Fixed: email rendering does not display warning notices on PHP 7.1. Thx Alex;
  • Fixed: bulk trashing of subscribers works on PHP 5.3. Thx Chris!
Download this release

Release Info

Developer wysija
Plugin Icon 128x128 MailPoet Newsletters (New)
Version 3.0.0-beta.19
Comparing to
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Code changes from version 3.0.0-beta.18 to 3.0.0-beta.19

Files changed (16) hide show
  1. assets/js/admin.js +8 -9
  2. assets/js/form_editor.js +569 -453
  3. assets/js/mailpoet.js +41 -3
  4. assets/js/newsletter_editor.js +57 -9
  5. lang/index.php +0 -3
  6. lang/mailpoet.pot +289 -266
  7. lib/API/Endpoints/SendingQueue.php +2 -5
  8. lib/Config/Menu.php +9 -5
  9. lib/Config/Populator.php +67 -4
  10. lib/Config/PopulatorData/Templates/FranksRoastHouseTemplate.php +7 -7
  11. lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php +3 -2
  12. lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php +3 -2
  13. lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php +3 -2
  14. lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php +3 -2
  15. lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php +2 -1
  16. lib/Config/PopulatorData/Templates/Restaurant.php +6 -6
assets/js/admin.js CHANGED
@@ -24884,9 +24884,9 @@ webpackJsonp([0],[
24884
  switch (opts.arrayFormat) {
24885
  case 'index':
24886
  return function (key, value, accumulator) {
24887
- result = /\[(\d*)]$/.exec(key);
24888
 
24889
- key = key.replace(/\[\d*]$/, '');
24890
 
24891
  if (!result) {
24892
  accumulator[key] = value;
@@ -24902,9 +24902,9 @@ webpackJsonp([0],[
24902
 
24903
  case 'bracket':
24904
  return function (key, value, accumulator) {
24905
- result = /(\[])$/.exec(key);
24906
 
24907
- key = key.replace(/\[]$/, '');
24908
 
24909
  if (!result || accumulator[key] === undefined) {
24910
  accumulator[key] = value;
@@ -56360,15 +56360,14 @@ webpackJsonp([0],[
56360
  var data = this.state.item;
56361
  this.setState({ loading: true });
56362
 
56363
- // Ensure that body is JSON encoded
56364
- if (!_.isUndefined(data.body)) {
56365
- data.body = JSON.stringify(data.body);
56366
- }
56367
 
56368
  return MailPoet.Ajax.post({
56369
  endpoint: 'newsletters',
56370
  action: 'save',
56371
- data: data
56372
  }).always(function () {
56373
  _this4.setState({ loading: false });
56374
  });
24884
  switch (opts.arrayFormat) {
24885
  case 'index':
24886
  return function (key, value, accumulator) {
24887
+ result = /\[(\d*)\]$/.exec(key);
24888
 
24889
+ key = key.replace(/\[\d*\]$/, '');
24890
 
24891
  if (!result) {
24892
  accumulator[key] = value;
24902
 
24903
  case 'bracket':
24904
  return function (key, value, accumulator) {
24905
+ result = /(\[\])$/.exec(key);
24906
 
24907
+ key = key.replace(/\[\]$/, '');
24908
 
24909
  if (!result || accumulator[key] === undefined) {
24910
  accumulator[key] = value;
56360
  var data = this.state.item;
56361
  this.setState({ loading: true });
56362
 
56363
+ // Store only properties that can be changed on this page
56364
+ var IGNORED_NEWSLETTER_PROPERTIES = ['preheader', 'body', 'created_at', 'deleted_at', 'hash', 'status', 'updated_at', 'type'];
56365
+ var newsletterData = _.omit(data, IGNORED_NEWSLETTER_PROPERTIES);
 
56366
 
56367
  return MailPoet.Ajax.post({
56368
  endpoint: 'newsletters',
56369
  action: 'save',
56370
+ data: newsletterData
56371
  }).always(function () {
56372
  _this4.setState({ loading: false });
56373
  });
assets/js/form_editor.js CHANGED
@@ -1122,17 +1122,18 @@ webpackJsonp([1],{
1122
  var gecko = /gecko\/\d/i.test(userAgent)
1123
  var ie_upto10 = /MSIE \d/.test(userAgent)
1124
  var ie_11up = /Trident\/(?:[7-9]|\d{2,})\..*rv:(\d+)/.exec(userAgent)
1125
- var ie = ie_upto10 || ie_11up
1126
- var ie_version = ie && (ie_upto10 ? document.documentMode || 6 : ie_11up[1])
1127
- var webkit = /WebKit\//.test(userAgent)
 
1128
  var qtwebkit = webkit && /Qt\/\d+\.\d+/.test(userAgent)
1129
- var chrome = /Chrome\//.test(userAgent)
1130
  var presto = /Opera\//.test(userAgent)
1131
  var safari = /Apple Computer/.test(navigator.vendor)
1132
  var mac_geMountainLion = /Mac OS X 1\d\D([8-9]|\d\d)\D/.test(userAgent)
1133
  var phantom = /PhantomJS/.test(userAgent)
1134
 
1135
- var ios = /AppleWebKit/.test(userAgent) && /Mobile\/\w+/.test(userAgent)
1136
  // This is woefully incomplete. Suggestions for alternative methods welcome.
1137
  var mobile = ios || /Android|webOS|BlackBerry|Opera Mini|Opera Mobi|IEMobile/i.test(userAgent)
1138
  var mac = ios || /Mac/.test(platform)
@@ -1266,11 +1267,11 @@ webpackJsonp([1],{
1266
  }
1267
  }
1268
 
1269
- function Delayed() {this.id = null}
1270
- Delayed.prototype.set = function(ms, f) {
1271
  clearTimeout(this.id)
1272
  this.id = setTimeout(f, ms)
1273
- }
1274
 
1275
  function indexOf(array, elt) {
1276
  for (var i = 0; i < array.length; ++i)
@@ -1364,6 +1365,23 @@ webpackJsonp([1],{
1364
  var extendingChars = /[\u0300-\u036f\u0483-\u0489\u0591-\u05bd\u05bf\u05c1\u05c2\u05c4\u05c5\u05c7\u0610-\u061a\u064b-\u065e\u0670\u06d6-\u06dc\u06de-\u06e4\u06e7\u06e8\u06ea-\u06ed\u0711\u0730-\u074a\u07a6-\u07b0\u07eb-\u07f3\u0816-\u0819\u081b-\u0823\u0825-\u0827\u0829-\u082d\u0900-\u0902\u093c\u0941-\u0948\u094d\u0951-\u0955\u0962\u0963\u0981\u09bc\u09be\u09c1-\u09c4\u09cd\u09d7\u09e2\u09e3\u0a01\u0a02\u0a3c\u0a41\u0a42\u0a47\u0a48\u0a4b-\u0a4d\u0a51\u0a70\u0a71\u0a75\u0a81\u0a82\u0abc\u0ac1-\u0ac5\u0ac7\u0ac8\u0acd\u0ae2\u0ae3\u0b01\u0b3c\u0b3e\u0b3f\u0b41-\u0b44\u0b4d\u0b56\u0b57\u0b62\u0b63\u0b82\u0bbe\u0bc0\u0bcd\u0bd7\u0c3e-\u0c40\u0c46-\u0c48\u0c4a-\u0c4d\u0c55\u0c56\u0c62\u0c63\u0cbc\u0cbf\u0cc2\u0cc6\u0ccc\u0ccd\u0cd5\u0cd6\u0ce2\u0ce3\u0d3e\u0d41-\u0d44\u0d4d\u0d57\u0d62\u0d63\u0dca\u0dcf\u0dd2-\u0dd4\u0dd6\u0ddf\u0e31\u0e34-\u0e3a\u0e47-\u0e4e\u0eb1\u0eb4-\u0eb9\u0ebb\u0ebc\u0ec8-\u0ecd\u0f18\u0f19\u0f35\u0f37\u0f39\u0f71-\u0f7e\u0f80-\u0f84\u0f86\u0f87\u0f90-\u0f97\u0f99-\u0fbc\u0fc6\u102d-\u1030\u1032-\u1037\u1039\u103a\u103d\u103e\u1058\u1059\u105e-\u1060\u1071-\u1074\u1082\u1085\u1086\u108d\u109d\u135f\u1712-\u1714\u1732-\u1734\u1752\u1753\u1772\u1773\u17b7-\u17bd\u17c6\u17c9-\u17d3\u17dd\u180b-\u180d\u18a9\u1920-\u1922\u1927\u1928\u1932\u1939-\u193b\u1a17\u1a18\u1a56\u1a58-\u1a5e\u1a60\u1a62\u1a65-\u1a6c\u1a73-\u1a7c\u1a7f\u1b00-\u1b03\u1b34\u1b36-\u1b3a\u1b3c\u1b42\u1b6b-\u1b73\u1b80\u1b81\u1ba2-\u1ba5\u1ba8\u1ba9\u1c2c-\u1c33\u1c36\u1c37\u1cd0-\u1cd2\u1cd4-\u1ce0\u1ce2-\u1ce8\u1ced\u1dc0-\u1de6\u1dfd-\u1dff\u200c\u200d\u20d0-\u20f0\u2cef-\u2cf1\u2de0-\u2dff\u302a-\u302f\u3099\u309a\ua66f-\ua672\ua67c\ua67d\ua6f0\ua6f1\ua802\ua806\ua80b\ua825\ua826\ua8c4\ua8e0-\ua8f1\ua926-\ua92d\ua947-\ua951\ua980-\ua982\ua9b3\ua9b6-\ua9b9\ua9bc\uaa29-\uaa2e\uaa31\uaa32\uaa35\uaa36\uaa43\uaa4c\uaab0\uaab2-\uaab4\uaab7\uaab8\uaabe\uaabf\uaac1\uabe5\uabe8\uabed\udc00-\udfff\ufb1e\ufe00-\ufe0f\ufe20-\ufe26\uff9e\uff9f]/
1365
  function isExtendingChar(ch) { return ch.charCodeAt(0) >= 768 && extendingChars.test(ch) }
1366
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1367
  // The display handles the DOM integration, both for input reading
1368
  // and content drawing. It holds references to DOM nodes and
1369
  // display-related state.
@@ -1551,15 +1569,21 @@ webpackJsonp([1],{
1551
  }
1552
 
1553
  // A Pos instance represents a position within the text.
1554
- function Pos (line, ch) {
1555
- if (!(this instanceof Pos)) { return new Pos(line, ch) }
1556
- this.line = line; this.ch = ch
 
 
 
 
1557
  }
1558
 
1559
  // Compare two positions, return 0 if they are the same, a negative
1560
  // number when a is less, and a positive number otherwise.
1561
  function cmp(a, b) { return a.line - b.line || a.ch - b.ch }
1562
 
 
 
1563
  function copyPos(x) {return Pos(x.line, x.ch)}
1564
  function maxPos(a, b) { return cmp(a, b) < 0 ? b : a }
1565
  function minPos(a, b) { return cmp(a, b) < 0 ? a : b }
@@ -1755,7 +1779,7 @@ webpackJsonp([1],{
1755
  if (dto > 0 || !mk.inclusiveRight && !dto)
1756
  { newParts.push({from: m.to, to: p.to}) }
1757
  parts.splice.apply(parts, newParts)
1758
- j += newParts.length - 1
1759
  }
1760
  }
1761
  return parts
@@ -1840,6 +1864,13 @@ webpackJsonp([1],{
1840
  return line
1841
  }
1842
 
 
 
 
 
 
 
 
1843
  // Returns an array of logical lines that continue the visual line
1844
  // started by the argument, or undefined if there are no such lines.
1845
  function visualLineContinued(line) {
@@ -1971,84 +2002,23 @@ webpackJsonp([1],{
1971
  if (!found) { f(from, to, "ltr") }
1972
  }
1973
 
1974
- function bidiLeft(part) { return part.level % 2 ? part.to : part.from }
1975
- function bidiRight(part) { return part.level % 2 ? part.from : part.to }
1976
-
1977
- function lineLeft(line) { var order = getOrder(line); return order ? bidiLeft(order[0]) : 0 }
1978
- function lineRight(line) {
1979
- var order = getOrder(line)
1980
- if (!order) { return line.text.length }
1981
- return bidiRight(lst(order))
1982
- }
1983
-
1984
- function compareBidiLevel(order, a, b) {
1985
- var linedir = order[0].level
1986
- if (a == linedir) { return true }
1987
- if (b == linedir) { return false }
1988
- return a < b
1989
- }
1990
-
1991
  var bidiOther = null
1992
- function getBidiPartAt(order, pos) {
1993
  var found
1994
  bidiOther = null
1995
  for (var i = 0; i < order.length; ++i) {
1996
  var cur = order[i]
1997
- if (cur.from < pos && cur.to > pos) { return i }
1998
- if ((cur.from == pos || cur.to == pos)) {
1999
- if (found == null) {
2000
- found = i
2001
- } else if (compareBidiLevel(order, cur.level, order[found].level)) {
2002
- if (cur.from != cur.to) { bidiOther = found }
2003
- return i
2004
- } else {
2005
- if (cur.from != cur.to) { bidiOther = i }
2006
- return found
2007
- }
2008
  }
2009
- }
2010
- return found
2011
- }
2012
-
2013
- function moveInLine(line, pos, dir, byUnit) {
2014
- if (!byUnit) { return pos + dir }
2015
- do { pos += dir }
2016
- while (pos > 0 && isExtendingChar(line.text.charAt(pos)))
2017
- return pos
2018
- }
2019
-
2020
- // This is needed in order to move 'visually' through bi-directional
2021
- // text -- i.e., pressing left should make the cursor go left, even
2022
- // when in RTL text. The tricky part is the 'jumps', where RTL and
2023
- // LTR text touch each other. This often requires the cursor offset
2024
- // to move more than one unit, in order to visually move one unit.
2025
- function moveVisually(line, start, dir, byUnit) {
2026
- var bidi = getOrder(line)
2027
- if (!bidi) { return moveLogically(line, start, dir, byUnit) }
2028
- var pos = getBidiPartAt(bidi, start), part = bidi[pos]
2029
- var target = moveInLine(line, start, part.level % 2 ? -dir : dir, byUnit)
2030
-
2031
- for (;;) {
2032
- if (target > part.from && target < part.to) { return target }
2033
- if (target == part.from || target == part.to) {
2034
- if (getBidiPartAt(bidi, target) == pos) { return target }
2035
- part = bidi[pos += dir]
2036
- return (dir > 0) == part.level % 2 ? part.to : part.from
2037
- } else {
2038
- part = bidi[pos += dir]
2039
- if (!part) { return null }
2040
- if ((dir > 0) == part.level % 2)
2041
- { target = moveInLine(line, part.to, -1, byUnit) }
2042
- else
2043
- { target = moveInLine(line, part.from, 1, byUnit) }
2044
  }
2045
  }
2046
- }
2047
-
2048
- function moveLogically(line, start, dir, byUnit) {
2049
- var target = start + dir
2050
- if (byUnit) { while (target > 0 && isExtendingChar(line.text.charAt(target))) { target += dir } }
2051
- return target < 0 || target > line.text.length ? null : target
2052
  }
2053
 
2054
  // Bidirectional ordering algorithm
@@ -2214,10 +2184,6 @@ webpackJsonp([1],{
2214
  lst(order).to -= m[0].length
2215
  order.push(new BidiSpan(0, len - m[0].length, len))
2216
  }
2217
- if (order[0].level == 2)
2218
- { order.unshift(new BidiSpan(1, order[0].to, order[0].to)) }
2219
- if (order[0].level != lst(order).level)
2220
- { order.push(new BidiSpan(order[0].level, len, len)) }
2221
 
2222
  return order
2223
  }
@@ -2232,6 +2198,111 @@ webpackJsonp([1],{
2232
  return order
2233
  }
2234
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
2235
  // EVENT HANDLING
2236
 
2237
  // Lightweight event framework. on/off also work on DOM nodes,
@@ -2520,74 +2591,72 @@ webpackJsonp([1],{
2520
  this.tabSize = tabSize || 8
2521
  this.lastColumnPos = this.lastColumnValue = 0
2522
  this.lineStart = 0
2523
- }
2524
 
2525
- StringStream.prototype = {
2526
- eol: function() {return this.pos >= this.string.length},
2527
- sol: function() {return this.pos == this.lineStart},
2528
- peek: function() {return this.string.charAt(this.pos) || undefined},
2529
- next: function() {
2530
- if (this.pos < this.string.length)
2531
- { return this.string.charAt(this.pos++) }
2532
- },
2533
- eat: function(match) {
2534
- var ch = this.string.charAt(this.pos)
2535
- var ok
2536
- if (typeof match == "string") { ok = ch == match }
2537
- else { ok = ch && (match.test ? match.test(ch) : match(ch)) }
2538
- if (ok) {++this.pos; return ch}
2539
- },
2540
- eatWhile: function(match) {
2541
- var start = this.pos
2542
- while (this.eat(match)){}
2543
- return this.pos > start
2544
- },
2545
- eatSpace: function() {
2546
  var this$1 = this;
2547
 
2548
- var start = this.pos
2549
- while (/[\s\u00a0]/.test(this.string.charAt(this.pos))) { ++this$1.pos }
2550
- return this.pos > start
2551
- },
2552
- skipToEnd: function() {this.pos = this.string.length},
2553
- skipTo: function(ch) {
2554
- var found = this.string.indexOf(ch, this.pos)
2555
- if (found > -1) {this.pos = found; return true}
2556
- },
2557
- backUp: function(n) {this.pos -= n},
2558
- column: function() {
2559
- if (this.lastColumnPos < this.start) {
2560
- this.lastColumnValue = countColumn(this.string, this.start, this.tabSize, this.lastColumnPos, this.lastColumnValue)
2561
- this.lastColumnPos = this.start
2562
- }
2563
- return this.lastColumnValue - (this.lineStart ? countColumn(this.string, this.lineStart, this.tabSize) : 0)
2564
- },
2565
- indentation: function() {
2566
- return countColumn(this.string, null, this.tabSize) -
2567
- (this.lineStart ? countColumn(this.string, this.lineStart, this.tabSize) : 0)
2568
- },
2569
- match: function(pattern, consume, caseInsensitive) {
2570
- if (typeof pattern == "string") {
2571
- var cased = function (str) { return caseInsensitive ? str.toLowerCase() : str; }
2572
- var substr = this.string.substr(this.pos, pattern.length)
2573
- if (cased(substr) == cased(pattern)) {
2574
- if (consume !== false) { this.pos += pattern.length }
2575
- return true
2576
- }
2577
- } else {
2578
- var match = this.string.slice(this.pos).match(pattern)
2579
- if (match && match.index > 0) { return null }
2580
- if (match && consume !== false) { this.pos += match[0].length }
2581
- return match
2582
  }
2583
- },
2584
- current: function(){return this.string.slice(this.start, this.pos)},
2585
- hideFirstChars: function(n, inner) {
2586
- this.lineStart += n
2587
- try { return inner() }
2588
- finally { this.lineStart -= n }
2589
  }
2590
- }
 
 
 
 
 
 
2591
 
2592
  // Compute a style array (an array starting with a mode generation
2593
  // -- for invalidation -- followed by pairs of end positions and
@@ -2792,13 +2861,14 @@ webpackJsonp([1],{
2792
 
2793
  // Line objects. These hold state related to a line, including
2794
  // highlighting info (the styles array).
2795
- function Line(text, markedSpans, estimateHeight) {
2796
  this.text = text
2797
  attachMarkedSpans(this, markedSpans)
2798
  this.height = estimateHeight ? estimateHeight(this) : 1
2799
- }
 
 
2800
  eventMixin(Line)
2801
- Line.prototype.lineNo = function() { return lineNo(this) }
2802
 
2803
  // Change the content (text, markers) of a line. Automatically
2804
  // invalidates cached information and tries to re-estimate the
@@ -3718,6 +3788,19 @@ webpackJsonp([1],{
3718
  // Returns a box for a given cursor position, which may have an
3719
  // 'other' property containing the position of the secondary cursor
3720
  // on a bidi boundary.
 
 
 
 
 
 
 
 
 
 
 
 
 
3721
  function cursorCoords(cm, pos, context, lineObj, preparedMeasure, varHeight) {
3722
  lineObj = lineObj || getLine(cm.doc, pos.line)
3723
  if (!preparedMeasure) { preparedMeasure = prepareMeasureForLine(cm, lineObj) }
@@ -3726,25 +3809,24 @@ webpackJsonp([1],{
3726
  if (right) { m.left = m.right; } else { m.right = m.left }
3727
  return intoCoordSystem(cm, lineObj, m, context)
3728
  }
3729
- function getBidi(ch, partPos) {
3730
- var part = order[partPos], right = part.level % 2
3731
- if (ch == bidiLeft(part) && partPos && part.level < order[partPos - 1].level) {
3732
- part = order[--partPos]
3733
- ch = bidiRight(part) - (part.level % 2 ? 0 : 1)
3734
- right = true
3735
- } else if (ch == bidiRight(part) && partPos < order.length - 1 && part.level < order[partPos + 1].level) {
3736
- part = order[++partPos]
3737
- ch = bidiLeft(part) - part.level % 2
3738
- right = false
3739
- }
3740
- if (right && ch == part.to && ch > part.from) { return get(ch - 1) }
3741
- return get(ch, right)
3742
- }
3743
- var order = getOrder(lineObj), ch = pos.ch
3744
- if (!order) { return get(ch) }
3745
- var partPos = getBidiPartAt(order, ch)
3746
- var val = getBidi(ch, partPos)
3747
- if (bidiOther != null) { val.other = getBidi(ch, bidiOther) }
3748
  return val
3749
  }
3750
 
@@ -3765,8 +3847,8 @@ webpackJsonp([1],{
3765
  // the right of the character position, for example). When outside
3766
  // is true, that means the coordinates lie outside the line's
3767
  // vertical range.
3768
- function PosWithInfo(line, ch, outside, xRel) {
3769
- var pos = Pos(line, ch)
3770
  pos.xRel = xRel
3771
  if (outside) { pos.outside = true }
3772
  return pos
@@ -3777,10 +3859,10 @@ webpackJsonp([1],{
3777
  function coordsChar(cm, x, y) {
3778
  var doc = cm.doc
3779
  y += cm.display.viewOffset
3780
- if (y < 0) { return PosWithInfo(doc.first, 0, true, -1) }
3781
  var lineN = lineAtHeight(doc, y), last = doc.first + doc.size - 1
3782
  if (lineN > last)
3783
- { return PosWithInfo(doc.first + doc.size - 1, getLine(doc, last).text.length, true, 1) }
3784
  if (x < 0) { x = 0 }
3785
 
3786
  var lineObj = getLine(doc, lineN)
@@ -3795,57 +3877,68 @@ webpackJsonp([1],{
3795
  }
3796
  }
3797
 
3798
- function coordsCharInner(cm, lineObj, lineNo, x, y) {
3799
- var innerOff = y - heightAtLine(lineObj)
3800
- var wrongLine = false, adjust = 2 * cm.display.wrapper.clientWidth
3801
- var preparedMeasure = prepareMeasureForLine(cm, lineObj)
3802
-
3803
- function getX(ch) {
3804
- var sp = cursorCoords(cm, Pos(lineNo, ch), "line", lineObj, preparedMeasure)
3805
- wrongLine = true
3806
- if (innerOff > sp.bottom) { return sp.left - adjust }
3807
- else if (innerOff < sp.top) { return sp.left + adjust }
3808
- else { wrongLine = false }
3809
- return sp.left
3810
- }
3811
 
3812
- var bidi = getOrder(lineObj), dist = lineObj.text.length
3813
- var from = lineLeft(lineObj), to = lineRight(lineObj)
3814
- var fromX = getX(from), fromOutside = wrongLine, toX = getX(to), toOutside = wrongLine
 
3815
 
3816
- if (x > toX) { return PosWithInfo(lineNo, to, toOutside, 1) }
3817
- // Do a binary search between these bounds.
3818
- for (;;) {
3819
- if (bidi ? to == from || to == moveVisually(lineObj, from, 1) : to - from <= 1) {
3820
- var ch = x < fromX || x - fromX <= toX - x ? from : to
3821
- var outside = ch == from ? fromOutside : toOutside
3822
- var xDiff = x - (ch == from ? fromX : toX)
3823
- // This is a kludge to handle the case where the coordinates
3824
- // are after a line-wrapped line. We should replace it with a
3825
- // more general handling of cursor positions around line
3826
- // breaks. (Issue #4078)
3827
- if (toOutside && !bidi && !/\s/.test(lineObj.text.charAt(ch)) && xDiff > 0 &&
3828
- ch < lineObj.text.length && preparedMeasure.view.measure.heights.length > 1) {
3829
- var charSize = measureCharPrepared(cm, preparedMeasure, ch, "right")
3830
- if (innerOff <= charSize.bottom && innerOff >= charSize.top && Math.abs(x - charSize.right) < xDiff) {
3831
- outside = false
3832
- ch++
3833
- xDiff = x - charSize.right
3834
- }
 
 
 
3835
  }
3836
- while (isExtendingChar(lineObj.text.charAt(ch))) { ++ch }
3837
- var pos = PosWithInfo(lineNo, ch, outside, xDiff < -1 ? -1 : xDiff > 1 ? 1 : 0)
3838
- return pos
 
 
3839
  }
3840
- var step = Math.ceil(dist / 2), middle = from + step
3841
- if (bidi) {
3842
- middle = from
3843
- for (var i = 0; i < step; ++i) { middle = moveVisually(lineObj, middle, 1) }
3844
- }
3845
- var middleX = getX(middle)
3846
- if (middleX > x) {to = middle; toX = middleX; if (toOutside = wrongLine) { toX += 1000; } dist = step}
3847
- else {from = middle; fromX = middleX; fromOutside = wrongLine; dist -= step}
3848
- }
 
 
 
 
 
 
 
 
 
 
 
3849
  }
3850
 
3851
  var measureText
@@ -4432,7 +4525,7 @@ webpackJsonp([1],{
4432
  this.horiz.style.left = measure.barLeft + "px"
4433
  var totalWidth = measure.viewWidth - measure.barLeft - (needsV ? sWidth : 0)
4434
  this.horiz.firstChild.style.width =
4435
- (measure.scrollWidth - measure.clientWidth + totalWidth) + "px"
4436
  } else {
4437
  this.horiz.style.display = ""
4438
  this.horiz.firstChild.style.width = "0"
@@ -5317,63 +5410,61 @@ webpackJsonp([1],{
5317
  // (and non-touching) ranges, sorted, and an integer that indicates
5318
  // which one is the primary selection (the one that's scrolled into
5319
  // view, that getCursor returns, etc).
5320
- function Selection(ranges, primIndex) {
5321
  this.ranges = ranges
5322
  this.primIndex = primIndex
5323
- }
5324
 
5325
- Selection.prototype = {
5326
- primary: function() { return this.ranges[this.primIndex] },
5327
- equals: function(other) {
5328
  var this$1 = this;
5329
 
5330
- if (other == this) { return true }
5331
- if (other.primIndex != this.primIndex || other.ranges.length != this.ranges.length) { return false }
5332
- for (var i = 0; i < this.ranges.length; i++) {
5333
- var here = this$1.ranges[i], there = other.ranges[i]
5334
- if (cmp(here.anchor, there.anchor) != 0 || cmp(here.head, there.head) != 0) { return false }
5335
- }
5336
- return true
5337
- },
5338
- deepCopy: function() {
 
5339
  var this$1 = this;
5340
 
5341
- var out = []
5342
- for (var i = 0; i < this.ranges.length; i++)
5343
- { out[i] = new Range(copyPos(this$1.ranges[i].anchor), copyPos(this$1.ranges[i].head)) }
5344
- return new Selection(out, this.primIndex)
5345
- },
5346
- somethingSelected: function() {
 
5347
  var this$1 = this;
5348
 
5349
- for (var i = 0; i < this.ranges.length; i++)
5350
- { if (!this$1.ranges[i].empty()) { return true } }
5351
- return false
5352
- },
5353
- contains: function(pos, end) {
 
5354
  var this$1 = this;
5355
 
5356
- if (!end) { end = pos }
5357
- for (var i = 0; i < this.ranges.length; i++) {
5358
- var range = this$1.ranges[i]
5359
- if (cmp(end, range.from()) >= 0 && cmp(pos, range.to()) <= 0)
5360
- { return i }
5361
- }
5362
- return -1
5363
  }
5364
- }
 
5365
 
5366
- function Range(anchor, head) {
5367
  this.anchor = anchor; this.head = head
5368
- }
5369
 
5370
- Range.prototype = {
5371
- from: function() { return minPos(this.anchor, this.head) },
5372
- to: function() { return maxPos(this.anchor, this.head) },
5373
- empty: function() {
5374
- return this.head.line == this.anchor.line && this.head.ch == this.anchor.ch
5375
- }
5376
- }
5377
 
5378
  // Take an unsorted, potentially overlapping set of ranges, and
5379
  // build a selection out of it. 'Consumes' ranges array (modifying
@@ -6312,7 +6403,7 @@ webpackJsonp([1],{
6312
  //
6313
  // See also http://marijnhaverbeke.nl/blog/codemirror-line-tree.html
6314
 
6315
- function LeafChunk(lines) {
6316
  var this$1 = this;
6317
 
6318
  this.lines = lines
@@ -6323,45 +6414,47 @@ webpackJsonp([1],{
6323
  height += lines[i].height
6324
  }
6325
  this.height = height
6326
- }
 
 
6327
 
6328
- LeafChunk.prototype = {
6329
- chunkSize: function() { return this.lines.length },
6330
- // Remove the n lines at offset 'at'.
6331
- removeInner: function(at, n) {
6332
  var this$1 = this;
6333
 
6334
- for (var i = at, e = at + n; i < e; ++i) {
6335
- var line = this$1.lines[i]
6336
- this$1.height -= line.height
6337
- cleanUpLine(line)
6338
- signalLater(line, "delete")
6339
- }
6340
- this.lines.splice(at, n)
6341
- },
6342
- // Helper used to collapse a small branch into a single leaf.
6343
- collapse: function(lines) {
6344
- lines.push.apply(lines, this.lines)
6345
- },
6346
- // Insert the given array of lines at offset 'at', count them as
6347
- // having the given height.
6348
- insertInner: function(at, lines, height) {
 
 
6349
  var this$1 = this;
6350
 
6351
- this.height += height
6352
- this.lines = this.lines.slice(0, at).concat(lines).concat(this.lines.slice(at))
6353
- for (var i = 0; i < lines.length; ++i) { lines[i].parent = this$1 }
6354
- },
6355
- // Used to iterate over a part of the tree.
6356
- iterN: function(at, n, op) {
 
6357
  var this$1 = this;
6358
 
6359
- for (var e = at + n; at < e; ++at)
6360
- { if (op(this$1.lines[at])) { return true } }
6361
- }
6362
- }
6363
 
6364
- function BranchChunk(children) {
6365
  var this$1 = this;
6366
 
6367
  this.children = children
@@ -6374,123 +6467,120 @@ webpackJsonp([1],{
6374
  this.size = size
6375
  this.height = height
6376
  this.parent = null
6377
- }
6378
 
6379
- BranchChunk.prototype = {
6380
- chunkSize: function() { return this.size },
6381
- removeInner: function(at, n) {
6382
  var this$1 = this;
6383
 
6384
- this.size -= n
6385
- for (var i = 0; i < this.children.length; ++i) {
6386
- var child = this$1.children[i], sz = child.chunkSize()
6387
- if (at < sz) {
6388
- var rm = Math.min(n, sz - at), oldHeight = child.height
6389
- child.removeInner(at, rm)
6390
- this$1.height -= oldHeight - child.height
6391
- if (sz == rm) { this$1.children.splice(i--, 1); child.parent = null }
6392
- if ((n -= rm) == 0) { break }
6393
- at = 0
6394
- } else { at -= sz }
6395
- }
6396
- // If the result is smaller than 25 lines, ensure that it is a
6397
- // single leaf node.
6398
- if (this.size - n < 25 &&
6399
- (this.children.length > 1 || !(this.children[0] instanceof LeafChunk))) {
6400
- var lines = []
6401
- this.collapse(lines)
6402
- this.children = [new LeafChunk(lines)]
6403
- this.children[0].parent = this
6404
- }
6405
- },
6406
- collapse: function(lines) {
 
6407
  var this$1 = this;
6408
 
6409
- for (var i = 0; i < this.children.length; ++i) { this$1.children[i].collapse(lines) }
6410
- },
6411
- insertInner: function(at, lines, height) {
 
6412
  var this$1 = this;
6413
 
6414
- this.size += lines.length
6415
- this.height += height
6416
- for (var i = 0; i < this.children.length; ++i) {
6417
- var child = this$1.children[i], sz = child.chunkSize()
6418
- if (at <= sz) {
6419
- child.insertInner(at, lines, height)
6420
- if (child.lines && child.lines.length > 50) {
6421
- // To avoid memory thrashing when child.lines is huge (e.g. first view of a large file), it's never spliced.
6422
- // Instead, small slices are taken. They're taken in order because sequential memory accesses are fastest.
6423
- var remaining = child.lines.length % 25 + 25
6424
- for (var pos = remaining; pos < child.lines.length;) {
6425
- var leaf = new LeafChunk(child.lines.slice(pos, pos += 25))
6426
- child.height -= leaf.height
6427
- this$1.children.splice(++i, 0, leaf)
6428
- leaf.parent = this$1
6429
- }
6430
- child.lines = child.lines.slice(0, remaining)
6431
- this$1.maybeSpill()
6432
  }
6433
- break
 
6434
  }
6435
- at -= sz
6436
  }
6437
- },
6438
- // When a node has grown, check whether it should be split.
6439
- maybeSpill: function() {
6440
- if (this.children.length <= 10) { return }
6441
- var me = this
6442
- do {
6443
- var spilled = me.children.splice(me.children.length - 5, 5)
6444
- var sibling = new BranchChunk(spilled)
6445
- if (!me.parent) { // Become the parent node
6446
- var copy = new BranchChunk(me.children)
6447
- copy.parent = me
6448
- me.children = [copy, sibling]
6449
- me = copy
6450
- } else {
6451
- me.size -= sibling.size
6452
- me.height -= sibling.height
6453
- var myIndex = indexOf(me.parent.children, me)
6454
- me.parent.children.splice(myIndex + 1, 0, sibling)
6455
- }
6456
- sibling.parent = me.parent
6457
- } while (me.children.length > 10)
6458
- me.parent.maybeSpill()
6459
- },
6460
- iterN: function(at, n, op) {
 
 
 
 
6461
  var this$1 = this;
6462
 
6463
- for (var i = 0; i < this.children.length; ++i) {
6464
- var child = this$1.children[i], sz = child.chunkSize()
6465
- if (at < sz) {
6466
- var used = Math.min(n, sz - at)
6467
- if (child.iterN(at, used, op)) { return true }
6468
- if ((n -= used) == 0) { break }
6469
- at = 0
6470
- } else { at -= sz }
6471
- }
6472
  }
6473
- }
6474
 
6475
  // Line widgets are block elements displayed above or below a line.
6476
 
6477
- function LineWidget(doc, node, options) {
6478
  var this$1 = this;
6479
 
6480
  if (options) { for (var opt in options) { if (options.hasOwnProperty(opt))
6481
  { this$1[opt] = options[opt] } } }
6482
  this.doc = doc
6483
  this.node = node
6484
- }
6485
- eventMixin(LineWidget)
6486
-
6487
- function adjustScrollWhenAboveVisible(cm, line, diff) {
6488
- if (heightAtLine(line) < ((cm.curOp && cm.curOp.scrollTop) || cm.doc.scrollTop))
6489
- { addToScrollPos(cm, null, diff) }
6490
- }
6491
 
6492
- LineWidget.prototype.clear = function() {
6493
- var this$1 = this;
6494
 
6495
  var cm = this.doc.cm, ws = this.line.widgets, line = this.line, no = lineNo(line)
6496
  if (no == null || !ws) { return }
@@ -6498,12 +6588,16 @@ webpackJsonp([1],{
6498
  if (!ws.length) { line.widgets = null }
6499
  var height = widgetHeight(this)
6500
  updateLineHeight(line, Math.max(0, line.height - height))
6501
- if (cm) { runInOp(cm, function () {
6502
- adjustScrollWhenAboveVisible(cm, line, -height)
6503
- regLineChange(cm, no, "widget")
6504
- }) }
6505
- }
6506
- LineWidget.prototype.changed = function() {
 
 
 
 
6507
  var oldH = this.height, cm = this.doc.cm, line = this.line
6508
  this.height = null
6509
  var diff = widgetHeight(this) - oldH
@@ -6513,6 +6607,12 @@ webpackJsonp([1],{
6513
  cm.curOp.forceUpdate = true
6514
  adjustScrollWhenAboveVisible(cm, line, diff)
6515
  }) }
 
 
 
 
 
 
6516
  }
6517
 
6518
  function addLineWidget(doc, handle, node, options) {
@@ -6532,6 +6632,7 @@ webpackJsonp([1],{
6532
  }
6533
  return true
6534
  })
 
6535
  return widget
6536
  }
6537
 
@@ -6552,17 +6653,16 @@ webpackJsonp([1],{
6552
  // when they overlap (they may nest, but not partially overlap).
6553
  var nextMarkerId = 0
6554
 
6555
- function TextMarker(doc, type) {
6556
  this.lines = []
6557
  this.type = type
6558
  this.doc = doc
6559
  this.id = ++nextMarkerId
6560
- }
6561
- eventMixin(TextMarker)
6562
 
6563
  // Clear the marker.
6564
- TextMarker.prototype.clear = function() {
6565
- var this$1 = this;
6566
 
6567
  if (this.explicitlyCleared) { return }
6568
  var cm = this.doc.cm, withOp = cm && !cm.curOp
@@ -6603,15 +6703,15 @@ webpackJsonp([1],{
6603
  if (cm) { signalLater(cm, "markerCleared", cm, this) }
6604
  if (withOp) { endOperation(cm) }
6605
  if (this.parent) { this.parent.clear() }
6606
- }
6607
 
6608
  // Find the position of the marker in the document. Returns a {from,
6609
  // to} object by default. Side can be passed to get a specific side
6610
  // -- 0 (both), -1 (left), or 1 (right). When lineObj is true, the
6611
  // Pos objects returned contain a line object, rather than a line
6612
  // number (used to prevent looking up the same line twice).
6613
- TextMarker.prototype.find = function(side, lineObj) {
6614
- var this$1 = this;
6615
 
6616
  if (side == null && this.type == "bookmark") { side = 1 }
6617
  var from, to
@@ -6628,11 +6728,11 @@ webpackJsonp([1],{
6628
  }
6629
  }
6630
  return from && {from: from, to: to}
6631
- }
6632
 
6633
  // Signals that the marker's widget changed, and surrounding layout
6634
  // should be recomputed.
6635
- TextMarker.prototype.changed = function() {
6636
  var pos = this.find(-1, true), widget = this, cm = this.doc.cm
6637
  if (!pos || !cm) { return }
6638
  runInOp(cm, function () {
@@ -6651,23 +6751,25 @@ webpackJsonp([1],{
6651
  { updateLineHeight(line, line.height + dHeight) }
6652
  }
6653
  })
6654
- }
6655
 
6656
- TextMarker.prototype.attachLine = function(line) {
6657
  if (!this.lines.length && this.doc.cm) {
6658
  var op = this.doc.cm.curOp
6659
  if (!op.maybeHiddenMarkers || indexOf(op.maybeHiddenMarkers, this) == -1)
6660
  { (op.maybeUnhiddenMarkers || (op.maybeUnhiddenMarkers = [])).push(this) }
6661
  }
6662
  this.lines.push(line)
6663
- }
6664
- TextMarker.prototype.detachLine = function(line) {
 
6665
  this.lines.splice(indexOf(this.lines, line), 1)
6666
  if (!this.lines.length && this.doc.cm) {
6667
  var op = this.doc.cm.curOp
6668
  ;(op.maybeHiddenMarkers || (op.maybeHiddenMarkers = [])).push(this)
6669
  }
6670
- }
 
6671
 
6672
  // Create a marker, wire it up to the right lines, and
6673
  function markText(doc, from, to, options, type) {
@@ -6745,28 +6847,29 @@ webpackJsonp([1],{
6745
  // A shared marker spans multiple linked documents. It is
6746
  // implemented as a meta-marker-object controlling multiple normal
6747
  // markers.
6748
- function SharedTextMarker(markers, primary) {
6749
  var this$1 = this;
6750
 
6751
  this.markers = markers
6752
  this.primary = primary
6753
  for (var i = 0; i < markers.length; ++i)
6754
  { markers[i].parent = this$1 }
6755
- }
6756
- eventMixin(SharedTextMarker)
6757
 
6758
- SharedTextMarker.prototype.clear = function() {
6759
- var this$1 = this;
6760
 
6761
  if (this.explicitlyCleared) { return }
6762
  this.explicitlyCleared = true
6763
  for (var i = 0; i < this.markers.length; ++i)
6764
  { this$1.markers[i].clear() }
6765
  signalLater(this, "clear")
6766
- }
6767
- SharedTextMarker.prototype.find = function(side, lineObj) {
 
6768
  return this.primary.find(side, lineObj)
6769
- }
 
6770
 
6771
  function markTextShared(doc, from, to, options, type) {
6772
  options = copyObj(options)
@@ -7701,19 +7804,13 @@ webpackJsonp([1],{
7701
  var line = getLine(cm.doc, lineN)
7702
  var visual = visualLine(line)
7703
  if (visual != line) { lineN = lineNo(visual) }
7704
- var order = getOrder(visual)
7705
- var ch = !order ? 0 : order[0].level % 2 ? lineRight(visual) : lineLeft(visual)
7706
- return Pos(lineN, ch)
7707
  }
7708
  function lineEnd(cm, lineN) {
7709
- var merged, line = getLine(cm.doc, lineN)
7710
- while (merged = collapsedSpanAtEnd(line)) {
7711
- line = merged.find(1, true).line
7712
- lineN = null
7713
- }
7714
- var order = getOrder(line)
7715
- var ch = !order ? line.text.length : order[0].level % 2 ? lineLeft(line) : lineRight(line)
7716
- return Pos(lineN == null ? lineNo(line) : lineN, ch)
7717
  }
7718
  function lineStartSmart(cm, pos) {
7719
  var start = lineStart(cm, pos.line)
@@ -7722,7 +7819,7 @@ webpackJsonp([1],{
7722
  if (!order || order[0].level == 0) {
7723
  var firstNonWS = Math.max(0, line.text.search(/\S/))
7724
  var inWS = pos.line == start.line && pos.ch <= firstNonWS && pos.ch
7725
- return Pos(start.line, inWS ? 0 : firstNonWS)
7726
  }
7727
  return start
7728
  }
@@ -8914,7 +9011,7 @@ webpackJsonp([1],{
8914
  } else {
8915
  lineObj = line
8916
  }
8917
- return intoCoordSystem(this, lineObj, {top: 0, left: 0}, mode || "page", includeWidgets).top +
8918
  (end ? this.doc.height - heightAtLine(lineObj) : 0)
8919
  },
8920
 
@@ -9046,7 +9143,7 @@ webpackJsonp([1],{
9046
  var start = pos.ch, end = pos.ch
9047
  if (line) {
9048
  var helper = this.getHelper(pos, "wordChars")
9049
- if ((pos.xRel < 0 || end == line.length) && start) { --start; } else { ++end }
9050
  var startChar = line.charAt(start)
9051
  var check = isWordChar(startChar, helper)
9052
  ? function (ch) { return isWordChar(ch, helper); }
@@ -9177,22 +9274,30 @@ webpackJsonp([1],{
9177
  // position. The resulting position will have a hitSide=true
9178
  // property if it reached the end of the document.
9179
  function findPosH(doc, pos, dir, unit, visually) {
9180
- var line = pos.line, ch = pos.ch, origDir = dir
9181
- var lineObj = getLine(doc, line)
 
9182
  function findNextLine() {
9183
- var l = line + dir
9184
  if (l < doc.first || l >= doc.first + doc.size) { return false }
9185
- line = l
9186
  return lineObj = getLine(doc, l)
9187
  }
9188
  function moveOnce(boundToLine) {
9189
- var next = (visually ? moveVisually : moveLogically)(lineObj, ch, dir, true)
 
 
 
 
 
9190
  if (next == null) {
9191
- if (!boundToLine && findNextLine()) {
9192
- if (visually) { ch = (dir < 0 ? lineRight : lineLeft)(lineObj) }
9193
- else { ch = dir < 0 ? lineObj.text.length : 0 }
9194
- } else { return false }
9195
- } else { ch = next }
 
 
9196
  return true
9197
  }
9198
 
@@ -9205,14 +9310,14 @@ webpackJsonp([1],{
9205
  var helper = doc.cm && doc.cm.getHelper(pos, "wordChars")
9206
  for (var first = true;; first = false) {
9207
  if (dir < 0 && !moveOnce(!first)) { break }
9208
- var cur = lineObj.text.charAt(ch) || "\n"
9209
  var type = isWordChar(cur, helper) ? "w"
9210
  : group && cur == "\n" ? "n"
9211
  : !group || /\s/.test(cur) ? null
9212
  : "p"
9213
  if (group && !first && !type) { type = "s" }
9214
  if (sawType && sawType != type) {
9215
- if (dir < 0) {dir = 1; moveOnce()}
9216
  break
9217
  }
9218
 
@@ -9220,8 +9325,8 @@ webpackJsonp([1],{
9220
  if (dir > 0 && !moveOnce(!first)) { break }
9221
  }
9222
  }
9223
- var result = skipAtomic(doc, Pos(line, ch), pos, origDir, true)
9224
- if (!cmp(pos, result)) { result.hitSide = true }
9225
  return result
9226
  }
9227
 
@@ -9564,6 +9669,7 @@ webpackJsonp([1],{
9564
  };
9565
 
9566
  ContentEditableInput.prototype.onKeyPress = function (e) {
 
9567
  e.preventDefault()
9568
  if (!this.cm.isReadOnly())
9569
  { operation(this.cm, applyTextInput)(this.cm, String.fromCharCode(e.charCode == null ? e.keyCode : e.charCode), 0) }
@@ -10028,10 +10134,14 @@ webpackJsonp([1],{
10028
  if (!ie || (ie && ie_version < 9)) { prepareSelectAllHack() }
10029
  var i = 0, poll = function () {
10030
  if (display.selForContextMenu == cm.doc.sel && te.selectionStart == 0 &&
10031
- te.selectionEnd > 0 && input.prevInput == "\u200b")
10032
- { operation(cm, selectAll)(cm) }
10033
- else if (i++ < 10) { display.detectingSelectAll = setTimeout(poll, 500) }
10034
- else { display.input.reset() }
 
 
 
 
10035
  }
10036
  display.detectingSelectAll = setTimeout(poll, 200)
10037
  }
@@ -10207,7 +10317,7 @@ webpackJsonp([1],{
10207
 
10208
  addLegacyProps(CodeMirror)
10209
 
10210
- CodeMirror.version = "5.23.0"
10211
 
10212
  return CodeMirror;
10213
 
@@ -10248,6 +10358,7 @@ webpackJsonp([1],{
10248
  colorKeywords = parserConfig.colorKeywords || {},
10249
  valueKeywords = parserConfig.valueKeywords || {},
10250
  allowNested = parserConfig.allowNested,
 
10251
  supportsAtComponent = parserConfig.supportsAtComponent === true;
10252
 
10253
  var type, override;
@@ -10473,6 +10584,8 @@ webpackJsonp([1],{
10473
  };
10474
 
10475
  states.pseudo = function(type, stream, state) {
 
 
10476
  if (type == "word") {
10477
  override = "variable-3";
10478
  return state.context.type;
@@ -10627,6 +10740,7 @@ webpackJsonp([1],{
10627
  electricChars: "}",
10628
  blockCommentStart: "/*",
10629
  blockCommentEnd: "*/",
 
10630
  fold: "brace"
10631
  };
10632
  });
@@ -10950,6 +11064,7 @@ webpackJsonp([1],{
10950
  valueKeywords: valueKeywords,
10951
  fontProperties: fontProperties,
10952
  allowNested: true,
 
10953
  tokenHooks: {
10954
  "/": function(stream, state) {
10955
  if (stream.eat("/")) {
@@ -10992,6 +11107,7 @@ webpackJsonp([1],{
10992
  valueKeywords: valueKeywords,
10993
  fontProperties: fontProperties,
10994
  allowNested: true,
 
10995
  tokenHooks: {
10996
  "/": function(stream, state) {
10997
  if (stream.eat("/")) {
1122
  var gecko = /gecko\/\d/i.test(userAgent)
1123
  var ie_upto10 = /MSIE \d/.test(userAgent)
1124
  var ie_11up = /Trident\/(?:[7-9]|\d{2,})\..*rv:(\d+)/.exec(userAgent)
1125
+ var edge = /Edge\/(\d+)/.exec(userAgent)
1126
+ var ie = ie_upto10 || ie_11up || edge
1127
+ var ie_version = ie && (ie_upto10 ? document.documentMode || 6 : +(edge || ie_11up)[1])
1128
+ var webkit = !edge && /WebKit\//.test(userAgent)
1129
  var qtwebkit = webkit && /Qt\/\d+\.\d+/.test(userAgent)
1130
+ var chrome = !edge && /Chrome\//.test(userAgent)
1131
  var presto = /Opera\//.test(userAgent)
1132
  var safari = /Apple Computer/.test(navigator.vendor)
1133
  var mac_geMountainLion = /Mac OS X 1\d\D([8-9]|\d\d)\D/.test(userAgent)
1134
  var phantom = /PhantomJS/.test(userAgent)
1135
 
1136
+ var ios = !edge && /AppleWebKit/.test(userAgent) && /Mobile\/\w+/.test(userAgent)
1137
  // This is woefully incomplete. Suggestions for alternative methods welcome.
1138
  var mobile = ios || /Android|webOS|BlackBerry|Opera Mini|Opera Mobi|IEMobile/i.test(userAgent)
1139
  var mac = ios || /Mac/.test(platform)
1267
  }
1268
  }
1269
 
1270
+ var Delayed = function() {this.id = null};
1271
+ Delayed.prototype.set = function (ms, f) {
1272
  clearTimeout(this.id)
1273
  this.id = setTimeout(f, ms)
1274
+ };
1275
 
1276
  function indexOf(array, elt) {
1277
  for (var i = 0; i < array.length; ++i)
1365
  var extendingChars = /[\u0300-\u036f\u0483-\u0489\u0591-\u05bd\u05bf\u05c1\u05c2\u05c4\u05c5\u05c7\u0610-\u061a\u064b-\u065e\u0670\u06d6-\u06dc\u06de-\u06e4\u06e7\u06e8\u06ea-\u06ed\u0711\u0730-\u074a\u07a6-\u07b0\u07eb-\u07f3\u0816-\u0819\u081b-\u0823\u0825-\u0827\u0829-\u082d\u0900-\u0902\u093c\u0941-\u0948\u094d\u0951-\u0955\u0962\u0963\u0981\u09bc\u09be\u09c1-\u09c4\u09cd\u09d7\u09e2\u09e3\u0a01\u0a02\u0a3c\u0a41\u0a42\u0a47\u0a48\u0a4b-\u0a4d\u0a51\u0a70\u0a71\u0a75\u0a81\u0a82\u0abc\u0ac1-\u0ac5\u0ac7\u0ac8\u0acd\u0ae2\u0ae3\u0b01\u0b3c\u0b3e\u0b3f\u0b41-\u0b44\u0b4d\u0b56\u0b57\u0b62\u0b63\u0b82\u0bbe\u0bc0\u0bcd\u0bd7\u0c3e-\u0c40\u0c46-\u0c48\u0c4a-\u0c4d\u0c55\u0c56\u0c62\u0c63\u0cbc\u0cbf\u0cc2\u0cc6\u0ccc\u0ccd\u0cd5\u0cd6\u0ce2\u0ce3\u0d3e\u0d41-\u0d44\u0d4d\u0d57\u0d62\u0d63\u0dca\u0dcf\u0dd2-\u0dd4\u0dd6\u0ddf\u0e31\u0e34-\u0e3a\u0e47-\u0e4e\u0eb1\u0eb4-\u0eb9\u0ebb\u0ebc\u0ec8-\u0ecd\u0f18\u0f19\u0f35\u0f37\u0f39\u0f71-\u0f7e\u0f80-\u0f84\u0f86\u0f87\u0f90-\u0f97\u0f99-\u0fbc\u0fc6\u102d-\u1030\u1032-\u1037\u1039\u103a\u103d\u103e\u1058\u1059\u105e-\u1060\u1071-\u1074\u1082\u1085\u1086\u108d\u109d\u135f\u1712-\u1714\u1732-\u1734\u1752\u1753\u1772\u1773\u17b7-\u17bd\u17c6\u17c9-\u17d3\u17dd\u180b-\u180d\u18a9\u1920-\u1922\u1927\u1928\u1932\u1939-\u193b\u1a17\u1a18\u1a56\u1a58-\u1a5e\u1a60\u1a62\u1a65-\u1a6c\u1a73-\u1a7c\u1a7f\u1b00-\u1b03\u1b34\u1b36-\u1b3a\u1b3c\u1b42\u1b6b-\u1b73\u1b80\u1b81\u1ba2-\u1ba5\u1ba8\u1ba9\u1c2c-\u1c33\u1c36\u1c37\u1cd0-\u1cd2\u1cd4-\u1ce0\u1ce2-\u1ce8\u1ced\u1dc0-\u1de6\u1dfd-\u1dff\u200c\u200d\u20d0-\u20f0\u2cef-\u2cf1\u2de0-\u2dff\u302a-\u302f\u3099\u309a\ua66f-\ua672\ua67c\ua67d\ua6f0\ua6f1\ua802\ua806\ua80b\ua825\ua826\ua8c4\ua8e0-\ua8f1\ua926-\ua92d\ua947-\ua951\ua980-\ua982\ua9b3\ua9b6-\ua9b9\ua9bc\uaa29-\uaa2e\uaa31\uaa32\uaa35\uaa36\uaa43\uaa4c\uaab0\uaab2-\uaab4\uaab7\uaab8\uaabe\uaabf\uaac1\uabe5\uabe8\uabed\udc00-\udfff\ufb1e\ufe00-\ufe0f\ufe20-\ufe26\uff9e\uff9f]/
1366
  function isExtendingChar(ch) { return ch.charCodeAt(0) >= 768 && extendingChars.test(ch) }
1367
 
1368
+ // Returns a number from the range [`0`; `str.length`] unless `pos` is outside that range.
1369
+ function skipExtendingChars(str, pos, dir) {
1370
+ while ((dir < 0 ? pos > 0 : pos < str.length) && isExtendingChar(str.charAt(pos))) { pos += dir }
1371
+ return pos
1372
+ }
1373
+
1374
+ // Returns the value from the range [`from`; `to`] that satisfies
1375
+ // `pred` and is closest to `from`. Assumes that at least `to` satisfies `pred`.
1376
+ function findFirst(pred, from, to) {
1377
+ for (;;) {
1378
+ if (Math.abs(from - to) <= 1) { return pred(from) ? from : to }
1379
+ var mid = Math.floor((from + to) / 2)
1380
+ if (pred(mid)) { to = mid }
1381
+ else { from = mid }
1382
+ }
1383
+ }
1384
+
1385
  // The display handles the DOM integration, both for input reading
1386
  // and content drawing. It holds references to DOM nodes and
1387
  // display-related state.
1569
  }
1570
 
1571
  // A Pos instance represents a position within the text.
1572
+ function Pos(line, ch, sticky) {
1573
+ if ( sticky === void 0 ) sticky = null;
1574
+
1575
+ if (!(this instanceof Pos)) { return new Pos(line, ch, sticky) }
1576
+ this.line = line
1577
+ this.ch = ch
1578
+ this.sticky = sticky
1579
  }
1580
 
1581
  // Compare two positions, return 0 if they are the same, a negative
1582
  // number when a is less, and a positive number otherwise.
1583
  function cmp(a, b) { return a.line - b.line || a.ch - b.ch }
1584
 
1585
+ function equalCursorPos(a, b) { return a.sticky == b.sticky && cmp(a, b) == 0 }
1586
+
1587
  function copyPos(x) {return Pos(x.line, x.ch)}
1588
  function maxPos(a, b) { return cmp(a, b) < 0 ? b : a }
1589
  function minPos(a, b) { return cmp(a, b) < 0 ? a : b }
1779
  if (dto > 0 || !mk.inclusiveRight && !dto)
1780
  { newParts.push({from: m.to, to: p.to}) }
1781
  parts.splice.apply(parts, newParts)
1782
+ j += newParts.length - 3
1783
  }
1784
  }
1785
  return parts
1864
  return line
1865
  }
1866
 
1867
+ function visualLineEnd(line) {
1868
+ var merged
1869
+ while (merged = collapsedSpanAtEnd(line))
1870
+ { line = merged.find(1, true).line }
1871
+ return line
1872
+ }
1873
+
1874
  // Returns an array of logical lines that continue the visual line
1875
  // started by the argument, or undefined if there are no such lines.
1876
  function visualLineContinued(line) {
2002
  if (!found) { f(from, to, "ltr") }
2003
  }
2004
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
2005
  var bidiOther = null
2006
+ function getBidiPartAt(order, ch, sticky) {
2007
  var found
2008
  bidiOther = null
2009
  for (var i = 0; i < order.length; ++i) {
2010
  var cur = order[i]
2011
+ if (cur.from < ch && cur.to > ch) { return i }
2012
+ if (cur.to == ch) {
2013
+ if (cur.from != cur.to && sticky == "before") { found = i }
2014
+ else { bidiOther = i }
 
 
 
 
 
 
 
2015
  }
2016
+ if (cur.from == ch) {
2017
+ if (cur.from != cur.to && sticky != "before") { found = i }
2018
+ else { bidiOther = i }
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
2019
  }
2020
  }
2021
+ return found != null ? found : bidiOther
 
 
 
 
 
2022
  }
2023
 
2024
  // Bidirectional ordering algorithm
2184
  lst(order).to -= m[0].length
2185
  order.push(new BidiSpan(0, len - m[0].length, len))
2186
  }
 
 
 
 
2187
 
2188
  return order
2189
  }
2198
  return order
2199
  }
2200
 
2201
+ function moveCharLogically(line, ch, dir) {
2202
+ var target = skipExtendingChars(line.text, ch + dir, dir)
2203
+ return target < 0 || target > line.text.length ? null : target
2204
+ }
2205
+
2206
+ function moveLogically(line, start, dir) {
2207
+ var ch = moveCharLogically(line, start.ch, dir)
2208
+ return ch == null ? null : new Pos(start.line, ch, dir < 0 ? "after" : "before")
2209
+ }
2210
+
2211
+ function endOfLine(visually, cm, lineObj, lineNo, dir) {
2212
+ if (visually) {
2213
+ var order = getOrder(lineObj)
2214
+ if (order) {
2215
+ var part = dir < 0 ? lst(order) : order[0]
2216
+ var moveInStorageOrder = (dir < 0) == (part.level == 1)
2217
+ var sticky = moveInStorageOrder ? "after" : "before"
2218
+ var ch
2219
+ // With a wrapped rtl chunk (possibly spanning multiple bidi parts),
2220
+ // it could be that the last bidi part is not on the last visual line,
2221
+ // since visual lines contain content order-consecutive chunks.
2222
+ // Thus, in rtl, we are looking for the first (content-order) character
2223
+ // in the rtl chunk that is on the last line (that is, the same line
2224
+ // as the last (content-order) character).
2225
+ if (part.level > 0) {
2226
+ var prep = prepareMeasureForLine(cm, lineObj)
2227
+ ch = dir < 0 ? lineObj.text.length - 1 : 0
2228
+ var targetTop = measureCharPrepared(cm, prep, ch).top
2229
+ ch = findFirst(function (ch) { return measureCharPrepared(cm, prep, ch).top == targetTop; }, (dir < 0) == (part.level == 1) ? part.from : part.to - 1, ch)
2230
+ if (sticky == "before") { ch = moveCharLogically(lineObj, ch, 1, true) }
2231
+ } else { ch = dir < 0 ? part.to : part.from }
2232
+ return new Pos(lineNo, ch, sticky)
2233
+ }
2234
+ }
2235
+ return new Pos(lineNo, dir < 0 ? lineObj.text.length : 0, dir < 0 ? "before" : "after")
2236
+ }
2237
+
2238
+ function moveVisually(cm, line, start, dir) {
2239
+ var bidi = getOrder(line)
2240
+ if (!bidi) { return moveLogically(line, start, dir) }
2241
+ if (start.ch >= line.text.length) {
2242
+ start.ch = line.text.length
2243
+ start.sticky = "before"
2244
+ } else if (start.ch <= 0) {
2245
+ start.ch = 0
2246
+ start.sticky = "after"
2247
+ }
2248
+ var partPos = getBidiPartAt(bidi, start.ch, start.sticky), part = bidi[partPos]
2249
+ if (part.level % 2 == 0 && (dir > 0 ? part.to > start.ch : part.from < start.ch)) {
2250
+ // Case 1: We move within an ltr part. Even with wrapped lines,
2251
+ // nothing interesting happens.
2252
+ return moveLogically(line, start, dir)
2253
+ }
2254
+
2255
+ var mv = function (pos, dir) { return moveCharLogically(line, pos instanceof Pos ? pos.ch : pos, dir); }
2256
+ var prep
2257
+ var getWrappedLineExtent = function (ch) {
2258
+ if (!cm.options.lineWrapping) { return {begin: 0, end: line.text.length} }
2259
+ prep = prep || prepareMeasureForLine(cm, line)
2260
+ return wrappedLineExtentChar(cm, line, prep, ch)
2261
+ }
2262
+ var wrappedLineExtent = getWrappedLineExtent(start.sticky == "before" ? mv(start, -1) : start.ch)
2263
+
2264
+ if (part.level % 2 == 1) {
2265
+ var ch = mv(start, -dir)
2266
+ if (ch != null && (dir > 0 ? ch >= part.from && ch >= wrappedLineExtent.begin : ch <= part.to && ch <= wrappedLineExtent.end)) {
2267
+ // Case 2: We move within an rtl part on the same visual line
2268
+ var sticky = dir < 0 ? "before" : "after"
2269
+ return new Pos(start.line, ch, sticky)
2270
+ }
2271
+ }
2272
+
2273
+ // Case 3: Could not move within this bidi part in this visual line, so leave
2274
+ // the current bidi part
2275
+
2276
+ var searchInVisualLine = function (partPos, dir, wrappedLineExtent) {
2277
+ var getRes = function (ch, moveInStorageOrder) { return moveInStorageOrder
2278
+ ? new Pos(start.line, mv(ch, 1), "before")
2279
+ : new Pos(start.line, ch, "after"); }
2280
+
2281
+ for (; partPos >= 0 && partPos < bidi.length; partPos += dir) {
2282
+ var part = bidi[partPos]
2283
+ var moveInStorageOrder = (dir > 0) == (part.level != 1)
2284
+ var ch = moveInStorageOrder ? wrappedLineExtent.begin : mv(wrappedLineExtent.end, -1)
2285
+ if (part.from <= ch && ch < part.to) { return getRes(ch, moveInStorageOrder) }
2286
+ ch = moveInStorageOrder ? part.from : mv(part.to, -1)
2287
+ if (wrappedLineExtent.begin <= ch && ch < wrappedLineExtent.end) { return getRes(ch, moveInStorageOrder) }
2288
+ }
2289
+ }
2290
+
2291
+ // Case 3a: Look for other bidi parts on the same visual line
2292
+ var res = searchInVisualLine(partPos + dir, dir, wrappedLineExtent)
2293
+ if (res) { return res }
2294
+
2295
+ // Case 3b: Look for other bidi parts on the next visual line
2296
+ var nextCh = dir > 0 ? wrappedLineExtent.end : mv(wrappedLineExtent.begin, -1)
2297
+ if (nextCh != null && !(dir > 0 && nextCh == line.text.length)) {
2298
+ res = searchInVisualLine(dir > 0 ? 0 : bidi.length - 1, dir, getWrappedLineExtent(nextCh))
2299
+ if (res) { return res }
2300
+ }
2301
+
2302
+ // Case 4: Nowhere to move
2303
+ return null
2304
+ }
2305
+
2306
  // EVENT HANDLING
2307
 
2308
  // Lightweight event framework. on/off also work on DOM nodes,
2591
  this.tabSize = tabSize || 8
2592
  this.lastColumnPos = this.lastColumnValue = 0
2593
  this.lineStart = 0
2594
+ };
2595
 
2596
+ StringStream.prototype.eol = function () {return this.pos >= this.string.length};
2597
+ StringStream.prototype.sol = function () {return this.pos == this.lineStart};
2598
+ StringStream.prototype.peek = function () {return this.string.charAt(this.pos) || undefined};
2599
+ StringStream.prototype.next = function () {
2600
+ if (this.pos < this.string.length)
2601
+ { return this.string.charAt(this.pos++) }
2602
+ };
2603
+ StringStream.prototype.eat = function (match) {
2604
+ var ch = this.string.charAt(this.pos)
2605
+ var ok
2606
+ if (typeof match == "string") { ok = ch == match }
2607
+ else { ok = ch && (match.test ? match.test(ch) : match(ch)) }
2608
+ if (ok) {++this.pos; return ch}
2609
+ };
2610
+ StringStream.prototype.eatWhile = function (match) {
2611
+ var start = this.pos
2612
+ while (this.eat(match)){}
2613
+ return this.pos > start
2614
+ };
2615
+ StringStream.prototype.eatSpace = function () {
 
2616
  var this$1 = this;
2617
 
2618
+ var start = this.pos
2619
+ while (/[\s\u00a0]/.test(this.string.charAt(this.pos))) { ++this$1.pos }
2620
+ return this.pos > start
2621
+ };
2622
+ StringStream.prototype.skipToEnd = function () {this.pos = this.string.length};
2623
+ StringStream.prototype.skipTo = function (ch) {
2624
+ var found = this.string.indexOf(ch, this.pos)
2625
+ if (found > -1) {this.pos = found; return true}
2626
+ };
2627
+ StringStream.prototype.backUp = function (n) {this.pos -= n};
2628
+ StringStream.prototype.column = function () {
2629
+ if (this.lastColumnPos < this.start) {
2630
+ this.lastColumnValue = countColumn(this.string, this.start, this.tabSize, this.lastColumnPos, this.lastColumnValue)
2631
+ this.lastColumnPos = this.start
2632
+ }
2633
+ return this.lastColumnValue - (this.lineStart ? countColumn(this.string, this.lineStart, this.tabSize) : 0)
2634
+ };
2635
+ StringStream.prototype.indentation = function () {
2636
+ return countColumn(this.string, null, this.tabSize) -
2637
+ (this.lineStart ? countColumn(this.string, this.lineStart, this.tabSize) : 0)
2638
+ };
2639
+ StringStream.prototype.match = function (pattern, consume, caseInsensitive) {
2640
+ if (typeof pattern == "string") {
2641
+ var cased = function (str) { return caseInsensitive ? str.toLowerCase() : str; }
2642
+ var substr = this.string.substr(this.pos, pattern.length)
2643
+ if (cased(substr) == cased(pattern)) {
2644
+ if (consume !== false) { this.pos += pattern.length }
2645
+ return true
 
 
 
 
 
 
2646
  }
2647
+ } else {
2648
+ var match = this.string.slice(this.pos).match(pattern)
2649
+ if (match && match.index > 0) { return null }
2650
+ if (match && consume !== false) { this.pos += match[0].length }
2651
+ return match
 
2652
  }
2653
+ };
2654
+ StringStream.prototype.current = function (){return this.string.slice(this.start, this.pos)};
2655
+ StringStream.prototype.hideFirstChars = function (n, inner) {
2656
+ this.lineStart += n
2657
+ try { return inner() }
2658
+ finally { this.lineStart -= n }
2659
+ };
2660
 
2661
  // Compute a style array (an array starting with a mode generation
2662
  // -- for invalidation -- followed by pairs of end positions and
2861
 
2862
  // Line objects. These hold state related to a line, including
2863
  // highlighting info (the styles array).
2864
+ var Line = function(text, markedSpans, estimateHeight) {
2865
  this.text = text
2866
  attachMarkedSpans(this, markedSpans)
2867
  this.height = estimateHeight ? estimateHeight(this) : 1
2868
+ };
2869
+
2870
+ Line.prototype.lineNo = function () { return lineNo(this) };
2871
  eventMixin(Line)
 
2872
 
2873
  // Change the content (text, markers) of a line. Automatically
2874
  // invalidates cached information and tries to re-estimate the
3788
  // Returns a box for a given cursor position, which may have an
3789
  // 'other' property containing the position of the secondary cursor
3790
  // on a bidi boundary.
3791
+ // A cursor Pos(line, char, "before") is on the same visual line as `char - 1`
3792
+ // and after `char - 1` in writing order of `char - 1`
3793
+ // A cursor Pos(line, char, "after") is on the same visual line as `char`
3794
+ // and before `char` in writing order of `char`
3795
+ // Examples (upper-case letters are RTL, lower-case are LTR):
3796
+ // Pos(0, 1, ...)
3797
+ // before after
3798
+ // ab a|b a|b
3799
+ // aB a|B aB|
3800
+ // Ab |Ab A|b
3801
+ // AB B|A B|A
3802
+ // Every position after the last character on a line is considered to stick
3803
+ // to the last character on the line.
3804
  function cursorCoords(cm, pos, context, lineObj, preparedMeasure, varHeight) {
3805
  lineObj = lineObj || getLine(cm.doc, pos.line)
3806
  if (!preparedMeasure) { preparedMeasure = prepareMeasureForLine(cm, lineObj) }
3809
  if (right) { m.left = m.right; } else { m.right = m.left }
3810
  return intoCoordSystem(cm, lineObj, m, context)
3811
  }
3812
+ var order = getOrder(lineObj), ch = pos.ch, sticky = pos.sticky
3813
+ if (ch >= lineObj.text.length) {
3814
+ ch = lineObj.text.length
3815
+ sticky = "before"
3816
+ } else if (ch <= 0) {
3817
+ ch = 0
3818
+ sticky = "after"
3819
+ }
3820
+ if (!order) { return get(sticky == "before" ? ch - 1 : ch, sticky == "before") }
3821
+
3822
+ function getBidi(ch, partPos, invert) {
3823
+ var part = order[partPos], right = (part.level % 2) != 0
3824
+ return get(invert ? ch - 1 : ch, right != invert)
3825
+ }
3826
+ var partPos = getBidiPartAt(order, ch, sticky)
3827
+ var other = bidiOther
3828
+ var val = getBidi(ch, partPos, sticky == "before")
3829
+ if (other != null) { val.other = getBidi(ch, other, sticky != "before") }
 
3830
  return val
3831
  }
3832
 
3847
  // the right of the character position, for example). When outside
3848
  // is true, that means the coordinates lie outside the line's
3849
  // vertical range.
3850
+ function PosWithInfo(line, ch, sticky, outside, xRel) {
3851
+ var pos = Pos(line, ch, sticky)
3852
  pos.xRel = xRel
3853
  if (outside) { pos.outside = true }
3854
  return pos
3859
  function coordsChar(cm, x, y) {
3860
  var doc = cm.doc
3861
  y += cm.display.viewOffset
3862
+ if (y < 0) { return PosWithInfo(doc.first, 0, null, true, -1) }
3863
  var lineN = lineAtHeight(doc, y), last = doc.first + doc.size - 1
3864
  if (lineN > last)
3865
+ { return PosWithInfo(doc.first + doc.size - 1, getLine(doc, last).text.length, null, true, 1) }
3866
  if (x < 0) { x = 0 }
3867
 
3868
  var lineObj = getLine(doc, lineN)
3877
  }
3878
  }
3879
 
3880
+ function wrappedLineExtent(cm, lineObj, preparedMeasure, y) {
3881
+ var measure = function (ch) { return intoCoordSystem(cm, lineObj, measureCharPrepared(cm, preparedMeasure, ch), "line"); }
3882
+ var end = lineObj.text.length
3883
+ var begin = findFirst(function (ch) { return measure(ch - 1).bottom <= y; }, end, 0)
3884
+ end = findFirst(function (ch) { return measure(ch).top > y; }, begin, end)
3885
+ return {begin: begin, end: end}
3886
+ }
 
 
 
 
 
 
3887
 
3888
+ function wrappedLineExtentChar(cm, lineObj, preparedMeasure, target) {
3889
+ var targetTop = intoCoordSystem(cm, lineObj, measureCharPrepared(cm, preparedMeasure, target), "line").top
3890
+ return wrappedLineExtent(cm, lineObj, preparedMeasure, targetTop)
3891
+ }
3892
 
3893
+ function coordsCharInner(cm, lineObj, lineNo, x, y) {
3894
+ y -= heightAtLine(lineObj)
3895
+ var begin = 0, end = lineObj.text.length
3896
+ var preparedMeasure = prepareMeasureForLine(cm, lineObj)
3897
+ var pos
3898
+ var order = getOrder(lineObj)
3899
+ if (order) {
3900
+ if (cm.options.lineWrapping) {
3901
+ ;var assign;
3902
+ ((assign = wrappedLineExtent(cm, lineObj, preparedMeasure, y), begin = assign.begin, end = assign.end, assign))
3903
+ }
3904
+ pos = new Pos(lineNo, begin)
3905
+ var beginLeft = cursorCoords(cm, pos, "line", lineObj, preparedMeasure).left
3906
+ var dir = beginLeft < x ? 1 : -1
3907
+ var prevDiff, diff = beginLeft - x, prevPos
3908
+ do {
3909
+ prevDiff = diff
3910
+ prevPos = pos
3911
+ pos = moveVisually(cm, lineObj, pos, dir)
3912
+ if (pos == null || pos.ch < begin || end <= (pos.sticky == "before" ? pos.ch - 1 : pos.ch)) {
3913
+ pos = prevPos
3914
+ break
3915
  }
3916
+ diff = cursorCoords(cm, pos, "line", lineObj, preparedMeasure).left - x
3917
+ } while ((dir < 0) != (diff < 0) && (Math.abs(diff) <= Math.abs(prevDiff)))
3918
+ if (Math.abs(diff) > Math.abs(prevDiff)) {
3919
+ if ((diff < 0) == (prevDiff < 0)) { throw new Error("Broke out of infinite loop in coordsCharInner") }
3920
+ pos = prevPos
3921
  }
3922
+ } else {
3923
+ var ch = findFirst(function (ch) {
3924
+ var box = intoCoordSystem(cm, lineObj, measureCharPrepared(cm, preparedMeasure, ch), "line")
3925
+ if (box.top > y) {
3926
+ // For the cursor stickiness
3927
+ end = Math.min(ch, end)
3928
+ return true
3929
+ }
3930
+ else if (box.bottom <= y) { return false }
3931
+ else if (box.left > x) { return true }
3932
+ else if (box.right < x) { return false }
3933
+ else { return (x - box.left < box.right - x) }
3934
+ }, begin, end)
3935
+ ch = skipExtendingChars(lineObj.text, ch, 1)
3936
+ pos = new Pos(lineNo, ch, ch == end ? "before" : "after")
3937
+ }
3938
+ var coords = cursorCoords(cm, pos, "line", lineObj, preparedMeasure)
3939
+ if (y < coords.top || coords.bottom < y) { pos.outside = true }
3940
+ pos.xRel = x < coords.left ? -1 : (x > coords.right ? 1 : 0)
3941
+ return pos
3942
  }
3943
 
3944
  var measureText
4525
  this.horiz.style.left = measure.barLeft + "px"
4526
  var totalWidth = measure.viewWidth - measure.barLeft - (needsV ? sWidth : 0)
4527
  this.horiz.firstChild.style.width =
4528
+ Math.max(0, measure.scrollWidth - measure.clientWidth + totalWidth) + "px"
4529
  } else {
4530
  this.horiz.style.display = ""
4531
  this.horiz.firstChild.style.width = "0"
5410
  // (and non-touching) ranges, sorted, and an integer that indicates
5411
  // which one is the primary selection (the one that's scrolled into
5412
  // view, that getCursor returns, etc).
5413
+ var Selection = function(ranges, primIndex) {
5414
  this.ranges = ranges
5415
  this.primIndex = primIndex
5416
+ };
5417
 
5418
+ Selection.prototype.primary = function () { return this.ranges[this.primIndex] };
5419
+
5420
+ Selection.prototype.equals = function (other) {
5421
  var this$1 = this;
5422
 
5423
+ if (other == this) { return true }
5424
+ if (other.primIndex != this.primIndex || other.ranges.length != this.ranges.length) { return false }
5425
+ for (var i = 0; i < this.ranges.length; i++) {
5426
+ var here = this$1.ranges[i], there = other.ranges[i]
5427
+ if (!equalCursorPos(here.anchor, there.anchor) || !equalCursorPos(here.head, there.head)) { return false }
5428
+ }
5429
+ return true
5430
+ };
5431
+
5432
+ Selection.prototype.deepCopy = function () {
5433
  var this$1 = this;
5434
 
5435
+ var out = []
5436
+ for (var i = 0; i < this.ranges.length; i++)
5437
+ { out[i] = new Range(copyPos(this$1.ranges[i].anchor), copyPos(this$1.ranges[i].head)) }
5438
+ return new Selection(out, this.primIndex)
5439
+ };
5440
+
5441
+ Selection.prototype.somethingSelected = function () {
5442
  var this$1 = this;
5443
 
5444
+ for (var i = 0; i < this.ranges.length; i++)
5445
+ { if (!this$1.ranges[i].empty()) { return true } }
5446
+ return false
5447
+ };
5448
+
5449
+ Selection.prototype.contains = function (pos, end) {
5450
  var this$1 = this;
5451
 
5452
+ if (!end) { end = pos }
5453
+ for (var i = 0; i < this.ranges.length; i++) {
5454
+ var range = this$1.ranges[i]
5455
+ if (cmp(end, range.from()) >= 0 && cmp(pos, range.to()) <= 0)
5456
+ { return i }
 
 
5457
  }
5458
+ return -1
5459
+ };
5460
 
5461
+ var Range = function(anchor, head) {
5462
  this.anchor = anchor; this.head = head
5463
+ };
5464
 
5465
+ Range.prototype.from = function () { return minPos(this.anchor, this.head) };
5466
+ Range.prototype.to = function () { return maxPos(this.anchor, this.head) };
5467
+ Range.prototype.empty = function () { return this.head.line == this.anchor.line && this.head.ch == this.anchor.ch };
 
 
 
 
5468
 
5469
  // Take an unsorted, potentially overlapping set of ranges, and
5470
  // build a selection out of it. 'Consumes' ranges array (modifying
6403
  //
6404
  // See also http://marijnhaverbeke.nl/blog/codemirror-line-tree.html
6405
 
6406
+ var LeafChunk = function(lines) {
6407
  var this$1 = this;
6408
 
6409
  this.lines = lines
6414
  height += lines[i].height
6415
  }
6416
  this.height = height
6417
+ };
6418
+
6419
+ LeafChunk.prototype.chunkSize = function () { return this.lines.length };
6420
 
6421
+ // Remove the n lines at offset 'at'.
6422
+ LeafChunk.prototype.removeInner = function (at, n) {
 
 
6423
  var this$1 = this;
6424
 
6425
+ for (var i = at, e = at + n; i < e; ++i) {
6426
+ var line = this$1.lines[i]
6427
+ this$1.height -= line.height
6428
+ cleanUpLine(line)
6429
+ signalLater(line, "delete")
6430
+ }
6431
+ this.lines.splice(at, n)
6432
+ };
6433
+
6434
+ // Helper used to collapse a small branch into a single leaf.
6435
+ LeafChunk.prototype.collapse = function (lines) {
6436
+ lines.push.apply(lines, this.lines)
6437
+ };
6438
+
6439
+ // Insert the given array of lines at offset 'at', count them as
6440
+ // having the given height.
6441
+ LeafChunk.prototype.insertInner = function (at, lines, height) {
6442
  var this$1 = this;
6443
 
6444
+ this.height += height
6445
+ this.lines = this.lines.slice(0, at).concat(lines).concat(this.lines.slice(at))
6446
+ for (var i = 0; i < lines.length; ++i) { lines[i].parent = this$1 }
6447
+ };
6448
+
6449
+ // Used to iterate over a part of the tree.
6450
+ LeafChunk.prototype.iterN = function (at, n, op) {
6451
  var this$1 = this;
6452
 
6453
+ for (var e = at + n; at < e; ++at)
6454
+ { if (op(this$1.lines[at])) { return true } }
6455
+ };
 
6456
 
6457
+ var BranchChunk = function(children) {
6458
  var this$1 = this;
6459
 
6460
  this.children = children
6467
  this.size = size
6468
  this.height = height
6469
  this.parent = null
6470
+ };
6471
 
6472
+ BranchChunk.prototype.chunkSize = function () { return this.size };
6473
+
6474
+ BranchChunk.prototype.removeInner = function (at, n) {
6475
  var this$1 = this;
6476
 
6477
+ this.size -= n
6478
+ for (var i = 0; i < this.children.length; ++i) {
6479
+ var child = this$1.children[i], sz = child.chunkSize()
6480
+ if (at < sz) {
6481
+ var rm = Math.min(n, sz - at), oldHeight = child.height
6482
+ child.removeInner(at, rm)
6483
+ this$1.height -= oldHeight - child.height
6484
+ if (sz == rm) { this$1.children.splice(i--, 1); child.parent = null }
6485
+ if ((n -= rm) == 0) { break }
6486
+ at = 0
6487
+ } else { at -= sz }
6488
+ }
6489
+ // If the result is smaller than 25 lines, ensure that it is a
6490
+ // single leaf node.
6491
+ if (this.size - n < 25 &&
6492
+ (this.children.length > 1 || !(this.children[0] instanceof LeafChunk))) {
6493
+ var lines = []
6494
+ this.collapse(lines)
6495
+ this.children = [new LeafChunk(lines)]
6496
+ this.children[0].parent = this
6497
+ }
6498
+ };
6499
+
6500
+ BranchChunk.prototype.collapse = function (lines) {
6501
  var this$1 = this;
6502
 
6503
+ for (var i = 0; i < this.children.length; ++i) { this$1.children[i].collapse(lines) }
6504
+ };
6505
+
6506
+ BranchChunk.prototype.insertInner = function (at, lines, height) {
6507
  var this$1 = this;
6508
 
6509
+ this.size += lines.length
6510
+ this.height += height
6511
+ for (var i = 0; i < this.children.length; ++i) {
6512
+ var child = this$1.children[i], sz = child.chunkSize()
6513
+ if (at <= sz) {
6514
+ child.insertInner(at, lines, height)
6515
+ if (child.lines && child.lines.length > 50) {
6516
+ // To avoid memory thrashing when child.lines is huge (e.g. first view of a large file), it's never spliced.
6517
+ // Instead, small slices are taken. They're taken in order because sequential memory accesses are fastest.
6518
+ var remaining = child.lines.length % 25 + 25
6519
+ for (var pos = remaining; pos < child.lines.length;) {
6520
+ var leaf = new LeafChunk(child.lines.slice(pos, pos += 25))
6521
+ child.height -= leaf.height
6522
+ this$1.children.splice(++i, 0, leaf)
6523
+ leaf.parent = this$1
 
 
 
6524
  }
6525
+ child.lines = child.lines.slice(0, remaining)
6526
+ this$1.maybeSpill()
6527
  }
6528
+ break
6529
  }
6530
+ at -= sz
6531
+ }
6532
+ };
6533
+
6534
+ // When a node has grown, check whether it should be split.
6535
+ BranchChunk.prototype.maybeSpill = function () {
6536
+ if (this.children.length <= 10) { return }
6537
+ var me = this
6538
+ do {
6539
+ var spilled = me.children.splice(me.children.length - 5, 5)
6540
+ var sibling = new BranchChunk(spilled)
6541
+ if (!me.parent) { // Become the parent node
6542
+ var copy = new BranchChunk(me.children)
6543
+ copy.parent = me
6544
+ me.children = [copy, sibling]
6545
+ me = copy
6546
+ } else {
6547
+ me.size -= sibling.size
6548
+ me.height -= sibling.height
6549
+ var myIndex = indexOf(me.parent.children, me)
6550
+ me.parent.children.splice(myIndex + 1, 0, sibling)
6551
+ }
6552
+ sibling.parent = me.parent
6553
+ } while (me.children.length > 10)
6554
+ me.parent.maybeSpill()
6555
+ };
6556
+
6557
+ BranchChunk.prototype.iterN = function (at, n, op) {
6558
  var this$1 = this;
6559
 
6560
+ for (var i = 0; i < this.children.length; ++i) {
6561
+ var child = this$1.children[i], sz = child.chunkSize()
6562
+ if (at < sz) {
6563
+ var used = Math.min(n, sz - at)
6564
+ if (child.iterN(at, used, op)) { return true }
6565
+ if ((n -= used) == 0) { break }
6566
+ at = 0
6567
+ } else { at -= sz }
 
6568
  }
6569
+ };
6570
 
6571
  // Line widgets are block elements displayed above or below a line.
6572
 
6573
+ var LineWidget = function(doc, node, options) {
6574
  var this$1 = this;
6575
 
6576
  if (options) { for (var opt in options) { if (options.hasOwnProperty(opt))
6577
  { this$1[opt] = options[opt] } } }
6578
  this.doc = doc
6579
  this.node = node
6580
+ };
 
 
 
 
 
 
6581
 
6582
+ LineWidget.prototype.clear = function () {
6583
+ var this$1 = this;
6584
 
6585
  var cm = this.doc.cm, ws = this.line.widgets, line = this.line, no = lineNo(line)
6586
  if (no == null || !ws) { return }
6588
  if (!ws.length) { line.widgets = null }
6589
  var height = widgetHeight(this)
6590
  updateLineHeight(line, Math.max(0, line.height - height))
6591
+ if (cm) {
6592
+ runInOp(cm, function () {
6593
+ adjustScrollWhenAboveVisible(cm, line, -height)
6594
+ regLineChange(cm, no, "widget")
6595
+ })
6596
+ signalLater(cm, "lineWidgetCleared", cm, this)
6597
+ }
6598
+ };
6599
+
6600
+ LineWidget.prototype.changed = function () {
6601
  var oldH = this.height, cm = this.doc.cm, line = this.line
6602
  this.height = null
6603
  var diff = widgetHeight(this) - oldH
6607
  cm.curOp.forceUpdate = true
6608
  adjustScrollWhenAboveVisible(cm, line, diff)
6609
  }) }
6610
+ };
6611
+ eventMixin(LineWidget)
6612
+
6613
+ function adjustScrollWhenAboveVisible(cm, line, diff) {
6614
+ if (heightAtLine(line) < ((cm.curOp && cm.curOp.scrollTop) || cm.doc.scrollTop))
6615
+ { addToScrollPos(cm, null, diff) }
6616
  }
6617
 
6618
  function addLineWidget(doc, handle, node, options) {
6632
  }
6633
  return true
6634
  })
6635
+ signalLater(cm, "lineWidgetAdded", cm, widget)
6636
  return widget
6637
  }
6638
 
6653
  // when they overlap (they may nest, but not partially overlap).
6654
  var nextMarkerId = 0
6655
 
6656
+ var TextMarker = function(doc, type) {
6657
  this.lines = []
6658
  this.type = type
6659
  this.doc = doc
6660
  this.id = ++nextMarkerId
6661
+ };
 
6662
 
6663
  // Clear the marker.
6664
+ TextMarker.prototype.clear = function () {
6665
+ var this$1 = this;
6666
 
6667
  if (this.explicitlyCleared) { return }
6668
  var cm = this.doc.cm, withOp = cm && !cm.curOp
6703
  if (cm) { signalLater(cm, "markerCleared", cm, this) }
6704
  if (withOp) { endOperation(cm) }
6705
  if (this.parent) { this.parent.clear() }
6706
+ };
6707
 
6708
  // Find the position of the marker in the document. Returns a {from,
6709
  // to} object by default. Side can be passed to get a specific side
6710
  // -- 0 (both), -1 (left), or 1 (right). When lineObj is true, the
6711
  // Pos objects returned contain a line object, rather than a line
6712
  // number (used to prevent looking up the same line twice).
6713
+ TextMarker.prototype.find = function (side, lineObj) {
6714
+ var this$1 = this;
6715
 
6716
  if (side == null && this.type == "bookmark") { side = 1 }
6717
  var from, to
6728
  }
6729
  }
6730
  return from && {from: from, to: to}
6731
+ };
6732
 
6733
  // Signals that the marker's widget changed, and surrounding layout
6734
  // should be recomputed.
6735
+ TextMarker.prototype.changed = function () {
6736
  var pos = this.find(-1, true), widget = this, cm = this.doc.cm
6737
  if (!pos || !cm) { return }
6738
  runInOp(cm, function () {
6751
  { updateLineHeight(line, line.height + dHeight) }
6752
  }
6753
  })
6754
+ };
6755
 
6756
+ TextMarker.prototype.attachLine = function (line) {
6757
  if (!this.lines.length && this.doc.cm) {
6758
  var op = this.doc.cm.curOp
6759
  if (!op.maybeHiddenMarkers || indexOf(op.maybeHiddenMarkers, this) == -1)
6760
  { (op.maybeUnhiddenMarkers || (op.maybeUnhiddenMarkers = [])).push(this) }
6761
  }
6762
  this.lines.push(line)
6763
+ };
6764
+
6765
+ TextMarker.prototype.detachLine = function (line) {
6766
  this.lines.splice(indexOf(this.lines, line), 1)
6767
  if (!this.lines.length && this.doc.cm) {
6768
  var op = this.doc.cm.curOp
6769
  ;(op.maybeHiddenMarkers || (op.maybeHiddenMarkers = [])).push(this)
6770
  }
6771
+ };
6772
+ eventMixin(TextMarker)
6773
 
6774
  // Create a marker, wire it up to the right lines, and
6775
  function markText(doc, from, to, options, type) {
6847
  // A shared marker spans multiple linked documents. It is
6848
  // implemented as a meta-marker-object controlling multiple normal
6849
  // markers.
6850
+ var SharedTextMarker = function(markers, primary) {
6851
  var this$1 = this;
6852
 
6853
  this.markers = markers
6854
  this.primary = primary
6855
  for (var i = 0; i < markers.length; ++i)
6856
  { markers[i].parent = this$1 }
6857
+ };
 
6858
 
6859
+ SharedTextMarker.prototype.clear = function () {
6860
+ var this$1 = this;
6861
 
6862
  if (this.explicitlyCleared) { return }
6863
  this.explicitlyCleared = true
6864
  for (var i = 0; i < this.markers.length; ++i)
6865
  { this$1.markers[i].clear() }
6866
  signalLater(this, "clear")
6867
+ };
6868
+
6869
+ SharedTextMarker.prototype.find = function (side, lineObj) {
6870
  return this.primary.find(side, lineObj)
6871
+ };
6872
+ eventMixin(SharedTextMarker)
6873
 
6874
  function markTextShared(doc, from, to, options, type) {
6875
  options = copyObj(options)
7804
  var line = getLine(cm.doc, lineN)
7805
  var visual = visualLine(line)
7806
  if (visual != line) { lineN = lineNo(visual) }
7807
+ return endOfLine(true, cm, visual, lineN, 1)
 
 
7808
  }
7809
  function lineEnd(cm, lineN) {
7810
+ var line = getLine(cm.doc, lineN)
7811
+ var visual = visualLineEnd(line)
7812
+ if (visual != line) { lineN = lineNo(visual) }
7813
+ return endOfLine(true, cm, line, lineN, -1)
 
 
 
 
7814
  }
7815
  function lineStartSmart(cm, pos) {
7816
  var start = lineStart(cm, pos.line)
7819
  if (!order || order[0].level == 0) {
7820
  var firstNonWS = Math.max(0, line.text.search(/\S/))
7821
  var inWS = pos.line == start.line && pos.ch <= firstNonWS && pos.ch
7822
+ return Pos(start.line, inWS ? 0 : firstNonWS, start.sticky)
7823
  }
7824
  return start
7825
  }
9011
  } else {
9012
  lineObj = line
9013
  }
9014
+ return intoCoordSystem(this, lineObj, {top: 0, left: 0}, mode || "page", includeWidgets || end).top +
9015
  (end ? this.doc.height - heightAtLine(lineObj) : 0)
9016
  },
9017
 
9143
  var start = pos.ch, end = pos.ch
9144
  if (line) {
9145
  var helper = this.getHelper(pos, "wordChars")
9146
+ if ((pos.sticky == "before" || end == line.length) && start) { --start; } else { ++end }
9147
  var startChar = line.charAt(start)
9148
  var check = isWordChar(startChar, helper)
9149
  ? function (ch) { return isWordChar(ch, helper); }
9274
  // position. The resulting position will have a hitSide=true
9275
  // property if it reached the end of the document.
9276
  function findPosH(doc, pos, dir, unit, visually) {
9277
+ var oldPos = pos
9278
+ var origDir = dir
9279
+ var lineObj = getLine(doc, pos.line)
9280
  function findNextLine() {
9281
+ var l = pos.line + dir
9282
  if (l < doc.first || l >= doc.first + doc.size) { return false }
9283
+ pos = new Pos(l, pos.ch, pos.sticky)
9284
  return lineObj = getLine(doc, l)
9285
  }
9286
  function moveOnce(boundToLine) {
9287
+ var next
9288
+ if (visually) {
9289
+ next = moveVisually(doc.cm, lineObj, pos, dir)
9290
+ } else {
9291
+ next = moveLogically(lineObj, pos, dir)
9292
+ }
9293
  if (next == null) {
9294
+ if (!boundToLine && findNextLine())
9295
+ { pos = endOfLine(visually, doc.cm, lineObj, pos.line, dir) }
9296
+ else
9297
+ { return false }
9298
+ } else {
9299
+ pos = next
9300
+ }
9301
  return true
9302
  }
9303
 
9310
  var helper = doc.cm && doc.cm.getHelper(pos, "wordChars")
9311
  for (var first = true;; first = false) {
9312
  if (dir < 0 && !moveOnce(!first)) { break }
9313
+ var cur = lineObj.text.charAt(pos.ch) || "\n"
9314
  var type = isWordChar(cur, helper) ? "w"
9315
  : group && cur == "\n" ? "n"
9316
  : !group || /\s/.test(cur) ? null
9317
  : "p"
9318
  if (group && !first && !type) { type = "s" }
9319
  if (sawType && sawType != type) {
9320
+ if (dir < 0) {dir = 1; moveOnce(); pos.sticky = "after"}
9321
  break
9322
  }
9323
 
9325
  if (dir > 0 && !moveOnce(!first)) { break }
9326
  }
9327
  }
9328
+ var result = skipAtomic(doc, pos, oldPos, origDir, true)
9329
+ if (equalCursorPos(oldPos, result)) { result.hitSide = true }
9330
  return result
9331
  }
9332
 
9669
  };
9670
 
9671
  ContentEditableInput.prototype.onKeyPress = function (e) {
9672
+ if (e.charCode == 0) { return }
9673
  e.preventDefault()
9674
  if (!this.cm.isReadOnly())
9675
  { operation(this.cm, applyTextInput)(this.cm, String.fromCharCode(e.charCode == null ? e.keyCode : e.charCode), 0) }
10134
  if (!ie || (ie && ie_version < 9)) { prepareSelectAllHack() }
10135
  var i = 0, poll = function () {
10136
  if (display.selForContextMenu == cm.doc.sel && te.selectionStart == 0 &&
10137
+ te.selectionEnd > 0 && input.prevInput == "\u200b") {
10138
+ operation(cm, selectAll)(cm)
10139
+ } else if (i++ < 10) {
10140
+ display.detectingSelectAll = setTimeout(poll, 500)
10141
+ } else {
10142
+ display.selForContextMenu = null
10143
+ display.input.reset()
10144
+ }
10145
  }
10146
  display.detectingSelectAll = setTimeout(poll, 200)
10147
  }
10317
 
10318
  addLegacyProps(CodeMirror)
10319
 
10320
+ CodeMirror.version = "5.24.0"
10321
 
10322
  return CodeMirror;
10323
 
10358
  colorKeywords = parserConfig.colorKeywords || {},
10359
  valueKeywords = parserConfig.valueKeywords || {},
10360
  allowNested = parserConfig.allowNested,
10361
+ lineComment = parserConfig.lineComment,
10362
  supportsAtComponent = parserConfig.supportsAtComponent === true;
10363
 
10364
  var type, override;
10584
  };
10585
 
10586
  states.pseudo = function(type, stream, state) {
10587
+ if (type == "meta") return "pseudo";
10588
+
10589
  if (type == "word") {
10590
  override = "variable-3";
10591
  return state.context.type;
10740
  electricChars: "}",
10741
  blockCommentStart: "/*",
10742
  blockCommentEnd: "*/",
10743
+ lineComment: lineComment,
10744
  fold: "brace"
10745
  };
10746
  });
11064
  valueKeywords: valueKeywords,
11065
  fontProperties: fontProperties,
11066
  allowNested: true,
11067
+ lineComment: "//",
11068
  tokenHooks: {
11069
  "/": function(stream, state) {
11070
  if (stream.eat("/")) {
11107
  valueKeywords: valueKeywords,
11108
  fontProperties: fontProperties,
11109
  allowNested: true,
11110
+ lineComment: "//",
11111
  tokenHooks: {
11112
  "/": function(stream, state) {
11113
  if (stream.eat("/")) {
assets/js/mailpoet.js CHANGED
@@ -17132,6 +17132,9 @@ webpackJsonp([2],[
17132
  opened: false,
17133
  locked: false,
17134
 
 
 
 
17135
  // sub panels
17136
  subpanels: [],
17137
 
@@ -17163,6 +17166,9 @@ webpackJsonp([2],[
17163
  // display overlay
17164
  overlay: false,
17165
 
 
 
 
17166
  // highlighted elements
17167
  highlight: null,
17168
 
@@ -17175,7 +17181,7 @@ webpackJsonp([2],[
17175
  options: {},
17176
  templates: {
17177
  overlay: '<div id="mailpoet_modal_overlay" style="display:none;"></div>',
17178
- popup: '<div id="mailpoet_popup">'+
17179
  '<div class="mailpoet_popup_wrapper">'+
17180
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
17181
  '<div id="mailpoet_popup_title"><h2></h2></div>'+
@@ -17189,11 +17195,11 @@ webpackJsonp([2],[
17189
  '</div>',
17190
  panel: '<div id="mailpoet_panel">'+
17191
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
17192
- '<div class="mailpoet_panel_wrapper">'+
17193
  '<div class="mailpoet_panel_body clearfix"></div>'+
17194
  '</div>'+
17195
  '</div>',
17196
- subpanel: '<div class="mailpoet_panel_wrapper">'+
17197
  '<div class="mailpoet_panel_body clearfix"></div>'+
17198
  '</div>'
17199
  },
@@ -17355,6 +17361,11 @@ webpackJsonp([2],[
17355
  // add sub panel content
17356
  jQuery('.mailpoet_'+this.options.type+'_body').last()
17357
  .html(this.subpanels[(this.subpanels.length - 1)].element);
 
 
 
 
 
17358
  } else if (this.options.element) {
17359
  jQuery('.mailpoet_'+this.options.type+'_body').empty();
17360
  jQuery('.mailpoet_'+this.options.type+'_body')
@@ -17473,6 +17484,9 @@ webpackJsonp([2],[
17473
  // set modal dimensions
17474
  this.setDimensions();
17475
 
 
 
 
17476
  // add a flag on the body so that we can prevent scrolling
17477
  jQuery('body').addClass('mailpoet_modal_opened');
17478
 
@@ -17492,6 +17506,10 @@ webpackJsonp([2],[
17492
  }
17493
  }
17494
 
 
 
 
 
17495
  // set popup as opened
17496
  this.opened = true;
17497
 
@@ -17502,6 +17520,16 @@ webpackJsonp([2],[
17502
 
17503
  return this;
17504
  },
 
 
 
 
 
 
 
 
 
 
17505
  highlightOn: function(element) {
17506
  jQuery(element).addClass('mailpoet_modal_highlight');
17507
  return this;
@@ -17683,6 +17711,11 @@ webpackJsonp([2],[
17683
  // remove last subpanels
17684
  this.subpanels.pop();
17685
 
 
 
 
 
 
17686
  return this;
17687
  }
17688
 
@@ -17695,6 +17728,11 @@ webpackJsonp([2],[
17695
  // destroy modal element
17696
  this.destroy();
17697
 
 
 
 
 
 
17698
  // reset options
17699
  this.options = {
17700
  onSuccess: null,
17132
  opened: false,
17133
  locked: false,
17134
 
17135
+ // previously focused element
17136
+ prevFocus: null,
17137
+
17138
  // sub panels
17139
  subpanels: [],
17140
 
17166
  // display overlay
17167
  overlay: false,
17168
 
17169
+ // focus upon displaying
17170
+ focus: true,
17171
+
17172
  // highlighted elements
17173
  highlight: null,
17174
 
17181
  options: {},
17182
  templates: {
17183
  overlay: '<div id="mailpoet_modal_overlay" style="display:none;"></div>',
17184
+ popup: '<div id="mailpoet_popup" tabindex="-1">'+
17185
  '<div class="mailpoet_popup_wrapper">'+
17186
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
17187
  '<div id="mailpoet_popup_title"><h2></h2></div>'+
17195
  '</div>',
17196
  panel: '<div id="mailpoet_panel">'+
17197
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
17198
+ '<div class="mailpoet_panel_wrapper" tabindex="-1">'+
17199
  '<div class="mailpoet_panel_body clearfix"></div>'+
17200
  '</div>'+
17201
  '</div>',
17202
+ subpanel: '<div class="mailpoet_panel_wrapper" tabindex="-1">'+
17203
  '<div class="mailpoet_panel_body clearfix"></div>'+
17204
  '</div>'
17205
  },
17361
  // add sub panel content
17362
  jQuery('.mailpoet_'+this.options.type+'_body').last()
17363
  .html(this.subpanels[(this.subpanels.length - 1)].element);
17364
+
17365
+ // focus on sub panel
17366
+ if(this.options.focus) {
17367
+ this.focus();
17368
+ }
17369
  } else if (this.options.element) {
17370
  jQuery('.mailpoet_'+this.options.type+'_body').empty();
17371
  jQuery('.mailpoet_'+this.options.type+'_body')
17484
  // set modal dimensions
17485
  this.setDimensions();
17486
 
17487
+ // remember the previously focused element
17488
+ this.prevFocus = jQuery(':focus');
17489
+
17490
  // add a flag on the body so that we can prevent scrolling
17491
  jQuery('body').addClass('mailpoet_modal_opened');
17492
 
17506
  }
17507
  }
17508
 
17509
+ if(this.options.focus) {
17510
+ this.focus();
17511
+ }
17512
+
17513
  // set popup as opened
17514
  this.opened = true;
17515
 
17520
 
17521
  return this;
17522
  },
17523
+ focus: function() {
17524
+ if(this.options.type == 'popup') {
17525
+ jQuery('#mailpoet_'+this.options.type).focus();
17526
+ } else {
17527
+ // panel and subpanel
17528
+ jQuery('#mailpoet_'+this.options.type+' .mailpoet_panel_wrapper')
17529
+ .filter(':visible').focus();
17530
+ }
17531
+ return this;
17532
+ },
17533
  highlightOn: function(element) {
17534
  jQuery(element).addClass('mailpoet_modal_highlight');
17535
  return this;
17711
  // remove last subpanels
17712
  this.subpanels.pop();
17713
 
17714
+ // focus on previous panel
17715
+ if(this.options.focus) {
17716
+ this.focus();
17717
+ }
17718
+
17719
  return this;
17720
  }
17721
 
17728
  // destroy modal element
17729
  this.destroy();
17730
 
17731
+ // restore the previously focused element
17732
+ if(this.prevFocus !== undefined){
17733
+ this.prevFocus.focus();
17734
+ }
17735
+
17736
  // reset options
17737
  this.options = {
17738
  onSuccess: null,
assets/js/newsletter_editor.js CHANGED
@@ -9414,6 +9414,9 @@ webpackJsonp([3],{
9414
  opened: false,
9415
  locked: false,
9416
 
 
 
 
9417
  // sub panels
9418
  subpanels: [],
9419
 
@@ -9445,6 +9448,9 @@ webpackJsonp([3],{
9445
  // display overlay
9446
  overlay: false,
9447
 
 
 
 
9448
  // highlighted elements
9449
  highlight: null,
9450
 
@@ -9457,7 +9463,7 @@ webpackJsonp([3],{
9457
  options: {},
9458
  templates: {
9459
  overlay: '<div id="mailpoet_modal_overlay" style="display:none;"></div>',
9460
- popup: '<div id="mailpoet_popup">'+
9461
  '<div class="mailpoet_popup_wrapper">'+
9462
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
9463
  '<div id="mailpoet_popup_title"><h2></h2></div>'+
@@ -9471,11 +9477,11 @@ webpackJsonp([3],{
9471
  '</div>',
9472
  panel: '<div id="mailpoet_panel">'+
9473
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
9474
- '<div class="mailpoet_panel_wrapper">'+
9475
  '<div class="mailpoet_panel_body clearfix"></div>'+
9476
  '</div>'+
9477
  '</div>',
9478
- subpanel: '<div class="mailpoet_panel_wrapper">'+
9479
  '<div class="mailpoet_panel_body clearfix"></div>'+
9480
  '</div>'
9481
  },
@@ -9637,6 +9643,11 @@ webpackJsonp([3],{
9637
  // add sub panel content
9638
  jQuery('.mailpoet_'+this.options.type+'_body').last()
9639
  .html(this.subpanels[(this.subpanels.length - 1)].element);
 
 
 
 
 
9640
  } else if (this.options.element) {
9641
  jQuery('.mailpoet_'+this.options.type+'_body').empty();
9642
  jQuery('.mailpoet_'+this.options.type+'_body')
@@ -9755,6 +9766,9 @@ webpackJsonp([3],{
9755
  // set modal dimensions
9756
  this.setDimensions();
9757
 
 
 
 
9758
  // add a flag on the body so that we can prevent scrolling
9759
  jQuery('body').addClass('mailpoet_modal_opened');
9760
 
@@ -9774,6 +9788,10 @@ webpackJsonp([3],{
9774
  }
9775
  }
9776
 
 
 
 
 
9777
  // set popup as opened
9778
  this.opened = true;
9779
 
@@ -9784,6 +9802,16 @@ webpackJsonp([3],{
9784
 
9785
  return this;
9786
  },
 
 
 
 
 
 
 
 
 
 
9787
  highlightOn: function(element) {
9788
  jQuery(element).addClass('mailpoet_modal_highlight');
9789
  return this;
@@ -9965,6 +9993,11 @@ webpackJsonp([3],{
9965
  // remove last subpanels
9966
  this.subpanels.pop();
9967
 
 
 
 
 
 
9968
  return this;
9969
  }
9970
 
@@ -9977,6 +10010,11 @@ webpackJsonp([3],{
9977
  // destroy modal element
9978
  this.destroy();
9979
 
 
 
 
 
 
9980
  // reset options
9981
  this.options = {
9982
  onSuccess: null,
@@ -28089,11 +28127,11 @@ webpackJsonp([3],{
28089
  // Expose style methods to global application
28090
  App.getGlobalStyles = Module.getGlobalStyles;
28091
  App.setGlobalStyles = Module.setGlobalStyles;
28092
-
28093
  App.getAvailableStyles = Module.getAvailableStyles;
28094
 
28095
  var body = options.newsletter.body;
28096
- this.setGlobalStyles(body.globalStyles);
 
28097
  });
28098
 
28099
  App.on('start', function(options) {
@@ -28589,8 +28627,9 @@ webpackJsonp([3],{
28589
  var __WEBPACK_AMD_DEFINE_ARRAY__, __WEBPACK_AMD_DEFINE_RESULT__;!(__WEBPACK_AMD_DEFINE_ARRAY__ = [
28590
  __webpack_require__(463),
28591
  __webpack_require__(452),
28592
- __webpack_require__(270)
28593
- ], __WEBPACK_AMD_DEFINE_RESULT__ = function(App, SuperModel, _) {
 
28594
  "use strict";
28595
 
28596
  var Module = {};
@@ -28669,7 +28708,16 @@ webpackJsonp([3],{
28669
 
28670
  App.on('start', function(options) {
28671
  var body = options.newsletter.body;
28672
- App._contentContainer = new (App.getBlockTypeModel('container'))(body.content, {parse: true});
 
 
 
 
 
 
 
 
 
28673
  App._contentContainerView = new (App.getBlockTypeView('container'))({
28674
  model: App._contentContainer,
28675
  renderOptions: { depth: 0 },
@@ -28902,7 +28950,7 @@ webpackJsonp([3],{
28902
  },
28903
  beforeSave: function() {
28904
  // TODO: Add a loading animation instead
28905
- this.$('.mailpoet_autosaved_at').text('Saving...');
28906
  },
28907
  afterSave: function(json, response) {
28908
  this.validateNewsletter(json);
9414
  opened: false,
9415
  locked: false,
9416
 
9417
+ // previously focused element
9418
+ prevFocus: null,
9419
+
9420
  // sub panels
9421
  subpanels: [],
9422
 
9448
  // display overlay
9449
  overlay: false,
9450
 
9451
+ // focus upon displaying
9452
+ focus: true,
9453
+
9454
  // highlighted elements
9455
  highlight: null,
9456
 
9463
  options: {},
9464
  templates: {
9465
  overlay: '<div id="mailpoet_modal_overlay" style="display:none;"></div>',
9466
+ popup: '<div id="mailpoet_popup" tabindex="-1">'+
9467
  '<div class="mailpoet_popup_wrapper">'+
9468
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
9469
  '<div id="mailpoet_popup_title"><h2></h2></div>'+
9477
  '</div>',
9478
  panel: '<div id="mailpoet_panel">'+
9479
  '<a href="javascript:;" id="mailpoet_modal_close"></a>'+
9480
+ '<div class="mailpoet_panel_wrapper" tabindex="-1">'+
9481
  '<div class="mailpoet_panel_body clearfix"></div>'+
9482
  '</div>'+
9483
  '</div>',
9484
+ subpanel: '<div class="mailpoet_panel_wrapper" tabindex="-1">'+
9485
  '<div class="mailpoet_panel_body clearfix"></div>'+
9486
  '</div>'
9487
  },
9643
  // add sub panel content
9644
  jQuery('.mailpoet_'+this.options.type+'_body').last()
9645
  .html(this.subpanels[(this.subpanels.length - 1)].element);
9646
+
9647
+ // focus on sub panel
9648
+ if(this.options.focus) {
9649
+ this.focus();
9650
+ }
9651
  } else if (this.options.element) {
9652
  jQuery('.mailpoet_'+this.options.type+'_body').empty();
9653
  jQuery('.mailpoet_'+this.options.type+'_body')
9766
  // set modal dimensions
9767
  this.setDimensions();
9768
 
9769
+ // remember the previously focused element
9770
+ this.prevFocus = jQuery(':focus');
9771
+
9772
  // add a flag on the body so that we can prevent scrolling
9773
  jQuery('body').addClass('mailpoet_modal_opened');
9774
 
9788
  }
9789
  }
9790
 
9791
+ if(this.options.focus) {
9792
+ this.focus();
9793
+ }
9794
+
9795
  // set popup as opened
9796
  this.opened = true;
9797
 
9802
 
9803
  return this;
9804
  },
9805
+ focus: function() {
9806
+ if(this.options.type == 'popup') {
9807
+ jQuery('#mailpoet_'+this.options.type).focus();
9808
+ } else {
9809
+ // panel and subpanel
9810
+ jQuery('#mailpoet_'+this.options.type+' .mailpoet_panel_wrapper')
9811
+ .filter(':visible').focus();
9812
+ }
9813
+ return this;
9814
+ },
9815
  highlightOn: function(element) {
9816
  jQuery(element).addClass('mailpoet_modal_highlight');
9817
  return this;
9993
  // remove last subpanels
9994
  this.subpanels.pop();
9995
 
9996
+ // focus on previous panel
9997
+ if(this.options.focus) {
9998
+ this.focus();
9999
+ }
10000
+
10001
  return this;
10002
  }
10003
 
10010
  // destroy modal element
10011
  this.destroy();
10012
 
10013
+ // restore the previously focused element
10014
+ if(this.prevFocus !== undefined){
10015
+ this.prevFocus.focus();
10016
+ }
10017
+
10018
  // reset options
10019
  this.options = {
10020
  onSuccess: null,
28127
  // Expose style methods to global application
28128
  App.getGlobalStyles = Module.getGlobalStyles;
28129
  App.setGlobalStyles = Module.setGlobalStyles;
 
28130
  App.getAvailableStyles = Module.getAvailableStyles;
28131
 
28132
  var body = options.newsletter.body;
28133
+ var globalStyles = (_.has(body, 'globalStyles')) ? body.globalStyles : {};
28134
+ this.setGlobalStyles(globalStyles);
28135
  });
28136
 
28137
  App.on('start', function(options) {
28627
  var __WEBPACK_AMD_DEFINE_ARRAY__, __WEBPACK_AMD_DEFINE_RESULT__;!(__WEBPACK_AMD_DEFINE_ARRAY__ = [
28628
  __webpack_require__(463),
28629
  __webpack_require__(452),
28630
+ __webpack_require__(270),
28631
+ __webpack_require__(267)
28632
+ ], __WEBPACK_AMD_DEFINE_RESULT__ = function(App, SuperModel, _, MailPoet) {
28633
  "use strict";
28634
 
28635
  var Module = {};
28708
 
28709
  App.on('start', function(options) {
28710
  var body = options.newsletter.body;
28711
+ var content = (_.has(body, 'content')) ? body.content : {};
28712
+
28713
+ if (!_.has(options.newsletter, 'body') || !_.isObject(options.newsletter.body)) {
28714
+ MailPoet.Notice.error(
28715
+ MailPoet.I18n.t('newsletterBodyIsCorrupted'),
28716
+ { static: true }
28717
+ );
28718
+ }
28719
+
28720
+ App._contentContainer = new (App.getBlockTypeModel('container'))(content, {parse: true});
28721
  App._contentContainerView = new (App.getBlockTypeView('container'))({
28722
  model: App._contentContainer,
28723
  renderOptions: { depth: 0 },
28950
  },
28951
  beforeSave: function() {
28952
  // TODO: Add a loading animation instead
28953
+ this.$('.mailpoet_autosaved_at').text(MailPoet.I18n.t('saving'));
28954
  },
28955
  afterSave: function(json, response) {
28956
  this.validateNewsletter(json);
lang/index.php CHANGED
@@ -1,3 +0,0 @@
1
- <?php
2
-
3
- // Silence is golden
 
 
 
lang/mailpoet.pot CHANGED
@@ -4,7 +4,7 @@ msgid ""
4
  msgstr ""
5
  "Project-Id-Version: \n"
6
  "Report-Msgid-Bugs-To: http://support.mailpoet.com/\n"
7
- "POT-Creation-Date: 2017-02-14 14:28:46+00:00\n"
8
  "MIME-Version: 1.0\n"
9
  "Content-Type: text/plain; charset=utf-8\n"
10
  "Content-Transfer-Encoding: 8bit\n"
@@ -58,7 +58,7 @@ msgstr ""
58
 
59
  #: lib/API/Endpoints/Forms.php:64 lib/API/Endpoints/Forms.php:68
60
  #: lib/Subscribers/ImportExport/ImportExportFactory.php:32
61
- #: views/newsletter/editor.html:920 views/newsletter/editor.html:921
62
  msgid "Email"
63
  msgstr ""
64
 
@@ -92,8 +92,8 @@ msgstr ""
92
  #: lib/API/Endpoints/Newsletters.php:138 lib/API/Endpoints/Newsletters.php:154
93
  #: lib/API/Endpoints/Newsletters.php:170 lib/API/Endpoints/Newsletters.php:184
94
  #: lib/API/Endpoints/Newsletters.php:216 lib/API/Endpoints/Newsletters.php:247
95
- #: lib/API/Endpoints/SendingQueue.php:28 lib/API/Endpoints/SendingQueue.php:118
96
- #: lib/API/Endpoints/SendingQueue.php:144
97
  msgid "This newsletter does not exist."
98
  msgstr ""
99
 
@@ -119,12 +119,12 @@ msgstr ""
119
  msgid "This newsletter is already being sent."
120
  msgstr ""
121
 
122
- #: lib/API/Endpoints/SendingQueue.php:82
123
  msgid "There are no subscribers in that list!"
124
  msgstr ""
125
 
126
- #: lib/API/Endpoints/SendingQueue.php:125
127
- #: lib/API/Endpoints/SendingQueue.php:151
128
  msgid "This newsletter has not been sent yet."
129
  msgstr ""
130
 
@@ -173,67 +173,67 @@ msgstr ""
173
  msgid "Emails"
174
  msgstr ""
175
 
176
- #: lib/Config/Menu.php:86 lib/Config/Menu.php:87 views/forms.html:16
177
  msgid "Forms"
178
  msgstr ""
179
 
180
- #: lib/Config/Menu.php:108 lib/Config/Menu.php:109
181
  #: views/subscribers/subscribers.html:17
182
  msgid "Subscribers"
183
  msgstr ""
184
 
185
- #: lib/Config/Menu.php:130 lib/Config/Menu.php:131 views/forms.html:43
186
  #: views/newsletters.html:63 views/newsletters.html:150 views/segments.html:13
187
  #: views/subscribers/subscribers.html:62
188
  msgid "Lists"
189
  msgstr ""
190
 
191
- #: lib/Config/Menu.php:153 lib/Config/Menu.php:154 views/form/editor.html:37
192
  #: views/newsletters.html:64 views/settings.html:6
193
  msgid "Settings"
194
  msgstr ""
195
 
196
- #: lib/Config/Menu.php:164 lib/Config/Menu.php:165
197
  #: views/subscribers/importExport/import.html:7
198
  #: views/subscribers/subscribers.html:90
199
  msgid "Import"
200
  msgstr ""
201
 
202
- #: lib/Config/Menu.php:176 lib/Config/Menu.php:177
203
  #: views/subscribers/importExport/export.html:6
204
  #: views/subscribers/importExport/export.html:96
205
  #: views/subscribers/subscribers.html:91
206
  msgid "Export"
207
  msgstr ""
208
 
209
- #: lib/Config/Menu.php:188 lib/Config/Menu.php:189 views/update.html:20
210
  #: views/welcome.html:29
211
  msgid "Welcome"
212
  msgstr ""
213
 
214
- #: lib/Config/Menu.php:200 lib/Config/Menu.php:201 views/segments.html:43
215
  msgid "Update"
216
  msgstr ""
217
 
218
- #: lib/Config/Menu.php:212 lib/Config/Menu.php:213
219
  msgid "Form Editor"
220
  msgstr ""
221
 
222
- #: lib/Config/Menu.php:224 lib/Newsletter/Shortcodes/ShortcodesHelper.php:32
223
  #: views/newsletter/templates/components/sidebar/styles.hbs:74
224
  #: views/newsletters.html:106
225
  msgid "Newsletter"
226
  msgstr ""
227
 
228
- #: lib/Config/Menu.php:225
229
  msgid "Newsletter Editor"
230
  msgstr ""
231
 
232
- #: lib/Config/Menu.php:404
233
  msgid "In any WordPress role"
234
  msgstr ""
235
 
236
- #: lib/Config/Menu.php:479
237
  msgid "MailPoet"
238
  msgstr ""
239
 
@@ -355,54 +355,54 @@ msgid ""
355
  "MailPoet Drive, EmailVille, 76543</p>"
356
  msgstr ""
357
 
358
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:16
359
  msgid "Newsletter: Blank 1:2:1 Column"
360
  msgstr ""
361
 
362
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:17
363
  msgid "A blank Newsletter template with a 1:2:1 column layout."
364
  msgstr ""
365
 
366
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:55
367
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:55
368
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:55
369
- #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:55
370
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:55
371
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:55
372
- #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:55
373
  msgid ""
374
  "Display problems? <a href=\"[link:newsletter_view_in_browser_url]\">Open "
375
  "this email in your web browser.</a>"
376
  msgstr ""
377
 
378
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:107
379
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:107
380
- #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:107
381
- #: lib/Config/PopulatorData/Templates/SimpleText.php:66
382
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:107
383
- #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:107
384
  msgid "Fake logo"
385
  msgstr ""
386
 
387
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:119
388
  msgid ""
389
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n"
390
  "<p>It's time to design your newsletter! In the right sidebar, you'll find "
391
  "four menu items that will help you customize your newsletter:</p>\n"
392
  "<ol>\n"
393
  "<li>Content</li>\n"
394
- "<li>Layout</li>\n"
395
  "<li>Styles</li>\n"
396
  "<li>Preview</li>\n"
397
  "</ol>"
398
  msgstr ""
399
 
400
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:157
401
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:157
402
  msgid "<h2>This template has...</h2>"
403
  msgstr ""
404
 
405
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:161
406
  msgid ""
407
  "<p>In the right sidebar, you can add layout blocks to your email:</p>\n"
408
  "<ul>\n"
@@ -412,19 +412,19 @@ msgid ""
412
  "</ul>"
413
  msgstr ""
414
 
415
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:176
416
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:176
417
  msgid "<h2>... a 2-column layout.</h2>"
418
  msgstr ""
419
 
420
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:180
421
  msgid ""
422
  "<p>You can change a layout's background color by clicking on the settings "
423
  "icon on the right edge of the Designer. Simply hover over this area to see "
424
  "the Settings (gear) icon.</p>"
425
  msgstr ""
426
 
427
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:240
428
  msgid ""
429
  "<h3 style=\"text-align: center;\"><span style=\"font-weight: 600;\">Let's "
430
  "end with a single column. </span></h3>\n"
@@ -438,33 +438,33 @@ msgid ""
438
  "</ul>"
439
  msgstr ""
440
 
441
- #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:314
442
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:254
443
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:277
444
- #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:193
445
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:301
446
- #: lib/Config/PopulatorData/Templates/SimpleText.php:138
447
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:284
448
- #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:193
449
  msgid ""
450
  "<p><a href=\"[link:subscription_unsubscribe_url]\">Unsubscribe</a> | <a "
451
  "href=\"[link:subscription_manage_url]\">Manage your subscription</a><br "
452
  "/>Add your postal address here!</p>"
453
  msgstr ""
454
 
455
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:16
456
  msgid "Newsletter: Blank 1:2 Column"
457
  msgstr ""
458
 
459
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:17
460
  msgid "A blank Newsletter template with a 1:2 column layout."
461
  msgstr ""
462
 
463
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:107
464
  msgid "Fake Logo"
465
  msgstr ""
466
 
467
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:119
468
  msgid ""
469
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n"
470
  "<p></p>\n"
@@ -472,13 +472,13 @@ msgid ""
472
  "menu items that will help you customize your newsletter:</p>\n"
473
  "<ol>\n"
474
  "<li>Content</li>\n"
475
- "<li>Layout</li>\n"
476
  "<li>Styles</li>\n"
477
  "<li>Preview</li>\n"
478
  "</ol>"
479
  msgstr ""
480
 
481
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:161
482
  msgid ""
483
  "<p>In the right sidebar, you can add these layout blocks to your email:</p>\n"
484
  "<ul>\n"
@@ -488,7 +488,7 @@ msgid ""
488
  "</ul>"
489
  msgstr ""
490
 
491
- #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:180
492
  msgid ""
493
  "<p><span style=\"line-height: 25.6px;\">You can change a layout's "
494
  "background color by clicking on the settings icon on the right edge of the "
@@ -496,15 +496,15 @@ msgid ""
496
  "icon.</span></p>"
497
  msgstr ""
498
 
499
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:16
500
  msgid "Newsletter: Blank 1:3 Column"
501
  msgstr ""
502
 
503
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:17
504
  msgid "A blank Newsletter template with a 1:3 column layout."
505
  msgstr ""
506
 
507
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:119
508
  msgid ""
509
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n"
510
  "<p></p>\n"
@@ -512,25 +512,25 @@ msgid ""
512
  "four menu items that will help you customize your newsletter:</p>\n"
513
  "<ol>\n"
514
  "<li>Content</li>\n"
515
- "<li>Layout</li>\n"
516
  "<li>Styles</li>\n"
517
  "<li>Preview</li>\n"
518
  "</ol>"
519
  msgstr ""
520
 
521
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:157
522
  msgid "<h3>This template... </h3>"
523
  msgstr ""
524
 
525
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:161
526
  msgid "<p>In the right sidebar, you can add layout blocks to your newsletter.</p>"
527
  msgstr ""
528
 
529
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:176
530
  msgid "<h3>... has a... </h3>"
531
  msgstr ""
532
 
533
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:180
534
  msgid ""
535
  "<p>You have the choice of:</p>\n"
536
  "<ul>\n"
@@ -540,23 +540,23 @@ msgid ""
540
  "</ul>"
541
  msgstr ""
542
 
543
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:195
544
  msgid "<h3>3-column layout.</h3>"
545
  msgstr ""
546
 
547
- #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:199
548
  msgid "<p>You can add as many layout blocks as you want!</p>"
549
  msgstr ""
550
 
551
- #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:16
552
  msgid "Newsletter: Blank 1 Column"
553
  msgstr ""
554
 
555
- #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:17
556
  msgid "A blank Newsletter template with a 1 column layout."
557
  msgstr ""
558
 
559
- #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:119
560
  msgid ""
561
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n"
562
  "<p></p>\n"
@@ -564,21 +564,21 @@ msgid ""
564
  "menu items that will help you customize your newsletter:</p>\n"
565
  "<ol>\n"
566
  "<li>Content</li>\n"
567
- "<li>Layout</li>\n"
568
  "<li>Styles</li>\n"
569
  "<li>Preview</li>\n"
570
  "</ol>"
571
  msgstr ""
572
 
573
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:16
574
  msgid "Post Notifications: Blank 1 Column"
575
  msgstr ""
576
 
577
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:17
578
  msgid "A blank Post Notifications template with a 1 column layout."
579
  msgstr ""
580
 
581
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:119
582
  msgid ""
583
  "<h1 style=\"text-align: center;\"><strong>Check Out Our New Blog Posts! "
584
  "</strong></h1>\n"
@@ -600,37 +600,37 @@ msgid ""
600
  "below.</span></p>"
601
  msgstr ""
602
 
603
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:177
604
- #: views/newsletter/editor.html:957 views/newsletter/editor.html:1079
605
  msgid "Author:"
606
  msgstr ""
607
 
608
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:179
609
- #: views/newsletter/editor.html:959 views/newsletter/editor.html:1081
610
  msgid "Categories:"
611
  msgstr ""
612
 
613
- #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:184
614
  msgid "Read the post"
615
  msgstr ""
616
 
617
- #: lib/Config/PopulatorData/Templates/Restaurant.php:16
618
  msgid "Restaurant"
619
  msgstr ""
620
 
621
- #: lib/Config/PopulatorData/Templates/Restaurant.php:17
622
  msgid "What's fresh on the menu?"
623
  msgstr ""
624
 
625
- #: lib/Config/PopulatorData/Templates/SimpleText.php:16
626
  msgid "Simple Text"
627
  msgstr ""
628
 
629
- #: lib/Config/PopulatorData/Templates/SimpleText.php:17
630
  msgid "A simple plain text template - just like a regular email."
631
  msgstr ""
632
 
633
- #: lib/Config/PopulatorData/Templates/SimpleText.php:78
634
  msgid ""
635
  "<p style=\"text-align: left;\">Hi [subscriber:firstname | "
636
  "default:subscriber],</p>\n"
@@ -647,30 +647,30 @@ msgid ""
647
  "button between 2 blocks of text, like this:</p>"
648
  msgstr ""
649
 
650
- #: lib/Config/PopulatorData/Templates/SimpleText.php:113
651
  msgid "It's time to take action!"
652
  msgstr ""
653
 
654
- #: lib/Config/PopulatorData/Templates/SimpleText.php:134
655
  msgid ""
656
  "<p>Thanks for reading. See you soon!</p>\n"
657
  "<p></p>\n"
658
  "<p><strong><em>The MailPoet Team</em></strong></p>"
659
  msgstr ""
660
 
661
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:16
662
  msgid "Store Discount"
663
  msgstr ""
664
 
665
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:17
666
  msgid "Store discount email with coupon and shopping suggestions"
667
  msgstr ""
668
 
669
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:62
670
  msgid "bicycle-header3"
671
  msgstr ""
672
 
673
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:73
674
  msgid ""
675
  "<p></p>\n"
676
  "<p>Hi [subscriber:firstname | default:reader]</p>\n"
@@ -680,33 +680,33 @@ msgid ""
680
  "payments page.</p>"
681
  msgstr ""
682
 
683
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:113
684
  msgid ""
685
  "<h1 style=\"text-align: center;\"><em><strong>Get a 15% off your next "
686
  "order</strong></em></h1>"
687
  msgstr ""
688
 
689
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:116
690
  msgid ""
691
  "<h2 style=\"text-align: center;\"><strong>USE CODE: "
692
  "WELOVEMAILPOET</strong></h2>"
693
  msgstr ""
694
 
695
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:156
696
  msgid "SHOP NOW"
697
  msgstr ""
698
 
699
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:176
700
  msgid ""
701
  "<h1 style=\"text-align: center;\"><strong><em>Use your discount on these "
702
  "great products...</em></strong></h1>"
703
  msgstr ""
704
 
705
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:207
706
  msgid "red-bicycle"
707
  msgstr ""
708
 
709
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:218
710
  msgid ""
711
  "<h3 style=\"text-align: center;\">Lovely Red Bicycle</h3>\n"
712
  "<p>What can we say? It's a totally awesome red bike, and it's the first of "
@@ -715,16 +715,16 @@ msgid ""
715
  "#488e88;\">$289.99</span></strong></h3>"
716
  msgstr ""
717
 
718
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:221
719
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:266
720
  msgid "Buy"
721
  msgstr ""
722
 
723
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:252
724
  msgid "orange-bicycle"
725
  msgstr ""
726
 
727
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:263
728
  msgid ""
729
  "<h3 style=\"text-align: center;\">Little Orange Bicycle</h3>\n"
730
  "<p>Another product that's just as awesome but it's the second type, and "
@@ -733,12 +733,12 @@ msgid ""
733
  "#488e88;\"><strong>$209.99</strong></span></h3>"
734
  msgstr ""
735
 
736
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:323
737
  msgid ""
738
  "<p><em>Terms and Conditions:</em></p>\n"
739
  "<ul>\n"
740
  "<li><span style=\"line-height: 1.6em; background-color: inherit;\">Must be "
741
- "used by midnight EST December 15 2016.</span></li>\n"
742
  "<li><span style=\"line-height: 1.6em; background-color: inherit;\">Discount "
743
  "does not include shipping.</span></li>\n"
744
  "<li><span style=\"line-height: 1.6em; background-color: inherit;\">Cannot "
@@ -746,37 +746,37 @@ msgid ""
746
  "</ul>"
747
  msgstr ""
748
 
749
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:334
750
- #: views/newsletter/editor.html:1132
751
  msgid "Facebook"
752
  msgstr ""
753
 
754
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:342
755
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:84
756
- #: views/newsletter/editor.html:1143
757
  msgid "Twitter"
758
  msgstr ""
759
 
760
- #: lib/Config/PopulatorData/Templates/StoreDiscount.php:346
761
  msgid ""
762
  "<p><a href=\"[link:subscription_unsubscribe_url]\">Unsubscribe</a> | <a "
763
  "href=\"[link:subscription_manage_url]\">Manage subscription</a></p>\n"
764
  "<p>1 Store Street, Shopville, CA 1345</p>"
765
  msgstr ""
766
 
767
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:16
768
  msgid "Travel email"
769
  msgstr ""
770
 
771
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:17
772
  msgid "A little postcard from your trip"
773
  msgstr ""
774
 
775
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:54
776
  msgid "Travelling Tales with Jane & Steven"
777
  msgstr ""
778
 
779
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:73
780
  msgid ""
781
  "<h1 style=\"text-align: center;\">Hi [subscriber:firstname | "
782
  "default:reader]!</h1>\n"
@@ -787,67 +787,67 @@ msgid ""
787
  "<p>Don't forget to stay updated with Twitter!</p>"
788
  msgstr ""
789
 
790
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:88
791
  msgid "<h1 style=\"text-align: center;\"><strong>Photos from Rotarua</strong></h1>"
792
  msgstr ""
793
 
794
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:119
795
  msgid "hot thermals"
796
  msgstr ""
797
 
798
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:149
799
  msgid "The view from our campsite"
800
  msgstr ""
801
 
802
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:188
803
  msgid "Red sky at night"
804
  msgstr ""
805
 
806
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:210
807
  msgid "Don't go chasing waterfalls"
808
  msgstr ""
809
 
810
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:247
811
  msgid "View NZ Photo Gallery"
812
  msgstr ""
813
 
814
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:296
815
  msgid "<h2><em>Here's our top recommendations in Rotarua</em></h2>"
816
  msgstr ""
817
 
818
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:327
819
  msgid "Glowworms, Waitomo Caves"
820
  msgstr ""
821
 
822
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:338
823
  msgid ""
824
  "<p><em><a "
825
  "href=\"http://www.waitomo.com/Waitomo-Glowworm-Caves/Pages/default.aspx\"><"
826
  "strong>Waitomo GlowWorm Caves</strong></a></em></p>"
827
  msgstr ""
828
 
829
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:352
830
  msgid "luge"
831
  msgstr ""
832
 
833
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:363
834
  msgid ""
835
  "<p><em><strong><a "
836
  "href=\"http://www.skyline.co.nz/rotorua/ssr_luge/\">Luge!</a></strong></em><"
837
  "/p>"
838
  msgstr ""
839
 
840
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:377
841
  msgid "holiday-park"
842
  msgstr ""
843
 
844
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:388
845
  msgid ""
846
  "<p><em><strong><a href=\"http://rotoruathermal.co.nz/\">Roturua Thermal "
847
  "Holiday Park</a></strong></em></p>"
848
  msgstr ""
849
 
850
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:417
851
  msgid ""
852
  "<p>Tomorrow we're heading towards Taupo where we'll visit the 'Craters of "
853
  "the moon' and go prawn fishing! Hopefully the weather will stay good.</p>\n"
@@ -856,21 +856,21 @@ msgid ""
856
  "<p>Jane &amp; Steven</p>"
857
  msgstr ""
858
 
859
- #: lib/Config/PopulatorData/Templates/TravelEmail.php:467
860
  msgid ""
861
  "<p><a href=\"[link:subscription_unsubscribe_url]\">Unsubscribe</a> | <a "
862
  "href=\"[link:subscription_manage_url]\">Manage subscription</a></p>"
863
  msgstr ""
864
 
865
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:16
866
  msgid "Welcome Email: Blank 1:2 Column"
867
  msgstr ""
868
 
869
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:17
870
  msgid "A blank Welcome Email template with a 1:2 column layout."
871
  msgstr ""
872
 
873
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:119
874
  msgid ""
875
  "<h1 style=\"text-align: center;\"><strong>Hi, new subscriber!</strong></h1>\n"
876
  "<p></p>\n"
@@ -880,11 +880,11 @@ msgid ""
880
  "welcome!</p>"
881
  msgstr ""
882
 
883
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:166
884
  msgid "<h3>Our Most Popular Posts</h3>"
885
  msgstr ""
886
 
887
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:170
888
  msgid ""
889
  "<ul>\n"
890
  "<li><a "
@@ -899,29 +899,29 @@ msgid ""
899
  "</ul>"
900
  msgstr ""
901
 
902
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:185
903
  msgid "<h3>What's Next?</h3>"
904
  msgstr ""
905
 
906
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:189
907
  msgid ""
908
  "<p>Add a single button to your newsletter in order to have one clear "
909
  "call-to-action, which will increase your click rates.</p>"
910
  msgstr ""
911
 
912
- #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:193
913
  msgid "Read up!"
914
  msgstr ""
915
 
916
- #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:16
917
  msgid "Welcome Email: Blank 1 Column"
918
  msgstr ""
919
 
920
- #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:17
921
  msgid "A blank Welcome Email template with a 1 column layout."
922
  msgstr ""
923
 
924
- #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:119
925
  msgid ""
926
  "<h1 style=\"text-align: center;\"><strong>Hi, new subscriber!</strong></h1>\n"
927
  "<p></p>\n"
@@ -1191,10 +1191,16 @@ msgid "Unsupported Amazon SES region"
1191
  msgstr ""
1192
 
1193
  #: lib/Mailer/Methods/AmazonSES.php:64 lib/Mailer/Methods/PHPMail.php:33
1194
- #: lib/Mailer/Methods/SMTP.php:47 lib/Mailer/Methods/SendGrid.php:32
1195
  msgid "%s has returned an unknown error."
1196
  msgstr ""
1197
 
 
 
 
 
 
 
1198
  #: lib/Mailer/Methods/MailPoet.php:26
1199
  msgid "MailPoet API key is invalid!"
1200
  msgstr ""
@@ -1202,10 +1208,13 @@ msgstr ""
1202
  #: lib/Models/CustomField.php:14 lib/Models/Form.php:13
1203
  #: lib/Models/NewsletterOptionField.php:12 lib/Models/NewsletterTemplate.php:13
1204
  #: lib/Models/Segment.php:13 lib/Models/Setting.php:22
 
 
1205
  msgid "Please specify a name."
1206
  msgstr ""
1207
 
1208
  #: lib/Models/CustomField.php:17 lib/Models/Newsletter.php:27
 
1209
  msgid "Please specify a type."
1210
  msgstr ""
1211
 
@@ -1341,12 +1350,12 @@ msgid "Click here to view media."
1341
  msgstr ""
1342
 
1343
  #: lib/Newsletter/Shortcodes/Categories/Link.php:32
1344
- #: views/newsletter/editor.html:1037
1345
  msgid "Unsubscribe"
1346
  msgstr ""
1347
 
1348
  #: lib/Newsletter/Shortcodes/Categories/Link.php:53
1349
- #: views/newsletter/editor.html:1037
1350
  msgid "Manage subscription"
1351
  msgstr ""
1352
 
@@ -1478,10 +1487,6 @@ msgstr ""
1478
  msgid "Missing or invalid subscriber data."
1479
  msgstr ""
1480
 
1481
- #: lib/Subscribers/ImportExport/Import/Import.php:111
1482
- msgid "Unable to save imported subscribers."
1483
- msgstr ""
1484
-
1485
  #: lib/Subscribers/ImportExport/Import/MailChimp.php:128
1486
  msgid "Invalid API Key."
1487
  msgstr ""
@@ -1621,19 +1626,19 @@ msgstr ""
1621
  msgid "Accidentally unsubscribed?"
1622
  msgstr ""
1623
 
1624
- #: lib/Twig/Functions.php:78 views/settings/mta.html:1053
1625
  msgid "every minute"
1626
  msgstr ""
1627
 
1628
- #: lib/Twig/Functions.php:79 views/settings/mta.html:1054
1629
  msgid "every %1$d minutes"
1630
  msgstr ""
1631
 
1632
- #: lib/Twig/Functions.php:80 views/settings/mta.html:1055
1633
  msgid "every hour"
1634
  msgstr ""
1635
 
1636
- #: lib/Twig/Functions.php:81 views/settings/mta.html:1056
1637
  msgid "every %1$d hours"
1638
  msgstr ""
1639
 
@@ -1815,7 +1820,7 @@ msgstr ""
1815
  #: views/newsletter/templates/blocks/posts/settingsDisplayOptions.hbs:79
1816
  #: views/newsletter/templates/blocks/posts/settingsDisplayOptions.hbs:221
1817
  #: views/settings/advanced.html:90 views/settings/advanced.html:130
1818
- #: views/settings/bounce.html:190 views/settings/mta.html:591
1819
  #: views/settings/signup.html:34 views/subscribers/importExport/export.html:33
1820
  #: views/subscribers/importExport/import/step2.html:66
1821
  msgid "Yes"
@@ -1834,7 +1839,7 @@ msgstr ""
1834
  #: views/newsletter/templates/blocks/posts/settingsDisplayOptions.hbs:227
1835
  #: views/settings/advanced.html:101 views/settings/advanced.html:141
1836
  #: views/settings/bounce.html:148 views/settings/bounce.html:179
1837
- #: views/settings/mta.html:554 views/settings/mta.html:602
1838
  #: views/settings/signup.html:46 views/subscribers/importExport/export.html:38
1839
  #: views/subscribers/importExport/import/step2.html:70
1840
  msgid "No"
@@ -1866,10 +1871,6 @@ msgstr[1] ""
1866
  msgid "Select a field type:"
1867
  msgstr ""
1868
 
1869
- #: views/form/templates/settings/field_form.hbs:16
1870
- msgid "Please specify a type"
1871
- msgstr ""
1872
-
1873
  #: views/form/templates/settings/field_form.hbs:21
1874
  msgid "Text Input"
1875
  msgstr ""
@@ -1890,11 +1891,6 @@ msgstr ""
1890
  msgid "Field name:"
1891
  msgstr ""
1892
 
1893
- #: views/form/templates/settings/field_form.hbs:53
1894
- #: views/subscribers/importExport/import/step2.html:137
1895
- msgid "Please specify a name"
1896
- msgstr ""
1897
-
1898
  #: views/form/templates/settings/field_form.hbs:61
1899
  #: views/form/templates/settings/submit.hbs:2
1900
  #: views/newsletter/templates/blocks/automatedLatestContent/settings.hbs:299
@@ -2010,7 +2006,7 @@ msgid "Clear selection"
2010
  msgstr ""
2011
 
2012
  #: views/forms.html:24
2013
- msgid "%d forms permanently deleted"
2014
  msgstr ""
2015
 
2016
  #: views/forms.html:25 views/newsletters.html:37 views/segments.html:22
@@ -2237,11 +2233,11 @@ msgstr ""
2237
  msgid "Manage your subscription page"
2238
  msgstr ""
2239
 
2240
- #: views/newsletter/editor.html:276 views/newsletter/editor.html:896
2241
- #: views/newsletter/editor.html:901 views/newsletter/editor.html:906
2242
- #: views/newsletter/editor.html:911 views/newsletter/editor.html:916
2243
- #: views/newsletter/editor.html:926 views/newsletter/editor.html:931
2244
- #: views/newsletter/editor.html:936 views/newsletter/editor.html:941
2245
  #: views/newsletter/templates/blocks/automatedLatestContent/settings.hbs:237
2246
  #: views/newsletter/templates/blocks/button/settings.hbs:14
2247
  #: views/newsletter/templates/blocks/image/settings.hbs:4
@@ -2335,19 +2331,30 @@ msgstr ""
2335
  msgid "Newsletter Preview"
2336
  msgstr ""
2337
 
2338
- #: views/newsletter/editor.html:915
 
 
 
 
 
 
 
 
 
 
 
2339
  msgid "Website"
2340
  msgstr ""
2341
 
2342
- #: views/newsletter/editor.html:940
2343
  msgid "Custom"
2344
  msgstr ""
2345
 
2346
- #: views/newsletter/editor.html:963 views/newsletter/editor.html:1085
2347
  msgid "Read more"
2348
  msgstr ""
2349
 
2350
- #: views/newsletter/editor.html:999
2351
  #: views/newsletter/templates/blocks/automatedLatestContent/settings.hbs:243
2352
  #: views/newsletter/templates/blocks/button/settings.hbs:1
2353
  #: views/newsletter/templates/blocks/button/widget.hbs:4
@@ -2355,23 +2362,23 @@ msgstr ""
2355
  msgid "Button"
2356
  msgstr ""
2357
 
2358
- #: views/newsletter/editor.html:1037
2359
  msgid "Add your postal address here!"
2360
  msgstr ""
2361
 
2362
- #: views/newsletter/editor.html:1057
2363
  msgid "An image of..."
2364
  msgstr ""
2365
 
2366
- #: views/newsletter/editor.html:1156
2367
  msgid "Edit this to insert text."
2368
  msgstr ""
2369
 
2370
- #: views/newsletter/editor.html:1159
2371
  msgid "Display problems?"
2372
  msgstr ""
2373
 
2374
- #: views/newsletter/editor.html:1160
2375
  msgid "Open this email in your web browser."
2376
  msgstr ""
2377
 
@@ -2813,8 +2820,7 @@ msgstr ""
2813
  msgid "Preview text (usually displayed underneath the subject line in the inbox)"
2814
  msgstr ""
2815
 
2816
- #: views/newsletter/templates/components/save.hbs:5 views/newsletters.html:136
2817
- #: views/newsletters.html:213
2818
  msgid "Next"
2819
  msgstr ""
2820
 
@@ -2882,7 +2888,7 @@ msgid "Welcome Emails"
2882
  msgstr ""
2883
 
2884
  #: views/newsletters.html:30
2885
- msgid "Loading newsletters..."
2886
  msgstr ""
2887
 
2888
  #: views/newsletters.html:31
@@ -2892,19 +2898,19 @@ msgid ""
2892
  msgstr ""
2893
 
2894
  #: views/newsletters.html:32
2895
- msgid "All newsletters on this page are selected."
2896
  msgstr ""
2897
 
2898
  #: views/newsletters.html:33
2899
- msgid "All %d newsletters are selected."
2900
  msgstr ""
2901
 
2902
  #: views/newsletters.html:34
2903
- msgid "Select all newsletters on all pages"
2904
  msgstr ""
2905
 
2906
  #: views/newsletters.html:36
2907
- msgid "%d newsletters were permanently deleted."
2908
  msgstr ""
2909
 
2910
  #: views/newsletters.html:45 views/subscribers/importExport/import/step2.html:8
@@ -2942,27 +2948,27 @@ msgid "Last modified on"
2942
  msgstr ""
2943
 
2944
  #: views/newsletters.html:69
2945
- msgid "1 newsletter was moved to the trash."
2946
  msgstr ""
2947
 
2948
  #: views/newsletters.html:70
2949
- msgid "%$1d newsletters were moved to the trash."
2950
  msgstr ""
2951
 
2952
  #: views/newsletters.html:71
2953
- msgid "1 newsletter was permanently deleted."
2954
  msgstr ""
2955
 
2956
  #: views/newsletters.html:72
2957
- msgid "%$1d newsletters were permanently deleted."
2958
  msgstr ""
2959
 
2960
  #: views/newsletters.html:73
2961
- msgid "1 newsletter has been recovered from the trash."
2962
  msgstr ""
2963
 
2964
  #: views/newsletters.html:74
2965
- msgid "%$1d newsletters have been recovered from the trash."
2966
  msgstr ""
2967
 
2968
  #: views/newsletters.html:79
@@ -3086,7 +3092,7 @@ msgid ""
3086
  "number."
3087
  msgstr ""
3088
 
3089
- #: views/newsletters.html:116 views/settings/mta.html:657
3090
  msgid "Activate"
3091
  msgstr ""
3092
 
@@ -3158,10 +3164,6 @@ msgstr ""
3158
  msgid "%$1dth"
3159
  msgstr ""
3160
 
3161
- #: views/newsletters.html:135
3162
- msgid "last"
3163
- msgstr ""
3164
-
3165
  #: views/newsletters.html:138
3166
  msgid "When is this Welcome Email sent?"
3167
  msgstr ""
@@ -3516,15 +3518,15 @@ msgid "List successfully added!"
3516
  msgstr ""
3517
 
3518
  #: views/segments.html:35
3519
- msgid "1 list was moved to the trash"
3520
  msgstr ""
3521
 
3522
  #: views/segments.html:36
3523
- msgid "%$1d lists were moved to the trash"
3524
  msgstr ""
3525
 
3526
  #: views/segments.html:37
3527
- msgid "1 list was permanently deleted"
3528
  msgstr ""
3529
 
3530
  #: views/segments.html:38
@@ -3532,15 +3534,15 @@ msgid "%$1d lists were permanently deleted."
3532
  msgstr ""
3533
 
3534
  #: views/segments.html:39
3535
- msgid "1 list has been restored from the trash"
3536
  msgstr ""
3537
 
3538
  #: views/segments.html:40
3539
- msgid "%$1d lists have been restored from the trash"
3540
  msgstr ""
3541
 
3542
  #: views/segments.html:42
3543
- msgid "List \"%$1s\" has been duplicated"
3544
  msgstr ""
3545
 
3546
  #: views/segments.html:44
@@ -3583,11 +3585,6 @@ msgstr ""
3583
  msgid "Select what will activate your newsletter queue."
3584
  msgstr ""
3585
 
3586
- #: views/settings/advanced.html:34 views/settings/advanced.html:117
3587
- #: views/settings/mta.html:127
3588
- msgid "Read more."
3589
- msgstr ""
3590
-
3591
  #: views/settings/advanced.html:47
3592
  msgid "Visitors to your website (recommended)"
3593
  msgstr ""
@@ -3631,7 +3628,7 @@ msgstr ""
3631
  #: views/settings/advanced.html:171
3632
  msgid ""
3633
  "Are you sure? All of your MailPoet data will be permanently erased "
3634
- "(newsletters, statistics, subscribers, etc.)"
3635
  msgstr ""
3636
 
3637
  #: views/settings/basics.html:6
@@ -3658,7 +3655,7 @@ msgstr ""
3658
  #: views/settings/basics.html:50
3659
  msgid ""
3660
  "These email addresses will receive notifications (separate each address "
3661
- "with a comma)"
3662
  msgstr ""
3663
 
3664
  #: views/settings/basics.html:68
@@ -3696,7 +3693,7 @@ msgstr ""
3696
  #: views/settings/basics.html:151
3697
  msgid ""
3698
  "Allow users who register as a WordPress user on your website to subscribe "
3699
- "to a MailPoet list (in addition to the \"WordPress Users\" list.)"
3700
  msgstr ""
3701
 
3702
  #: views/settings/basics.html:206
@@ -3785,11 +3782,11 @@ msgstr ""
3785
  msgid "Hostname"
3786
  msgstr ""
3787
 
3788
- #: views/settings/bounce.html:50 views/settings/mta.html:515
3789
  msgid "Login"
3790
  msgstr ""
3791
 
3792
- #: views/settings/bounce.html:67 views/settings/mta.html:532
3793
  msgid "Password"
3794
  msgstr ""
3795
 
@@ -3864,12 +3861,12 @@ msgid "View Email Plans"
3864
  msgstr ""
3865
 
3866
  #: views/settings/mta.html:83 views/settings/mta.html:105
3867
- #: views/settings/mta.html:131
3868
  msgid "Activated"
3869
  msgstr ""
3870
 
3871
  #: views/settings/mta.html:89 views/settings/mta.html:111
3872
- #: views/settings/mta.html:137
3873
  msgid "Configure"
3874
  msgstr ""
3875
 
@@ -3896,173 +3893,171 @@ msgid "For SMTP, SendGrid or Amazon SES"
3896
  msgstr ""
3897
 
3898
  #: views/settings/mta.html:123
3899
- msgid ""
3900
- "We only recommend using a third-party service if you are a technical user. "
3901
- "Tread carefully."
3902
  msgstr ""
3903
 
3904
- #: views/settings/mta.html:149
3905
  msgid "Already have a key?"
3906
  msgstr ""
3907
 
3908
- #: views/settings/mta.html:155
3909
  msgid "Your key"
3910
  msgstr ""
3911
 
3912
- #: views/settings/mta.html:169
3913
  #: views/subscribers/importExport/import/step1.html:84
3914
  msgid "Verify"
3915
  msgstr ""
3916
 
3917
- #: views/settings/mta.html:186 views/settings/mta.html:319
3918
  msgid "Sending frequency"
3919
  msgstr ""
3920
 
3921
- #: views/settings/mta.html:197
3922
  msgid "Safe default values"
3923
  msgstr ""
3924
 
3925
- #: views/settings/mta.html:205
3926
  msgid "I'll set my own frequency"
3927
  msgstr ""
3928
 
3929
- #: views/settings/mta.html:210
3930
  msgid "Input your host's recommended sending frequency"
3931
  msgstr ""
3932
 
3933
- #: views/settings/mta.html:243 views/settings/mta.html:336
3934
  msgid "emails"
3935
  msgstr ""
3936
 
3937
- #: views/settings/mta.html:260 views/settings/mta.html:353
3938
  msgid "recommended"
3939
  msgstr ""
3940
 
3941
- #: views/settings/mta.html:269
3942
  msgid ""
3943
  "<strong>Warning!</strong> Sending more than the recommended amount of "
3944
  "emails? You may break the terms of your web host or provider!"
3945
  msgstr ""
3946
 
3947
- #: views/settings/mta.html:271
3948
  msgid ""
3949
  "Please ask your host for the maximum number of emails you are allowed to "
3950
  "send per day."
3951
  msgstr ""
3952
 
3953
- #: views/settings/mta.html:287
3954
  msgid "Provider"
3955
  msgstr ""
3956
 
3957
- #: views/settings/mta.html:297
3958
  msgid "Custom SMTP"
3959
  msgstr ""
3960
 
3961
- #: views/settings/mta.html:300
3962
  msgid "Select your provider"
3963
  msgstr ""
3964
 
3965
- #: views/settings/mta.html:366
3966
  msgid "SMTP Hostname"
3967
  msgstr ""
3968
 
3969
- #: views/settings/mta.html:369 views/settings/mta.html:480
3970
  msgid "e.g.: smtp.mydomain.com"
3971
  msgstr ""
3972
 
3973
- #: views/settings/mta.html:385
3974
  msgid "SMTP Port"
3975
  msgstr ""
3976
 
3977
- #: views/settings/mta.html:406
3978
  msgid "Region"
3979
  msgstr ""
3980
 
3981
- #: views/settings/mta.html:435
3982
  msgid "Access Key"
3983
  msgstr ""
3984
 
3985
- #: views/settings/mta.html:456
3986
  msgid "Secret Key"
3987
  msgstr ""
3988
 
3989
- #: views/settings/mta.html:477
3990
  msgid "Domain"
3991
  msgstr ""
3992
 
3993
- #: views/settings/mta.html:497
3994
  msgid "API Key"
3995
  msgstr ""
3996
 
3997
- #: views/settings/mta.html:549
3998
  msgid "Secure Connection"
3999
  msgstr ""
4000
 
4001
- #: views/settings/mta.html:574
4002
  msgid "Authentication"
4003
  msgstr ""
4004
 
4005
- #: views/settings/mta.html:577
4006
  msgid ""
4007
  "Leave this option set to Yes. Only a tiny portion of SMTP services prefer "
4008
  "Authentication to be turned off."
4009
  msgstr ""
4010
 
4011
- #: views/settings/mta.html:616
4012
  msgid "SPF Signature (Highly recommended!)"
4013
  msgstr ""
4014
 
4015
- #: views/settings/mta.html:619
4016
  msgid ""
4017
  "This improves your delivery rate by verifying that you're allowed to send "
4018
  "emails from your domain."
4019
  msgstr ""
4020
 
4021
- #: views/settings/mta.html:624
4022
  msgid ""
4023
  "SPF is set up in your DNS. Read your host's support documentation for more "
4024
  "information."
4025
  msgstr ""
4026
 
4027
- #: views/settings/mta.html:632
4028
  msgid "Test the sending method"
4029
  msgstr ""
4030
 
4031
- #: views/settings/mta.html:646
4032
  msgid "Send a test email"
4033
  msgstr ""
4034
 
4035
- #: views/settings/mta.html:662
4036
  msgid "or Cancel"
4037
  msgstr ""
4038
 
4039
- #: views/settings/mta.html:707
4040
  msgid ""
4041
  "The email could not be sent. Make sure the option \"Email notifications\" "
4042
  "has a FROM email address in the Basics tab."
4043
  msgstr ""
4044
 
4045
- #: views/settings/mta.html:719
4046
  msgid "This is a Sending Method Test"
4047
  msgstr ""
4048
 
4049
- #: views/settings/mta.html:721
4050
  msgid "Yup, it works! You can start blasting away emails to the moon."
4051
  msgstr ""
4052
 
4053
- #: views/settings/mta.html:734
4054
  msgid "The email has been sent! Check your inbox."
4055
  msgstr ""
4056
 
4057
- #: views/settings/mta.html:755
4058
  msgid "Please specify an API key before validating it."
4059
  msgstr ""
4060
 
4061
- #: views/settings/mta.html:815
4062
  msgid "You have selected an invalid sending method."
4063
  msgstr ""
4064
 
4065
- #: views/settings/mta.html:823
4066
  msgid "You need to specify a MailPoet account key."
4067
  msgstr ""
4068
 
@@ -4097,7 +4092,7 @@ msgstr ""
4097
  #: views/settings/signup.html:133
4098
  msgid ""
4099
  "Don't forget to include:<br /><br />[activation_link]Confirm your "
4100
- "subscription.[/activation_link].<br /><br />Optional: [lists_to_confirm]."
4101
  msgstr ""
4102
 
4103
  #: views/settings/signup.html:151
@@ -4155,6 +4150,10 @@ msgstr ""
4155
  msgid "Advanced"
4156
  msgstr ""
4157
 
 
 
 
 
4158
  #: views/settings.html:84
4159
  msgid "Settings saved"
4160
  msgstr ""
@@ -4173,7 +4172,7 @@ msgid "Export confirmed subscribers only"
4173
  msgstr ""
4174
 
4175
  #: views/subscribers/importExport/export.html:48
4176
- msgid "Pick a list"
4177
  msgstr ""
4178
 
4179
  #: views/subscribers/importExport/export.html:59
@@ -4234,10 +4233,23 @@ msgstr ""
4234
  msgid "Select list(s)"
4235
  msgstr ""
4236
 
 
 
 
 
 
 
 
 
4237
  #: views/subscribers/importExport/import/step1.html:116
4238
  msgid "[link]Read more at our Knowledge Base[/link]"
4239
  msgstr ""
4240
 
 
 
 
 
 
4241
  #: views/subscribers/importExport/import/step2.html:36
4242
  msgid "Pick one or more list(s)"
4243
  msgstr ""
@@ -4262,10 +4274,6 @@ msgstr ""
4262
  msgid "Previous step"
4263
  msgstr ""
4264
 
4265
- #: views/subscribers/importExport/import/step2.html:80
4266
- msgid "Next step"
4267
- msgstr ""
4268
-
4269
  #: views/subscribers/importExport/import/step2.html:90
4270
  msgid "Match data"
4271
  msgstr ""
@@ -4297,7 +4305,7 @@ msgid "No active lists found"
4297
  msgstr ""
4298
 
4299
  #: views/subscribers/importExport/import.html:37
4300
- msgid "Selecto"
4301
  msgstr ""
4302
 
4303
  #: views/subscribers/importExport/import.html:39
@@ -4319,7 +4327,7 @@ msgstr ""
4319
  #: views/subscribers/importExport/import.html:42
4320
  msgid ""
4321
  "No valid records were found. This file needs to be formatted in a CSV style "
4322
- "(comma-separated.) Look at some [link]examples on our support site.[/link]"
4323
  msgstr ""
4324
 
4325
  #: views/subscribers/importExport/import.html:43
@@ -4617,7 +4625,7 @@ msgstr ""
4617
  msgid "Yes, I want to help!"
4618
  msgstr ""
4619
 
4620
- #: views/welcome.html:64
4621
  msgid "Subscribe To Our Newsletter"
4622
  msgstr ""
4623
 
@@ -4636,17 +4644,17 @@ msgctxt "newsletters per page (screen options)"
4636
  msgid "Number of newsletters per page"
4637
  msgstr ""
4638
 
4639
- #: lib/Config/Menu.php:98
4640
  msgctxt "forms per page (screen options)"
4641
  msgid "Number of forms per page"
4642
  msgstr ""
4643
 
4644
- #: lib/Config/Menu.php:120
4645
  msgctxt "subscribers per page (screen options)"
4646
  msgid "Number of subscribers per page"
4647
  msgstr ""
4648
 
4649
- #: lib/Config/Menu.php:143
4650
  msgctxt "segments per page (screen options)"
4651
  msgid "Number of segments per page"
4652
  msgstr ""
@@ -4664,6 +4672,16 @@ msgctxt "Verb"
4664
  msgid "Select"
4665
  msgstr ""
4666
 
 
 
 
 
 
 
 
 
 
 
4667
  #: views/newsletters.html:206
4668
  msgctxt "Sunday - one letter abbreviation"
4669
  msgid "S"
@@ -4697,4 +4715,9 @@ msgstr ""
4697
  #: views/newsletters.html:212
4698
  msgctxt "Saturday - one letter abbreviation"
4699
  msgid "S"
 
 
 
 
 
4700
  msgstr ""
4
  msgstr ""
5
  "Project-Id-Version: \n"
6
  "Report-Msgid-Bugs-To: http://support.mailpoet.com/\n"
7
+ "POT-Creation-Date: 2017-02-21 17:17:45+00:00\n"
8
  "MIME-Version: 1.0\n"
9
  "Content-Type: text/plain; charset=utf-8\n"
10
  "Content-Transfer-Encoding: 8bit\n"
58
 
59
  #: lib/API/Endpoints/Forms.php:64 lib/API/Endpoints/Forms.php:68
60
  #: lib/Subscribers/ImportExport/ImportExportFactory.php:32
61
+ #: views/newsletter/editor.html:922 views/newsletter/editor.html:923
62
  msgid "Email"
63
  msgstr ""
64
 
92
  #: lib/API/Endpoints/Newsletters.php:138 lib/API/Endpoints/Newsletters.php:154
93
  #: lib/API/Endpoints/Newsletters.php:170 lib/API/Endpoints/Newsletters.php:184
94
  #: lib/API/Endpoints/Newsletters.php:216 lib/API/Endpoints/Newsletters.php:247
95
+ #: lib/API/Endpoints/SendingQueue.php:28 lib/API/Endpoints/SendingQueue.php:115
96
+ #: lib/API/Endpoints/SendingQueue.php:141
97
  msgid "This newsletter does not exist."
98
  msgstr ""
99
 
119
  msgid "This newsletter is already being sent."
120
  msgstr ""
121
 
122
+ #: lib/API/Endpoints/SendingQueue.php:79
123
  msgid "There are no subscribers in that list!"
124
  msgstr ""
125
 
126
+ #: lib/API/Endpoints/SendingQueue.php:122
127
+ #: lib/API/Endpoints/SendingQueue.php:148
128
  msgid "This newsletter has not been sent yet."
129
  msgstr ""
130
 
173
  msgid "Emails"
174
  msgstr ""
175
 
176
+ #: lib/Config/Menu.php:87 lib/Config/Menu.php:88 views/forms.html:16
177
  msgid "Forms"
178
  msgstr ""
179
 
180
+ #: lib/Config/Menu.php:110 lib/Config/Menu.php:111
181
  #: views/subscribers/subscribers.html:17
182
  msgid "Subscribers"
183
  msgstr ""
184
 
185
+ #: lib/Config/Menu.php:133 lib/Config/Menu.php:134 views/forms.html:43
186
  #: views/newsletters.html:63 views/newsletters.html:150 views/segments.html:13
187
  #: views/subscribers/subscribers.html:62
188
  msgid "Lists"
189
  msgstr ""
190
 
191
+ #: lib/Config/Menu.php:157 lib/Config/Menu.php:158 views/form/editor.html:37
192
  #: views/newsletters.html:64 views/settings.html:6
193
  msgid "Settings"
194
  msgstr ""
195
 
196
+ #: lib/Config/Menu.php:168 lib/Config/Menu.php:169
197
  #: views/subscribers/importExport/import.html:7
198
  #: views/subscribers/subscribers.html:90
199
  msgid "Import"
200
  msgstr ""
201
 
202
+ #: lib/Config/Menu.php:180 lib/Config/Menu.php:181
203
  #: views/subscribers/importExport/export.html:6
204
  #: views/subscribers/importExport/export.html:96
205
  #: views/subscribers/subscribers.html:91
206
  msgid "Export"
207
  msgstr ""
208
 
209
+ #: lib/Config/Menu.php:192 lib/Config/Menu.php:193 views/update.html:20
210
  #: views/welcome.html:29
211
  msgid "Welcome"
212
  msgstr ""
213
 
214
+ #: lib/Config/Menu.php:204 lib/Config/Menu.php:205 views/segments.html:43
215
  msgid "Update"
216
  msgstr ""
217
 
218
+ #: lib/Config/Menu.php:216 lib/Config/Menu.php:217
219
  msgid "Form Editor"
220
  msgstr ""
221
 
222
+ #: lib/Config/Menu.php:228 lib/Newsletter/Shortcodes/ShortcodesHelper.php:32
223
  #: views/newsletter/templates/components/sidebar/styles.hbs:74
224
  #: views/newsletters.html:106
225
  msgid "Newsletter"
226
  msgstr ""
227
 
228
+ #: lib/Config/Menu.php:229
229
  msgid "Newsletter Editor"
230
  msgstr ""
231
 
232
+ #: lib/Config/Menu.php:408
233
  msgid "In any WordPress role"
234
  msgstr ""
235
 
236
+ #: lib/Config/Menu.php:483
237
  msgid "MailPoet"
238
  msgstr ""
239
 
355
  "MailPoet Drive, EmailVille, 76543</p>"
356
  msgstr ""
357
 
358
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:17
359
  msgid "Newsletter: Blank 1:2:1 Column"
360
  msgstr ""
361
 
362
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:18
363
  msgid "A blank Newsletter template with a 1:2:1 column layout."
364
  msgstr ""
365
 
366
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:56
367
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:56
368
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:56
369
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:56
370
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:56
371
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:56
372
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:56
373
  msgid ""
374
  "Display problems? <a href=\"[link:newsletter_view_in_browser_url]\">Open "
375
  "this email in your web browser.</a>"
376
  msgstr ""
377
 
378
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:108
379
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:108
380
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:108
381
+ #: lib/Config/PopulatorData/Templates/SimpleText.php:67
382
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:108
383
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:108
384
  msgid "Fake logo"
385
  msgstr ""
386
 
387
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:120
388
  msgid ""
389
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n"
390
  "<p>It's time to design your newsletter! In the right sidebar, you'll find "
391
  "four menu items that will help you customize your newsletter:</p>\n"
392
  "<ol>\n"
393
  "<li>Content</li>\n"
394
+ "<li>Columns</li>\n"
395
  "<li>Styles</li>\n"
396
  "<li>Preview</li>\n"
397
  "</ol>"
398
  msgstr ""
399
 
400
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:158
401
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:158
402
  msgid "<h2>This template has...</h2>"
403
  msgstr ""
404
 
405
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:162
406
  msgid ""
407
  "<p>In the right sidebar, you can add layout blocks to your email:</p>\n"
408
  "<ul>\n"
412
  "</ul>"
413
  msgstr ""
414
 
415
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:177
416
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:177
417
  msgid "<h2>... a 2-column layout.</h2>"
418
  msgstr ""
419
 
420
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:181
421
  msgid ""
422
  "<p>You can change a layout's background color by clicking on the settings "
423
  "icon on the right edge of the Designer. Simply hover over this area to see "
424
  "the Settings (gear) icon.</p>"
425
  msgstr ""
426
 
427
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:241
428
  msgid ""
429
  "<h3 style=\"text-align: center;\"><span style=\"font-weight: 600;\">Let's "
430
  "end with a single column. </span></h3>\n"
438
  "</ul>"
439
  msgstr ""
440
 
441
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php:315
442
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:255
443
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:278
444
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:194
445
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:302
446
+ #: lib/Config/PopulatorData/Templates/SimpleText.php:139
447
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:285
448
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:194
449
  msgid ""
450
  "<p><a href=\"[link:subscription_unsubscribe_url]\">Unsubscribe</a> | <a "
451
  "href=\"[link:subscription_manage_url]\">Manage your subscription</a><br "
452
  "/>Add your postal address here!</p>"
453
  msgstr ""
454
 
455
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:17
456
  msgid "Newsletter: Blank 1:2 Column"
457
  msgstr ""
458
 
459
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:18
460
  msgid "A blank Newsletter template with a 1:2 column layout."
461
  msgstr ""
462
 
463
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:108
464
  msgid "Fake Logo"
465
  msgstr ""
466
 
467
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:120
468
  msgid ""
469
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n"
470
  "<p></p>\n"
472
  "menu items that will help you customize your newsletter:</p>\n"
473
  "<ol>\n"
474
  "<li>Content</li>\n"
475
+ "<li>Columns</li>\n"
476
  "<li>Styles</li>\n"
477
  "<li>Preview</li>\n"
478
  "</ol>"
479
  msgstr ""
480
 
481
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:162
482
  msgid ""
483
  "<p>In the right sidebar, you can add these layout blocks to your email:</p>\n"
484
  "<ul>\n"
488
  "</ul>"
489
  msgstr ""
490
 
491
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php:181
492
  msgid ""
493
  "<p><span style=\"line-height: 25.6px;\">You can change a layout's "
494
  "background color by clicking on the settings icon on the right edge of the "
496
  "icon.</span></p>"
497
  msgstr ""
498
 
499
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:17
500
  msgid "Newsletter: Blank 1:3 Column"
501
  msgstr ""
502
 
503
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:18
504
  msgid "A blank Newsletter template with a 1:3 column layout."
505
  msgstr ""
506
 
507
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:120
508
  msgid ""
509
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n"
510
  "<p></p>\n"
512
  "four menu items that will help you customize your newsletter:</p>\n"
513
  "<ol>\n"
514
  "<li>Content</li>\n"
515
+ "<li>Columns</li>\n"
516
  "<li>Styles</li>\n"
517
  "<li>Preview</li>\n"
518
  "</ol>"
519
  msgstr ""
520
 
521
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:158
522
  msgid "<h3>This template... </h3>"
523
  msgstr ""
524
 
525
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:162
526
  msgid "<p>In the right sidebar, you can add layout blocks to your newsletter.</p>"
527
  msgstr ""
528
 
529
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:177
530
  msgid "<h3>... has a... </h3>"
531
  msgstr ""
532
 
533
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:181
534
  msgid ""
535
  "<p>You have the choice of:</p>\n"
536
  "<ul>\n"
540
  "</ul>"
541
  msgstr ""
542
 
543
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:196
544
  msgid "<h3>3-column layout.</h3>"
545
  msgstr ""
546
 
547
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php:200
548
  msgid "<p>You can add as many layout blocks as you want!</p>"
549
  msgstr ""
550
 
551
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:17
552
  msgid "Newsletter: Blank 1 Column"
553
  msgstr ""
554
 
555
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:18
556
  msgid "A blank Newsletter template with a 1 column layout."
557
  msgstr ""
558
 
559
+ #: lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php:120
560
  msgid ""
561
  "<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n"
562
  "<p></p>\n"
564
  "menu items that will help you customize your newsletter:</p>\n"
565
  "<ol>\n"
566
  "<li>Content</li>\n"
567
+ "<li>Columns</li>\n"
568
  "<li>Styles</li>\n"
569
  "<li>Preview</li>\n"
570
  "</ol>"
571
  msgstr ""
572
 
573
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:17
574
  msgid "Post Notifications: Blank 1 Column"
575
  msgstr ""
576
 
577
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:18
578
  msgid "A blank Post Notifications template with a 1 column layout."
579
  msgstr ""
580
 
581
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:120
582
  msgid ""
583
  "<h1 style=\"text-align: center;\"><strong>Check Out Our New Blog Posts! "
584
  "</strong></h1>\n"
600
  "below.</span></p>"
601
  msgstr ""
602
 
603
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:178
604
+ #: views/newsletter/editor.html:959 views/newsletter/editor.html:1081
605
  msgid "Author:"
606
  msgstr ""
607
 
608
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:180
609
+ #: views/newsletter/editor.html:961 views/newsletter/editor.html:1083
610
  msgid "Categories:"
611
  msgstr ""
612
 
613
+ #: lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php:185
614
  msgid "Read the post"
615
  msgstr ""
616
 
617
+ #: lib/Config/PopulatorData/Templates/Restaurant.php:17
618
  msgid "Restaurant"
619
  msgstr ""
620
 
621
+ #: lib/Config/PopulatorData/Templates/Restaurant.php:18
622
  msgid "What's fresh on the menu?"
623
  msgstr ""
624
 
625
+ #: lib/Config/PopulatorData/Templates/SimpleText.php:17
626
  msgid "Simple Text"
627
  msgstr ""
628
 
629
+ #: lib/Config/PopulatorData/Templates/SimpleText.php:18
630
  msgid "A simple plain text template - just like a regular email."
631
  msgstr ""
632
 
633
+ #: lib/Config/PopulatorData/Templates/SimpleText.php:79
634
  msgid ""
635
  "<p style=\"text-align: left;\">Hi [subscriber:firstname | "
636
  "default:subscriber],</p>\n"
647
  "button between 2 blocks of text, like this:</p>"
648
  msgstr ""
649
 
650
+ #: lib/Config/PopulatorData/Templates/SimpleText.php:114
651
  msgid "It's time to take action!"
652
  msgstr ""
653
 
654
+ #: lib/Config/PopulatorData/Templates/SimpleText.php:135
655
  msgid ""
656
  "<p>Thanks for reading. See you soon!</p>\n"
657
  "<p></p>\n"
658
  "<p><strong><em>The MailPoet Team</em></strong></p>"
659
  msgstr ""
660
 
661
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:17
662
  msgid "Store Discount"
663
  msgstr ""
664
 
665
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:18
666
  msgid "Store discount email with coupon and shopping suggestions"
667
  msgstr ""
668
 
669
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:63
670
  msgid "bicycle-header3"
671
  msgstr ""
672
 
673
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:74
674
  msgid ""
675
  "<p></p>\n"
676
  "<p>Hi [subscriber:firstname | default:reader]</p>\n"
680
  "payments page.</p>"
681
  msgstr ""
682
 
683
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:114
684
  msgid ""
685
  "<h1 style=\"text-align: center;\"><em><strong>Get a 15% off your next "
686
  "order</strong></em></h1>"
687
  msgstr ""
688
 
689
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:117
690
  msgid ""
691
  "<h2 style=\"text-align: center;\"><strong>USE CODE: "
692
  "WELOVEMAILPOET</strong></h2>"
693
  msgstr ""
694
 
695
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:157
696
  msgid "SHOP NOW"
697
  msgstr ""
698
 
699
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:177
700
  msgid ""
701
  "<h1 style=\"text-align: center;\"><strong><em>Use your discount on these "
702
  "great products...</em></strong></h1>"
703
  msgstr ""
704
 
705
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:208
706
  msgid "red-bicycle"
707
  msgstr ""
708
 
709
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:219
710
  msgid ""
711
  "<h3 style=\"text-align: center;\">Lovely Red Bicycle</h3>\n"
712
  "<p>What can we say? It's a totally awesome red bike, and it's the first of "
715
  "#488e88;\">$289.99</span></strong></h3>"
716
  msgstr ""
717
 
718
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:222
719
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:267
720
  msgid "Buy"
721
  msgstr ""
722
 
723
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:253
724
  msgid "orange-bicycle"
725
  msgstr ""
726
 
727
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:264
728
  msgid ""
729
  "<h3 style=\"text-align: center;\">Little Orange Bicycle</h3>\n"
730
  "<p>Another product that's just as awesome but it's the second type, and "
733
  "#488e88;\"><strong>$209.99</strong></span></h3>"
734
  msgstr ""
735
 
736
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:324
737
  msgid ""
738
  "<p><em>Terms and Conditions:</em></p>\n"
739
  "<ul>\n"
740
  "<li><span style=\"line-height: 1.6em; background-color: inherit;\">Must be "
741
+ "used by midnight EST December 15 2036.</span></li>\n"
742
  "<li><span style=\"line-height: 1.6em; background-color: inherit;\">Discount "
743
  "does not include shipping.</span></li>\n"
744
  "<li><span style=\"line-height: 1.6em; background-color: inherit;\">Cannot "
746
  "</ul>"
747
  msgstr ""
748
 
749
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:335
750
+ #: views/newsletter/editor.html:1134
751
  msgid "Facebook"
752
  msgstr ""
753
 
754
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:343
755
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:85
756
+ #: views/newsletter/editor.html:1145
757
  msgid "Twitter"
758
  msgstr ""
759
 
760
+ #: lib/Config/PopulatorData/Templates/StoreDiscount.php:347
761
  msgid ""
762
  "<p><a href=\"[link:subscription_unsubscribe_url]\">Unsubscribe</a> | <a "
763
  "href=\"[link:subscription_manage_url]\">Manage subscription</a></p>\n"
764
  "<p>1 Store Street, Shopville, CA 1345</p>"
765
  msgstr ""
766
 
767
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:17
768
  msgid "Travel email"
769
  msgstr ""
770
 
771
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:18
772
  msgid "A little postcard from your trip"
773
  msgstr ""
774
 
775
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:55
776
  msgid "Travelling Tales with Jane & Steven"
777
  msgstr ""
778
 
779
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:74
780
  msgid ""
781
  "<h1 style=\"text-align: center;\">Hi [subscriber:firstname | "
782
  "default:reader]!</h1>\n"
787
  "<p>Don't forget to stay updated with Twitter!</p>"
788
  msgstr ""
789
 
790
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:89
791
  msgid "<h1 style=\"text-align: center;\"><strong>Photos from Rotarua</strong></h1>"
792
  msgstr ""
793
 
794
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:120
795
  msgid "hot thermals"
796
  msgstr ""
797
 
798
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:150
799
  msgid "The view from our campsite"
800
  msgstr ""
801
 
802
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:189
803
  msgid "Red sky at night"
804
  msgstr ""
805
 
806
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:211
807
  msgid "Don't go chasing waterfalls"
808
  msgstr ""
809
 
810
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:248
811
  msgid "View NZ Photo Gallery"
812
  msgstr ""
813
 
814
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:297
815
  msgid "<h2><em>Here's our top recommendations in Rotarua</em></h2>"
816
  msgstr ""
817
 
818
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:328
819
  msgid "Glowworms, Waitomo Caves"
820
  msgstr ""
821
 
822
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:339
823
  msgid ""
824
  "<p><em><a "
825
  "href=\"http://www.waitomo.com/Waitomo-Glowworm-Caves/Pages/default.aspx\"><"
826
  "strong>Waitomo GlowWorm Caves</strong></a></em></p>"
827
  msgstr ""
828
 
829
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:353
830
  msgid "luge"
831
  msgstr ""
832
 
833
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:364
834
  msgid ""
835
  "<p><em><strong><a "
836
  "href=\"http://www.skyline.co.nz/rotorua/ssr_luge/\">Luge!</a></strong></em><"
837
  "/p>"
838
  msgstr ""
839
 
840
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:378
841
  msgid "holiday-park"
842
  msgstr ""
843
 
844
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:389
845
  msgid ""
846
  "<p><em><strong><a href=\"http://rotoruathermal.co.nz/\">Roturua Thermal "
847
  "Holiday Park</a></strong></em></p>"
848
  msgstr ""
849
 
850
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:418
851
  msgid ""
852
  "<p>Tomorrow we're heading towards Taupo where we'll visit the 'Craters of "
853
  "the moon' and go prawn fishing! Hopefully the weather will stay good.</p>\n"
856
  "<p>Jane &amp; Steven</p>"
857
  msgstr ""
858
 
859
+ #: lib/Config/PopulatorData/Templates/TravelEmail.php:468
860
  msgid ""
861
  "<p><a href=\"[link:subscription_unsubscribe_url]\">Unsubscribe</a> | <a "
862
  "href=\"[link:subscription_manage_url]\">Manage subscription</a></p>"
863
  msgstr ""
864
 
865
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:17
866
  msgid "Welcome Email: Blank 1:2 Column"
867
  msgstr ""
868
 
869
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:18
870
  msgid "A blank Welcome Email template with a 1:2 column layout."
871
  msgstr ""
872
 
873
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:120
874
  msgid ""
875
  "<h1 style=\"text-align: center;\"><strong>Hi, new subscriber!</strong></h1>\n"
876
  "<p></p>\n"
880
  "welcome!</p>"
881
  msgstr ""
882
 
883
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:167
884
  msgid "<h3>Our Most Popular Posts</h3>"
885
  msgstr ""
886
 
887
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:171
888
  msgid ""
889
  "<ul>\n"
890
  "<li><a "
899
  "</ul>"
900
  msgstr ""
901
 
902
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:186
903
  msgid "<h3>What's Next?</h3>"
904
  msgstr ""
905
 
906
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:190
907
  msgid ""
908
  "<p>Add a single button to your newsletter in order to have one clear "
909
  "call-to-action, which will increase your click rates.</p>"
910
  msgstr ""
911
 
912
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank12Column.php:194
913
  msgid "Read up!"
914
  msgstr ""
915
 
916
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:17
917
  msgid "Welcome Email: Blank 1 Column"
918
  msgstr ""
919
 
920
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:18
921
  msgid "A blank Welcome Email template with a 1 column layout."
922
  msgstr ""
923
 
924
+ #: lib/Config/PopulatorData/Templates/WelcomeBlank1Column.php:120
925
  msgid ""
926
  "<h1 style=\"text-align: center;\"><strong>Hi, new subscriber!</strong></h1>\n"
927
  "<p></p>\n"
1191
  msgstr ""
1192
 
1193
  #: lib/Mailer/Methods/AmazonSES.php:64 lib/Mailer/Methods/PHPMail.php:33
1194
+ #: lib/Mailer/Methods/SMTP.php:117 lib/Mailer/Methods/SendGrid.php:32
1195
  msgid "%s has returned an unknown error."
1196
  msgstr ""
1197
 
1198
+ #: lib/Mailer/Methods/AmazonSES.php:65 lib/Mailer/Methods/MailPoet.php:40
1199
+ #: lib/Mailer/Methods/PHPMail.php:34 lib/Mailer/Methods/SMTP.php:119
1200
+ #: lib/Mailer/Methods/SendGrid.php:33
1201
+ msgid "Unprocessed subscriber"
1202
+ msgstr ""
1203
+
1204
  #: lib/Mailer/Methods/MailPoet.php:26
1205
  msgid "MailPoet API key is invalid!"
1206
  msgstr ""
1208
  #: lib/Models/CustomField.php:14 lib/Models/Form.php:13
1209
  #: lib/Models/NewsletterOptionField.php:12 lib/Models/NewsletterTemplate.php:13
1210
  #: lib/Models/Segment.php:13 lib/Models/Setting.php:22
1211
+ #: views/form/templates/settings/field_form.hbs:53
1212
+ #: views/subscribers/importExport/import/step2.html:137
1213
  msgid "Please specify a name."
1214
  msgstr ""
1215
 
1216
  #: lib/Models/CustomField.php:17 lib/Models/Newsletter.php:27
1217
+ #: views/form/templates/settings/field_form.hbs:16
1218
  msgid "Please specify a type."
1219
  msgstr ""
1220
 
1350
  msgstr ""
1351
 
1352
  #: lib/Newsletter/Shortcodes/Categories/Link.php:32
1353
+ #: views/newsletter/editor.html:1039
1354
  msgid "Unsubscribe"
1355
  msgstr ""
1356
 
1357
  #: lib/Newsletter/Shortcodes/Categories/Link.php:53
1358
+ #: views/newsletter/editor.html:1039
1359
  msgid "Manage subscription"
1360
  msgstr ""
1361
 
1487
  msgid "Missing or invalid subscriber data."
1488
  msgstr ""
1489
 
 
 
 
 
1490
  #: lib/Subscribers/ImportExport/Import/MailChimp.php:128
1491
  msgid "Invalid API Key."
1492
  msgstr ""
1626
  msgid "Accidentally unsubscribed?"
1627
  msgstr ""
1628
 
1629
+ #: lib/Twig/Functions.php:78 views/settings/mta.html:1049
1630
  msgid "every minute"
1631
  msgstr ""
1632
 
1633
+ #: lib/Twig/Functions.php:79 views/settings/mta.html:1050
1634
  msgid "every %1$d minutes"
1635
  msgstr ""
1636
 
1637
+ #: lib/Twig/Functions.php:80 views/settings/mta.html:1051
1638
  msgid "every hour"
1639
  msgstr ""
1640
 
1641
+ #: lib/Twig/Functions.php:81 views/settings/mta.html:1052
1642
  msgid "every %1$d hours"
1643
  msgstr ""
1644
 
1820
  #: views/newsletter/templates/blocks/posts/settingsDisplayOptions.hbs:79
1821
  #: views/newsletter/templates/blocks/posts/settingsDisplayOptions.hbs:221
1822
  #: views/settings/advanced.html:90 views/settings/advanced.html:130
1823
+ #: views/settings/bounce.html:190 views/settings/mta.html:587
1824
  #: views/settings/signup.html:34 views/subscribers/importExport/export.html:33
1825
  #: views/subscribers/importExport/import/step2.html:66
1826
  msgid "Yes"
1839
  #: views/newsletter/templates/blocks/posts/settingsDisplayOptions.hbs:227
1840
  #: views/settings/advanced.html:101 views/settings/advanced.html:141
1841
  #: views/settings/bounce.html:148 views/settings/bounce.html:179
1842
+ #: views/settings/mta.html:550 views/settings/mta.html:598
1843
  #: views/settings/signup.html:46 views/subscribers/importExport/export.html:38
1844
  #: views/subscribers/importExport/import/step2.html:70
1845
  msgid "No"
1871
  msgid "Select a field type:"
1872
  msgstr ""
1873
 
 
 
 
 
1874
  #: views/form/templates/settings/field_form.hbs:21
1875
  msgid "Text Input"
1876
  msgstr ""
1891
  msgid "Field name:"
1892
  msgstr ""
1893
 
 
 
 
 
 
1894
  #: views/form/templates/settings/field_form.hbs:61
1895
  #: views/form/templates/settings/submit.hbs:2
1896
  #: views/newsletter/templates/blocks/automatedLatestContent/settings.hbs:299
2006
  msgstr ""
2007
 
2008
  #: views/forms.html:24
2009
+ msgid "%d forms permanently deleted."
2010
  msgstr ""
2011
 
2012
  #: views/forms.html:25 views/newsletters.html:37 views/segments.html:22
2233
  msgid "Manage your subscription page"
2234
  msgstr ""
2235
 
2236
+ #: views/newsletter/editor.html:276 views/newsletter/editor.html:898
2237
+ #: views/newsletter/editor.html:903 views/newsletter/editor.html:908
2238
+ #: views/newsletter/editor.html:913 views/newsletter/editor.html:918
2239
+ #: views/newsletter/editor.html:928 views/newsletter/editor.html:933
2240
+ #: views/newsletter/editor.html:938 views/newsletter/editor.html:943
2241
  #: views/newsletter/templates/blocks/automatedLatestContent/settings.hbs:237
2242
  #: views/newsletter/templates/blocks/button/settings.hbs:14
2243
  #: views/newsletter/templates/blocks/image/settings.hbs:4
2331
  msgid "Newsletter Preview"
2332
  msgstr ""
2333
 
2334
+ #: views/newsletter/editor.html:336
2335
+ msgid ""
2336
+ "Contents of this newsletter are corrupted and may be lost, you may need to "
2337
+ "add new content to this newsletter, or create a new one. If possible, "
2338
+ "please contact us and report this issue."
2339
+ msgstr ""
2340
+
2341
+ #: views/newsletter/editor.html:337
2342
+ msgid "Saving..."
2343
+ msgstr ""
2344
+
2345
+ #: views/newsletter/editor.html:917
2346
  msgid "Website"
2347
  msgstr ""
2348
 
2349
+ #: views/newsletter/editor.html:942
2350
  msgid "Custom"
2351
  msgstr ""
2352
 
2353
+ #: views/newsletter/editor.html:965 views/newsletter/editor.html:1087
2354
  msgid "Read more"
2355
  msgstr ""
2356
 
2357
+ #: views/newsletter/editor.html:1001
2358
  #: views/newsletter/templates/blocks/automatedLatestContent/settings.hbs:243
2359
  #: views/newsletter/templates/blocks/button/settings.hbs:1
2360
  #: views/newsletter/templates/blocks/button/widget.hbs:4
2362
  msgid "Button"
2363
  msgstr ""
2364
 
2365
+ #: views/newsletter/editor.html:1039
2366
  msgid "Add your postal address here!"
2367
  msgstr ""
2368
 
2369
+ #: views/newsletter/editor.html:1059
2370
  msgid "An image of..."
2371
  msgstr ""
2372
 
2373
+ #: views/newsletter/editor.html:1158
2374
  msgid "Edit this to insert text."
2375
  msgstr ""
2376
 
2377
+ #: views/newsletter/editor.html:1161
2378
  msgid "Display problems?"
2379
  msgstr ""
2380
 
2381
+ #: views/newsletter/editor.html:1162
2382
  msgid "Open this email in your web browser."
2383
  msgstr ""
2384
 
2820
  msgid "Preview text (usually displayed underneath the subject line in the inbox)"
2821
  msgstr ""
2822
 
2823
+ #: views/newsletter/templates/components/save.hbs:5 views/newsletters.html:213
 
2824
  msgid "Next"
2825
  msgstr ""
2826
 
2888
  msgstr ""
2889
 
2890
  #: views/newsletters.html:30
2891
+ msgid "Loading emails..."
2892
  msgstr ""
2893
 
2894
  #: views/newsletters.html:31
2898
  msgstr ""
2899
 
2900
  #: views/newsletters.html:32
2901
+ msgid "All emails on this page are selected."
2902
  msgstr ""
2903
 
2904
  #: views/newsletters.html:33
2905
+ msgid "All %d emails are selected."
2906
  msgstr ""
2907
 
2908
  #: views/newsletters.html:34
2909
+ msgid "Select all emails on all pages"
2910
  msgstr ""
2911
 
2912
  #: views/newsletters.html:36
2913
+ msgid "%d emails were permanently deleted."
2914
  msgstr ""
2915
 
2916
  #: views/newsletters.html:45 views/subscribers/importExport/import/step2.html:8
2948
  msgstr ""
2949
 
2950
  #: views/newsletters.html:69
2951
+ msgid "1 email was moved to the trash."
2952
  msgstr ""
2953
 
2954
  #: views/newsletters.html:70
2955
+ msgid "%$1d emails were moved to the trash."
2956
  msgstr ""
2957
 
2958
  #: views/newsletters.html:71
2959
+ msgid "1 email was permanently deleted."
2960
  msgstr ""
2961
 
2962
  #: views/newsletters.html:72
2963
+ msgid "%$1d emails were permanently deleted."
2964
  msgstr ""
2965
 
2966
  #: views/newsletters.html:73
2967
+ msgid "1 email has been restored from the Trash."
2968
  msgstr ""
2969
 
2970
  #: views/newsletters.html:74
2971
+ msgid "%$1d emails have been restored from the Trash."
2972
  msgstr ""
2973
 
2974
  #: views/newsletters.html:79
3092
  "number."
3093
  msgstr ""
3094
 
3095
+ #: views/newsletters.html:116 views/settings/mta.html:653
3096
  msgid "Activate"
3097
  msgstr ""
3098
 
3164
  msgid "%$1dth"
3165
  msgstr ""
3166
 
 
 
 
 
3167
  #: views/newsletters.html:138
3168
  msgid "When is this Welcome Email sent?"
3169
  msgstr ""
3518
  msgstr ""
3519
 
3520
  #: views/segments.html:35
3521
+ msgid "1 list was moved to the trash."
3522
  msgstr ""
3523
 
3524
  #: views/segments.html:36
3525
+ msgid "%$1d lists were moved to the trash."
3526
  msgstr ""
3527
 
3528
  #: views/segments.html:37
3529
+ msgid "1 list was permanently deleted."
3530
  msgstr ""
3531
 
3532
  #: views/segments.html:38
3534
  msgstr ""
3535
 
3536
  #: views/segments.html:39
3537
+ msgid "1 list has been restored from the Trash."
3538
  msgstr ""
3539
 
3540
  #: views/segments.html:40
3541
+ msgid "%$1d lists have been restored from the Trash."
3542
  msgstr ""
3543
 
3544
  #: views/segments.html:42
3545
+ msgid "List \"%$1s\" has been duplicated."
3546
  msgstr ""
3547
 
3548
  #: views/segments.html:44
3585
  msgid "Select what will activate your newsletter queue."
3586
  msgstr ""
3587
 
 
 
 
 
 
3588
  #: views/settings/advanced.html:47
3589
  msgid "Visitors to your website (recommended)"
3590
  msgstr ""
3628
  #: views/settings/advanced.html:171
3629
  msgid ""
3630
  "Are you sure? All of your MailPoet data will be permanently erased "
3631
+ "(newsletters, statistics, subscribers, etc.)."
3632
  msgstr ""
3633
 
3634
  #: views/settings/basics.html:6
3655
  #: views/settings/basics.html:50
3656
  msgid ""
3657
  "These email addresses will receive notifications (separate each address "
3658
+ "with a comma)."
3659
  msgstr ""
3660
 
3661
  #: views/settings/basics.html:68
3693
  #: views/settings/basics.html:151
3694
  msgid ""
3695
  "Allow users who register as a WordPress user on your website to subscribe "
3696
+ "to a MailPoet list (in addition to the \"WordPress Users\" list)."
3697
  msgstr ""
3698
 
3699
  #: views/settings/basics.html:206
3782
  msgid "Hostname"
3783
  msgstr ""
3784
 
3785
+ #: views/settings/bounce.html:50 views/settings/mta.html:511
3786
  msgid "Login"
3787
  msgstr ""
3788
 
3789
+ #: views/settings/bounce.html:67 views/settings/mta.html:528
3790
  msgid "Password"
3791
  msgstr ""
3792
 
3861
  msgstr ""
3862
 
3863
  #: views/settings/mta.html:83 views/settings/mta.html:105
3864
+ #: views/settings/mta.html:127
3865
  msgid "Activated"
3866
  msgstr ""
3867
 
3868
  #: views/settings/mta.html:89 views/settings/mta.html:111
3869
+ #: views/settings/mta.html:133
3870
  msgid "Configure"
3871
  msgstr ""
3872
 
3893
  msgstr ""
3894
 
3895
  #: views/settings/mta.html:123
3896
+ msgid "We only recommend using a third-party service if you are a technical user."
 
 
3897
  msgstr ""
3898
 
3899
+ #: views/settings/mta.html:145
3900
  msgid "Already have a key?"
3901
  msgstr ""
3902
 
3903
+ #: views/settings/mta.html:151
3904
  msgid "Your key"
3905
  msgstr ""
3906
 
3907
+ #: views/settings/mta.html:165
3908
  #: views/subscribers/importExport/import/step1.html:84
3909
  msgid "Verify"
3910
  msgstr ""
3911
 
3912
+ #: views/settings/mta.html:182 views/settings/mta.html:315
3913
  msgid "Sending frequency"
3914
  msgstr ""
3915
 
3916
+ #: views/settings/mta.html:193
3917
  msgid "Safe default values"
3918
  msgstr ""
3919
 
3920
+ #: views/settings/mta.html:201
3921
  msgid "I'll set my own frequency"
3922
  msgstr ""
3923
 
3924
+ #: views/settings/mta.html:206
3925
  msgid "Input your host's recommended sending frequency"
3926
  msgstr ""
3927
 
3928
+ #: views/settings/mta.html:239 views/settings/mta.html:332
3929
  msgid "emails"
3930
  msgstr ""
3931
 
3932
+ #: views/settings/mta.html:256 views/settings/mta.html:349
3933
  msgid "recommended"
3934
  msgstr ""
3935
 
3936
+ #: views/settings/mta.html:265
3937
  msgid ""
3938
  "<strong>Warning!</strong> Sending more than the recommended amount of "
3939
  "emails? You may break the terms of your web host or provider!"
3940
  msgstr ""
3941
 
3942
+ #: views/settings/mta.html:267
3943
  msgid ""
3944
  "Please ask your host for the maximum number of emails you are allowed to "
3945
  "send per day."
3946
  msgstr ""
3947
 
3948
+ #: views/settings/mta.html:283
3949
  msgid "Provider"
3950
  msgstr ""
3951
 
3952
+ #: views/settings/mta.html:293
3953
  msgid "Custom SMTP"
3954
  msgstr ""
3955
 
3956
+ #: views/settings/mta.html:296
3957
  msgid "Select your provider"
3958
  msgstr ""
3959
 
3960
+ #: views/settings/mta.html:362
3961
  msgid "SMTP Hostname"
3962
  msgstr ""
3963
 
3964
+ #: views/settings/mta.html:365 views/settings/mta.html:476
3965
  msgid "e.g.: smtp.mydomain.com"
3966
  msgstr ""
3967
 
3968
+ #: views/settings/mta.html:381
3969
  msgid "SMTP Port"
3970
  msgstr ""
3971
 
3972
+ #: views/settings/mta.html:402
3973
  msgid "Region"
3974
  msgstr ""
3975
 
3976
+ #: views/settings/mta.html:431
3977
  msgid "Access Key"
3978
  msgstr ""
3979
 
3980
+ #: views/settings/mta.html:452
3981
  msgid "Secret Key"
3982
  msgstr ""
3983
 
3984
+ #: views/settings/mta.html:473
3985
  msgid "Domain"
3986
  msgstr ""
3987
 
3988
+ #: views/settings/mta.html:493
3989
  msgid "API Key"
3990
  msgstr ""
3991
 
3992
+ #: views/settings/mta.html:545
3993
  msgid "Secure Connection"
3994
  msgstr ""
3995
 
3996
+ #: views/settings/mta.html:570
3997
  msgid "Authentication"
3998
  msgstr ""
3999
 
4000
+ #: views/settings/mta.html:573
4001
  msgid ""
4002
  "Leave this option set to Yes. Only a tiny portion of SMTP services prefer "
4003
  "Authentication to be turned off."
4004
  msgstr ""
4005
 
4006
+ #: views/settings/mta.html:612
4007
  msgid "SPF Signature (Highly recommended!)"
4008
  msgstr ""
4009
 
4010
+ #: views/settings/mta.html:615
4011
  msgid ""
4012
  "This improves your delivery rate by verifying that you're allowed to send "
4013
  "emails from your domain."
4014
  msgstr ""
4015
 
4016
+ #: views/settings/mta.html:620
4017
  msgid ""
4018
  "SPF is set up in your DNS. Read your host's support documentation for more "
4019
  "information."
4020
  msgstr ""
4021
 
4022
+ #: views/settings/mta.html:628
4023
  msgid "Test the sending method"
4024
  msgstr ""
4025
 
4026
+ #: views/settings/mta.html:642
4027
  msgid "Send a test email"
4028
  msgstr ""
4029
 
4030
+ #: views/settings/mta.html:658
4031
  msgid "or Cancel"
4032
  msgstr ""
4033
 
4034
+ #: views/settings/mta.html:703
4035
  msgid ""
4036
  "The email could not be sent. Make sure the option \"Email notifications\" "
4037
  "has a FROM email address in the Basics tab."
4038
  msgstr ""
4039
 
4040
+ #: views/settings/mta.html:715
4041
  msgid "This is a Sending Method Test"
4042
  msgstr ""
4043
 
4044
+ #: views/settings/mta.html:717
4045
  msgid "Yup, it works! You can start blasting away emails to the moon."
4046
  msgstr ""
4047
 
4048
+ #: views/settings/mta.html:730
4049
  msgid "The email has been sent! Check your inbox."
4050
  msgstr ""
4051
 
4052
+ #: views/settings/mta.html:751
4053
  msgid "Please specify an API key before validating it."
4054
  msgstr ""
4055
 
4056
+ #: views/settings/mta.html:811
4057
  msgid "You have selected an invalid sending method."
4058
  msgstr ""
4059
 
4060
+ #: views/settings/mta.html:819
4061
  msgid "You need to specify a MailPoet account key."
4062
  msgstr ""
4063
 
4092
  #: views/settings/signup.html:133
4093
  msgid ""
4094
  "Don't forget to include:<br /><br />[activation_link]Confirm your "
4095
+ "subscription.[/activation_link]<br /><br />Optional: [lists_to_confirm]."
4096
  msgstr ""
4097
 
4098
  #: views/settings/signup.html:151
4150
  msgid "Advanced"
4151
  msgstr ""
4152
 
4153
+ #: views/settings.html:49
4154
+ msgid "Save settings"
4155
+ msgstr ""
4156
+
4157
  #: views/settings.html:84
4158
  msgid "Settings saved"
4159
  msgstr ""
4172
  msgstr ""
4173
 
4174
  #: views/subscribers/importExport/export.html:48
4175
+ msgid "Pick one or multiple lists"
4176
  msgstr ""
4177
 
4178
  #: views/subscribers/importExport/export.html:59
4233
  msgid "Select list(s)"
4234
  msgstr ""
4235
 
4236
+ #: views/subscribers/importExport/import/step1.html:111
4237
+ msgid "Did these subscribers ask to be in your list?"
4238
+ msgstr ""
4239
+
4240
+ #: views/subscribers/importExport/import/step1.html:113
4241
+ msgid "If the answer is \"no\", consider yourself a spammer."
4242
+ msgstr ""
4243
+
4244
  #: views/subscribers/importExport/import/step1.html:116
4245
  msgid "[link]Read more at our Knowledge Base[/link]"
4246
  msgstr ""
4247
 
4248
+ #: views/subscribers/importExport/import/step1.html:129
4249
+ #: views/subscribers/importExport/import/step2.html:80
4250
+ msgid "Next step"
4251
+ msgstr ""
4252
+
4253
  #: views/subscribers/importExport/import/step2.html:36
4254
  msgid "Pick one or more list(s)"
4255
  msgstr ""
4274
  msgid "Previous step"
4275
  msgstr ""
4276
 
 
 
 
 
4277
  #: views/subscribers/importExport/import/step2.html:90
4278
  msgid "Match data"
4279
  msgstr ""
4305
  msgstr ""
4306
 
4307
  #: views/subscribers/importExport/import.html:37
4308
+ msgid "Select"
4309
  msgstr ""
4310
 
4311
  #: views/subscribers/importExport/import.html:39
4327
  #: views/subscribers/importExport/import.html:42
4328
  msgid ""
4329
  "No valid records were found. This file needs to be formatted in a CSV style "
4330
+ "(comma-separated). Look at some [link]examples on our support site.[/link]"
4331
  msgstr ""
4332
 
4333
  #: views/subscribers/importExport/import.html:43
4625
  msgid "Yes, I want to help!"
4626
  msgstr ""
4627
 
4628
+ #: views/welcome.html:64 views/welcome.html:68
4629
  msgid "Subscribe To Our Newsletter"
4630
  msgstr ""
4631
 
4644
  msgid "Number of newsletters per page"
4645
  msgstr ""
4646
 
4647
+ #: lib/Config/Menu.php:99
4648
  msgctxt "forms per page (screen options)"
4649
  msgid "Number of forms per page"
4650
  msgstr ""
4651
 
4652
+ #: lib/Config/Menu.php:122
4653
  msgctxt "subscribers per page (screen options)"
4654
  msgid "Number of subscribers per page"
4655
  msgstr ""
4656
 
4657
+ #: lib/Config/Menu.php:146
4658
  msgctxt "segments per page (screen options)"
4659
  msgid "Number of segments per page"
4660
  msgstr ""
4672
  msgid "Select"
4673
  msgstr ""
4674
 
4675
+ #: views/newsletters.html:135
4676
+ msgctxt "e.g. monthly every last Monday"
4677
+ msgid "last"
4678
+ msgstr ""
4679
+
4680
+ #: views/newsletters.html:136
4681
+ msgctxt "Button label: Next step"
4682
+ msgid "Next"
4683
+ msgstr ""
4684
+
4685
  #: views/newsletters.html:206
4686
  msgctxt "Sunday - one letter abbreviation"
4687
  msgid "S"
4715
  #: views/newsletters.html:212
4716
  msgctxt "Saturday - one letter abbreviation"
4717
  msgid "S"
4718
+ msgstr ""
4719
+
4720
+ #: views/settings/advanced.html:34 views/settings/advanced.html:117
4721
+ msgctxt "support article link label"
4722
+ msgid "Read more."
4723
  msgstr ""
lib/API/Endpoints/SendingQueue.php CHANGED
@@ -48,7 +48,6 @@ class SendingQueue extends APIEndpoint {
48
  APIError::NOT_FOUND => __('This newsletter is already being sent.', 'mailpoet')
49
  ));
50
  }
51
-
52
  $queue = SendingQueueModel::where('newsletter_id', $newsletter->id)
53
  ->where('status', SendingQueueModel::STATUS_SCHEDULED)
54
  ->findOne();
@@ -73,10 +72,8 @@ class SendingQueue extends APIEndpoint {
73
  $segment_ids = array_map(function($segment) {
74
  return $segment['id'];
75
  }, $segments);
76
- $subscribers = Subscriber::getSubscribedInSegments($segment_ids)
77
- ->findArray();
78
- $subscribers = Helpers::arrayColumn($subscribers, 'subscriber_id');
79
- $subscribers = array_unique($subscribers);
80
  if(!count($subscribers)) {
81
  return $this->errorResponse(array(
82
  APIError::UNKNOWN => __('There are no subscribers in that list!', 'mailpoet')
48
  APIError::NOT_FOUND => __('This newsletter is already being sent.', 'mailpoet')
49
  ));
50
  }
 
51
  $queue = SendingQueueModel::where('newsletter_id', $newsletter->id)
52
  ->where('status', SendingQueueModel::STATUS_SCHEDULED)
53
  ->findOne();
72
  $segment_ids = array_map(function($segment) {
73
  return $segment['id'];
74
  }, $segments);
75
+ $subscribers = Subscriber::getSubscribedInSegments($segment_ids)->findArray();
76
+ $subscribers = Helpers::flattenArray($subscribers);
 
 
77
  if(!count($subscribers)) {
78
  return $this->errorResponse(array(
79
  APIError::UNKNOWN => __('There are no subscribers in that list!', 'mailpoet')
lib/Config/Menu.php CHANGED
@@ -75,7 +75,8 @@ class Menu {
75
  add_screen_option('per_page', array(
76
  'label' => _x(
77
  'Number of newsletters per page',
78
- 'newsletters per page (screen options)'
 
79
  ),
80
  'option' => 'mailpoet_newsletters_per_page'
81
  ));
@@ -97,7 +98,8 @@ class Menu {
97
  add_screen_option('per_page', array(
98
  'label' => _x(
99
  'Number of forms per page',
100
- 'forms per page (screen options)'
 
101
  ),
102
  'option' => 'mailpoet_forms_per_page'
103
  ));
@@ -119,7 +121,8 @@ class Menu {
119
  add_screen_option('per_page', array(
120
  'label' => _x(
121
  'Number of subscribers per page',
122
- 'subscribers per page (screen options)'
 
123
  ),
124
  'option' => 'mailpoet_subscribers_per_page'
125
  ));
@@ -142,7 +145,8 @@ class Menu {
142
  add_screen_option('per_page', array(
143
  'label' => _x(
144
  'Number of segments per page',
145
- 'segments per page (screen options)'
 
146
  ),
147
  'option' => 'mailpoet_segments_per_page'
148
  ));
@@ -542,4 +546,4 @@ class Menu {
542
  $notice->displayWPNotice();
543
  }
544
  }
545
- }
75
  add_screen_option('per_page', array(
76
  'label' => _x(
77
  'Number of newsletters per page',
78
+ 'newsletters per page (screen options)',
79
+ 'mailpoet'
80
  ),
81
  'option' => 'mailpoet_newsletters_per_page'
82
  ));
98
  add_screen_option('per_page', array(
99
  'label' => _x(
100
  'Number of forms per page',
101
+ 'forms per page (screen options)',
102
+ 'mailpoet'
103
  ),
104
  'option' => 'mailpoet_forms_per_page'
105
  ));
121
  add_screen_option('per_page', array(
122
  'label' => _x(
123
  'Number of subscribers per page',
124
+ 'subscribers per page (screen options)',
125
+ 'mailpoet'
126
  ),
127
  'option' => 'mailpoet_subscribers_per_page'
128
  ));
145
  add_screen_option('per_page', array(
146
  'label' => _x(
147
  'Number of segments per page',
148
+ 'segments per page (screen options)',
149
+ 'mailpoet'
150
  ),
151
  'option' => 'mailpoet_segments_per_page'
152
  ));
546
  $notice->displayWPNotice();
547
  }
548
  }
549
+ }
lib/Config/Populator.php CHANGED
@@ -145,7 +145,7 @@ class Populator {
145
  }
146
 
147
  private function newsletterOptionFields() {
148
- return array(
149
  array(
150
  'name' => 'isScheduled',
151
  'newsletter_type' => 'standard',
@@ -200,6 +200,14 @@ class Populator {
200
  'newsletter_type' => 'notification',
201
  )
202
  );
 
 
 
 
 
 
 
 
203
  }
204
 
205
  private function newsletterTemplates() {
@@ -209,17 +217,40 @@ class Populator {
209
  $template = new $template(Env::$assets_url);
210
  $templates[] = $template->get();
211
  }
212
- return $templates;
 
 
 
 
 
 
213
  }
214
 
215
  private function populate($model) {
216
  $modelMethod = Helpers::underscoreToCamelCase($model);
217
- $rows = $this->$modelMethod();
218
  $table = $this->prefix . $model;
 
 
 
 
 
 
 
 
219
 
220
  foreach($rows as $row) {
221
- if(!$this->rowExists($table, $row)) {
 
 
 
 
 
222
  $this->insertRow($table, $row);
 
 
 
 
 
223
  }
224
  }
225
  }
@@ -245,4 +276,36 @@ class Populator {
245
  $row
246
  );
247
  }
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
248
  }
145
  }
146
 
147
  private function newsletterOptionFields() {
148
+ $option_fields = array(
149
  array(
150
  'name' => 'isScheduled',
151
  'newsletter_type' => 'standard',
200
  'newsletter_type' => 'notification',
201
  )
202
  );
203
+
204
+ return array(
205
+ 'rows' => $option_fields,
206
+ 'identification_columns' => array(
207
+ 'name',
208
+ 'newsletter_type'
209
+ )
210
+ );
211
  }
212
 
213
  private function newsletterTemplates() {
217
  $template = new $template(Env::$assets_url);
218
  $templates[] = $template->get();
219
  }
220
+ return array(
221
+ 'rows' => $templates,
222
+ 'identification_columns' => array(
223
+ 'name'
224
+ ),
225
+ 'remove_duplicates' => true
226
+ );
227
  }
228
 
229
  private function populate($model) {
230
  $modelMethod = Helpers::underscoreToCamelCase($model);
 
231
  $table = $this->prefix . $model;
232
+ $data_descriptor = $this->$modelMethod();
233
+ $rows = $data_descriptor['rows'];
234
+ $identification_columns = array_fill_keys(
235
+ $data_descriptor['identification_columns'],
236
+ ''
237
+ );
238
+ $remove_duplicates =
239
+ isset($data_descriptor['remove_duplicates']) && $data_descriptor['remove_duplicates'];
240
 
241
  foreach($rows as $row) {
242
+ $existence_comparison_fields = array_intersect_key(
243
+ $row,
244
+ $identification_columns
245
+ );
246
+
247
+ if(!$this->rowExists($table, $existence_comparison_fields)) {
248
  $this->insertRow($table, $row);
249
+ } else {
250
+ if($remove_duplicates) {
251
+ $this->removeDuplicates($table, $row, $existence_comparison_fields);
252
+ }
253
+ $this->updateRow($table, $row, $existence_comparison_fields);
254
  }
255
  }
256
  }
276
  $row
277
  );
278
  }
279
+
280
+ private function updateRow($table, $row, $where) {
281
+ global $wpdb;
282
+
283
+ return $wpdb->update(
284
+ $table,
285
+ $row,
286
+ $where
287
+ );
288
+ }
289
+
290
+ private function removeDuplicates($table, $row, $where) {
291
+ global $wpdb;
292
+
293
+ $conditions = array('1=1');
294
+ $values = array();
295
+ foreach($where as $field => $value) {
296
+ $conditions[] = "`t1`.`$field` = `t2`.`$field`";
297
+ $conditions[] = "`t1`.`$field` = %s";
298
+ $values[] = $value;
299
+ }
300
+
301
+ $conditions = implode(' AND ', $conditions);
302
+
303
+ $sql = "DELETE FROM `$table` WHERE $conditions";
304
+ return $wpdb->query(
305
+ $wpdb->prepare(
306
+ "DELETE t1 FROM $table t1, $table t2 WHERE t1.id < t2.id AND $conditions",
307
+ $values
308
+ )
309
+ );
310
+ }
311
  }
lib/Config/PopulatorData/Templates/FranksRoastHouseTemplate.php CHANGED
@@ -7,7 +7,7 @@ class FranksRoastHouseTemplate {
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
- $this->template_image_url = $this->assets_url . '/img/sample_templates/coffee';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
13
 
@@ -15,7 +15,7 @@ class FranksRoastHouseTemplate {
15
  return array(
16
  'name' => __("Frank's Roast House", 'mailpoet'),
17
  'description' => __("Think of this as your sandbox. Play around with this example newsletter to see what MailPoet can do for you.", 'mailpoet'),
18
- 'readonly' => 0,
19
  'thumbnail' => $this->getThumbnail(),
20
  'body' => json_encode($this->getBody()),
21
  );
@@ -66,7 +66,7 @@ class FranksRoastHouseTemplate {
66
  array(
67
  "type" => "image",
68
  "link" => "http://www.example.com",
69
- "src" => $this->template_image_url . "/header-v2.jpg",
70
  "alt" => __("Frank's Café", 'mailpoet'),
71
  "fullWidth" => true,
72
  "width" => "600px",
@@ -93,7 +93,7 @@ class FranksRoastHouseTemplate {
93
  array(
94
  "type" => "image",
95
  "link" => "http://example.org",
96
- "src" => $this->template_image_url . "/coffee-grain.jpg",
97
  "alt" => __('Coffee grain', 'mailpoet'),
98
  "fullWidth" => false,
99
  "width" => "1599px",
@@ -137,7 +137,7 @@ class FranksRoastHouseTemplate {
137
  array(
138
  "type" => "image",
139
  "link" => "http://example.org",
140
- "src" => $this->template_image_url . "/sandwich.jpg",
141
  "alt" => __('Sandwich', 'mailpoet'),
142
  "fullWidth" => false,
143
  "width" => "640px",
@@ -237,7 +237,7 @@ class FranksRoastHouseTemplate {
237
  array(
238
  "type" => "image",
239
  "link" => "http://example.org",
240
- "src" => $this->template_image_url . "/map-v2.jpg",
241
  "alt" => __('Map', 'mailpoet'),
242
  "fullWidth" => false,
243
  "width" => "636px",
@@ -345,7 +345,7 @@ class FranksRoastHouseTemplate {
345
  }
346
 
347
  private function getThumbnail() {
348
- return 'data:image/jpeg;base64,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';
349
  }
350
 
351
  }
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
+ $this->external_template_image_url = '//ps.w.org/mailpoet/assets/newsletter-templates/franks-roast-house';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
13
 
15
  return array(
16
  'name' => __("Frank's Roast House", 'mailpoet'),
17
  'description' => __("Think of this as your sandbox. Play around with this example newsletter to see what MailPoet can do for you.", 'mailpoet'),
18
+ 'readonly' => 1,
19
  'thumbnail' => $this->getThumbnail(),
20
  'body' => json_encode($this->getBody()),
21
  );
66
  array(
67
  "type" => "image",
68
  "link" => "http://www.example.com",
69
+ "src" => $this->external_template_image_url . "/header-v2.jpg",
70
  "alt" => __("Frank's Café", 'mailpoet'),
71
  "fullWidth" => true,
72
  "width" => "600px",
93
  array(
94
  "type" => "image",
95
  "link" => "http://example.org",
96
+ "src" => $this->external_template_image_url . "/coffee-grain.jpg",
97
  "alt" => __('Coffee grain', 'mailpoet'),
98
  "fullWidth" => false,
99
  "width" => "1599px",
137
  array(
138
  "type" => "image",
139
  "link" => "http://example.org",
140
+ "src" => $this->external_template_image_url . "/sandwich.jpg",
141
  "alt" => __('Sandwich', 'mailpoet'),
142
  "fullWidth" => false,
143
  "width" => "640px",
237
  array(
238
  "type" => "image",
239
  "link" => "http://example.org",
240
+ "src" => $this->external_template_image_url . "/map-v2.jpg",
241
  "alt" => __('Map', 'mailpoet'),
242
  "fullWidth" => false,
243
  "width" => "636px",
345
  }
346
 
347
  private function getThumbnail() {
348
+ return $this->external_template_image_url . '/screenshot.jpg';
349
  }
350
 
351
  }
lib/Config/PopulatorData/Templates/NewsletterBlank121Column.php CHANGED
@@ -7,6 +7,7 @@ class NewsletterBlank121Column {
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
 
10
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
@@ -116,7 +117,7 @@ class NewsletterBlank121Column {
116
  ),
117
  array(
118
  "type" => "text",
119
- "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n<p>It's time to design your newsletter! In the right sidebar, you'll find four menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Layout</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
120
  ),
121
  array(
122
  "type" => "divider",
@@ -370,7 +371,7 @@ class NewsletterBlank121Column {
370
  }
371
 
372
  private function getThumbnail() {
373
- return 'data:image/jpeg;base64,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/jH8PdcsI49RtZlWS80ZUUBpUjcN0AJ3Kp4A+aPGaAPvTSNZ0jxBplvrWg6rZ6lp92glt7u0nWaGZD0ZHUlWHuDVyvNv2dfEvwx8V/BrwzqvwesXsfCf2QQ2FpIrB7ZUODE24sSynIJ3H6mvSaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikYhQWYgADJJ7UAcD4l/aA+Bng3Wn8OeLPjB4O0jVIyBJZ3mtW8U0ZPTejPlfxxXcWV9ZalZw6hp13DdWtyglhngkDxyIRkMrDggjoRX53eLIfB/wAcPFvxNi+Bf7HHhnxVZw3FxHrvjLxDqX2fdeIhDfZAQXjIK8eWwyRkgZyfdP8Agm3c6nL+y7pVpqk8jvYale2kas24RIjj5F9gS350Aeh/tHyftKzaLo+j/s3Q6FbahqN6INS1fVGRv7NtyP8AWrE4Kvz1+Vz6L3HjHw8+LP7THwl/aQ0D4B/HrxnoPj2w8XWct1YatZWEdnc2zIPutHEqLtzxypJHIPavrHxd4r0LwN4Z1Pxf4mv4rLS9JtnurqeRgFRFGTyfyr4//ZH0HxF+0L8ZfEH7ZXjq0ltdOPmaR4MsZAR5dquVabBwDkE84PzMefloA+165rxv8TPh38NLOHUPiF440Lw3b3DbIZNUv4rYSt1ITeRuPsM15jL8Rf2ql+MA8MRfs8aY/gD+0UgPib/hJLUSi0IG6b7N5nmZBz8u3PHSvCfhl8PPCH7Q37Zfxa1v4y2Ft4lXwPJBp2iaJqaLNbQQsoJkMJJRxkn7wIywPUDAB9keEPiJ4B+IGlSa54G8a6H4g0+Fistzpt/FcxxsBkh2RiFOOcHFYWifH/4HeJfEa+EfD3xe8H6lrTyNElha6zbyTu46qqq2WYeg5r5v/bS+Hvgj4Gfs3+Jbb4PeGrDwanjPWNPs9ZfS4xCskMkojZQudqLtJG1QByeOa5/9p/8AZc+A/wAPf2P/APhIfCHg/SdL1zwxY2l/Ya9bRIl7cXHynMk33pQ5J+ViQMjbjAoA9U8VfFr4h6f+3V4P+Eln4kkj8Jan4dub26037PCVknVJCr+YU8wcqOAwHHSvoLTfGPhLWdc1HwzpHifSr7V9H2/2hYW95HJcWm4Ar5saktHkEY3AZzXw54N1vU/Ev7avwP1/Wpmmv7/4b+fcyt1kka1csx9yefxr0X9nWSP/AIbR/aBi8xN5NgwXcN2PKj5x6UAfS8Xj/wACzahq+kw+M9De98PoJNWtl1CIy2CEZDTruzEMc5bHFc1e/tFfAPTb6y0y++NHgqC61GNJbWJ9ctgZkf7jL8/Rux6Gvl7w3/yXn9rD/sDw/wDpKtea+HP2fPg1cf8ABNW8+Ikvw/0p/FEmjXerHWWhDXguI5XCbZT8yphFGwEKecjk0Afev/C9/gofFa+BR8WvCB8QvMLddMGs2/2kynpHs353nIwvXnpWx4i+Ivw/8IXEln4q8b6Do88Vo9+8V/qMUDrbJ9+Yq7A7Bnlugr8/vjP+z78HfDH7CHhD4g+HPAemad4mtU0a/GrwRbbyWWeWMSeZL96RTvOFYkDjAGBXcfFjwP4V+K/7YPwK0D4iaPDrunXXhK4vLi2uiTHPLHAJFMgH3xuAJU8HoQRQB9g+Bfir8M/idFczfDvx9oHiRbMqLn+y9QiuTDu+7vCElc4OM9cGp/iNql/ofgHxFrGlXBt7yy0y4nglChtkixkqcMCDgjuMV8kaD4A8L/B//goxpWj/AA40LT/D2j+J/B88t5p+nwCCAyIHOVjXCrkpGcAAZXOMnNfVvxc/5Jd4s/7A93/6KagDzH9jv4q+IfHn7Mnh/wCJXxU8Uw3F/Ml1Jf6ndiG2jCJM4DPtCooCgc4HSu+8K/Hz4IeOtaTw54N+LvhDW9Vk3GOzsNZt5ppMDJ2IrEtgc8Z4r5S+Bfiz4aeDf+Ca1pqvxc0ebV/DUtteWlzp0BIlvGlunRIkYEFWZiAGBGOueK8D+MXhfxbYeH/hn8VtL/ZY8L/B7TovENj/AGVf6ZqYfVZInG6P7QihdxbCsHceYCvIG4kgH6l6Z428G61r+o+FNH8WaPfa1o4U6jp1tfRSXNoGAK+bErFo8gjG4DqKU+NvBq+KR4GPizRx4jNt9s/sg30X2zyOf3vk7t+zg/NjHBr5L+OMkX7PH7ZXgP467ltPDfxCgPhXxHKSqRpNjMMrsceisT6QV4vrGu+IPEvgX9pX9rjTb2aCbU5x4O8OXcUpzFp6SxxTSRNkbdy+WwZeQWfBoA+9Y/2hfgRN4l/4Q2L4yeDH1w3H2MWA1u3Mxnzt8rbvzv3cbeueMZrqdQ8YeE9J17TvC2qeJ9Ks9a1gSNp2nT3kcdzeBBlzFETuk2ggnaDjvXxX4n/ZU+AOl/sGSa7a+CNHTW7XwaniKPxAsKC/N79mE+TcD5ym87dm4rjjFcv8PvFeseLvif8AsdeIfE140t/caBrUMs0zHfL5aiJCxPJZlReepJ96APvzUvGXhHRtc07wxq/ijSbHWNXWR9P0+4vY47i7WMZkMUbEM4UcnaDjvXhPgX9tv4V+Kvi544+HeseK/CGh6Z4YltLfStWuPEcG3WpJFzJ5QbavyNhCqs5yOSOg5r4/Kr/txfs9I6hla110EEcEeSlcd+z98F/hDrf7W/x+0nWPhd4UvrHRLvSJNNtrnSIJIrJpIN7mFWUiMs3zHaBk0AfclFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj/wCzp+z4PgDD41iHi067/wAJh4lufEOfsH2X7L5oUeT/AKx9+Nv3/lzn7or2CigDya1+Aotv2mrz9oz/AISosbvwuPDf9j/YcbcTJJ53n+Zz9zGzy++d3ak0T4CLo/7SfiH9of8A4SozNr2gwaJ/ZH2HaIPLMZ83z/MO7Plj5dgxnqa9aooA+cfD/wCyNrPhb4VfEf4d+HfjPqmkah488TT+JLfXNNsTbXGmO7xMIlCzbnA8nBYPGSGI4rP+Gn7H/jXSfjDovxp+Nnx/1P4i614Xs3stDiOkR6fFbq6OjNJsd/MO2RuwOTkluAPp6igAr5U8IfsZ/ET4XfEbUtd+Ev7SGp+HPBWta/HruoeF30SO680iRWkhFw0oKhwuzcFDbdobftyfquigD5W8SfsWeK9D+Jmt/Ez9nP4/ar8MJ/FMjT61po0qLUrKedjkyJFI6qhyWPIYqWbaVB2102p/steJvEP7OHiP4E+L/jnrniPVPEk32ifxJqtkszQN58cpSKASAiPMZwhlO3ecHACj6DooA8T+Mv7NafFz4IaL8GT4zbSl0ebT5f7R/s/zzKLZcY8rzF27vXcce9Xvjj+z+PjPF4CiPiw6P/wg/iGz17P2H7R9s8gg+V/rE8vdj73zY9DXr1FAHwJr/wAPfib49/b8+JcXwr+M1z8PNTsPD2lvJdRaVHqCXUbQRDY8UjqvGMg4JGeMd/fP2e/2StN+DeqeIfG/jTxxqHj/AMc+K1aHVNd1CHyiYD/yyjj3OUXpn5jnaMBQAB7VbeFPC9nr934ss/Delwa3fxJDd6lHZxrdXEaDCJJKBvdVHQEkDtWrQB8peD/2DbLw34J+IHwk1P4ta1q/gHxjiXTtIltVSXR7jzPM81Jd5DncEyAiA7TkZJNcx4h/YA+KXj/wPB8PviX+1xr+saNokSLoFnb6BDbQ20iYCPcgSFrrauQNzBhkkNyQftSigD55+NX7KWqfGHwf4EiPxVvdD8d+ATHLYeJrSxG2SYKgkZrbzAAGKAgb+OQdwJFU/FX7IGrfFX4TQeCfjX8YdR8TeLdN1F9T0fxda6bHYXOnTHG0JEjEFBhcgMpO0YKkA19JUUAfN/w4/Zt+PegeMtA8RfEn9rzxH4s0vw4WNvo9vo8WnxXWUKD7U6yN54AOfnBORkMK+kKKKAPJvgL8BR8ELjxvOPFR1r/hMvEM2vY+w/Z/svmKq+V/rH342/e+Xr0ry2X9gvRL34T+KvhrqXxEvHutc8Tt4q07VbawED6bd/wDZ5reaBzn5lz2xivquigD418SfsJfFr4gNoms/Ej9rbWtc17wpd29zoEg8PQQWNoI2DEvbJIPNkbav7wuDgYO6uw+Kv7Lvxz8ceJ9c1Xwn+1nrfhvR/E1kllqWjPoiXluEEYjfyd0yiLcM52gNzyxr6aooA+aPF37Fttf/s2aP+zv4E+J+r+Go9Juo7ttX8kzSXTgsZA8aSR8MzZwGwMDrXf/ABL+B+q+PvgHJ8F7T4i6lpV69jb2f9vCNpJnMe3LOodSwbHI3j6mvWKKAPJtM+B2q2H7Oi/AqX4j6pLfDRv7KPiNUZbjdjHmBfMJA7bd/TIzV39nX4Paj8CvhZp3w61TxxeeLLixklkbUbqNo2YO5YIqs7lVXOANxr0yigAooooAKKKKACiiigAooooAKKKKACiiigAqvqFq19YXNklxJbtcQvEJYzh4yykblPqM5FWKKAPE/wBmT9nbWP2fNL8Sadq/xQ1Pxide1I38b3cTR/ZVOflAaSTJOclhjJHSoPgJ+zZrPwX8eeOPGepfFfV/FMXi+6NxDZXcbKlmC5bqZHDsM7QQF+UYxXudFAHhfhT9mvWfDf7SfiD4+TfFfV7+x1q2MEfh6SNhDASoH3/MIZRjKrsGCTzXubKrqUYZDDBHqKWigD5HP7Dvj7QNb8T2Hww/ab17wh4G8YXsl7qmhW2kQzXIMhJlEN4z7ot2TyqggHndXqX7L37PN3+zX4Q1TwJF48n8SaPPqL32mi4sVgmtFcfMjursJSSAd2FHHQZr2aigDxP9qz9nnxB+0p4EtvAGl/FGXwdYfahcahs0r7b9tRR8sbDzoioDYbqc4xivNfht+x18f/h1c6BZwftpa9deHdDkjA0ZPDawxSwIcmHd9qbaD0zg19bUUAFfNfxa/Y81HxL8U/8AhdvwV+L2pfDHxlcxiHU7i2sEvbbUEAwDJCzoC3AyW3A4Hy5Ga+lKKAPnfQv2TNT1n4d+MPAnx7+M2v8AxKfxi8cktzcW6Wiae8YOxrWLc6xEE54wpIHy156v7BHxC8RafongL4p/tTa/4q+HGgXCy23h4aPHbSyxocxRS3PmM0irwPmVgMfKF4x9lUUAfPHxl/ZJbx7448FfEj4a/Em9+HuveCoVsbd7SyFzDLZDA8goXTHyjbyWUgkFT1rK+Jf7H/i7V/jFd/Gz4LfHfUPhxr2s2a2WtLHpEd/FeKAAHCu6hTgDqG5VSNpHP05RQB8y/CH9i6T4VzfEW5uvi7qnia5+IVh9lubvUrAG4hlKkPKziX97kkkLhcDAycZrpNL/AGXxpn7KMn7MI8cGTzNJuNL/ALc/s3GPNd23/Z/N7b8Y8znHUV7tRQB4f8Q/2Zx48/Zw0z9n0eNTYjTrfToP7X/s3zfM+yujZ8jzVxu2YxvOM96tXf7Oi3Xxt8BfGIeMCn/CD6JPow07+z8/bPMi8vzPN8z93jrt2Nn1FezUUAeS6t8A11X9pDQ/2gz4qMZ0XRptIGkfYciXzAw8zz/M+XG77uw9Oten6vpdprelXej3ylre9ge3lA6lGBB/Q1booA+S/DH7A8Gj/CPxh8DNd+MWtaz4Q1q4jutAt5LNY5tClR/MDK+8iXLBCQAinB4BY1g+Kf2Bfit8SfDNhoHxR/a413XB4dEJ8PRxeH4ba1tXjwBJPEsm65baNoZnDLk/MckH7SooA+J/+ChPjP4fS/BW3+AfiXXX174nakmnSaTZ2WnuZ7i68wIbgKoKxq5WQbdxOCQAa9z+GH7PHhfQv2ZNI+AXirTFnsZ9E+yavErkFriYF5yrjkESO21uo2j0r1J/DHhqTXk8UyeHtMbWo4fs6ai1pGbpYsk7BLjeFyTxnHJrToA+MG/YE+JV54Zg+Eer/tZeJLv4V29wGXw+NHhS7a3DbhAbzeSVHoUKeiCvR/jb+x3ofxH0HwLb/DrxjefD7XvhqEj8N6paQfafs8ICAxuhdS+fLU7i2cjJ3ZIP0RRQB8r+Df2LvGmnfGzwr8efiN+0Vq/jXxD4fFwlxFd6NHBbyxvGyIkCRy7bYLuYtgPvPOF5zY8f/sfeObr4za18Z/gl+0DqXw71DxTbxwa7bf2QmoxXJRVUOgeRQh2ovYkHJBGSK+oKKAPAviP+zH4j+IHxd+G3xSHxl1jTl8CrCLzToYG8vVGR1dmysqiIyYKuCr5UgduffaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivD/jp/wAlr/Z+/wCxr1X/ANMd9Xl1n+07+0s+kWfxXvfBHw7T4ef8JyPB09ot3ef2xPE+sHTVvo35hj2yFcwsrFgrNvXIUAH2DRXg/wC3Bqfj/Sf2ZvFuofDfUrKw1RFtRLPczTxFLZriNZBG8BDhyCB1wQWB615W2pftPWf7RXjlfh3pvw4m16PwF4autcu9YlvfsAmja/IgtooyJf3hL/vHb5Aoyrk4oA+zKK+IfEH/AAUDvdUs/h5pHhnVvhn4E1nxb4Oi8X6nqfjzUZxplksjmJbOBYzE9xK0iScl0Com7DH5a+hf2aPjrB+0F8KovHsdnYW93Be3ml3q6fd/arKS4tpWjaW3mwDJC+0OhIB2sM0Aes0V8UaR8ZPjd8VPCHgf4jfFv4beAbfwfrnjLQ4PDtrY6lqH9pRXIuZUN5NtZI9pCq8cWXGGIk3dK1/Hn7T37Str4I8b/HH4c/DvwNe/D/wlqF9pkNhqdzdrrF6lpcNbz34dP3SRrIjEQFdxQFvMBAUgH2BRXw2PiB+0R4T+I37Q3jb4UeGvAlxoeg3thr+rP4guroT3hTQ7N5LS2WAYjYRpuEshYZZV2Hll7/wT48+Kvjr9rDSNY06+0KPwPq/w407WFsJLi7aaOOeWYl0XiLzjKAC+0ZjVB1FAH1LRXzr+1l+0f4l+BWp+CtD0W88H+HrbxZNdxTeKfGEV7JpOnyQqjRwOtqF/eS7n2l5Y1AjY/McLXLR/HV9Sn+FXxP8AiN4P8NSX0ej+K9QbUPD+utqVosFpHCzS2ckMnlSJOiq22VWZOF4IbIB9Z0V8Sa342/aM8c+KfgD4v+J/hPwVpHhfxD4xXUrC10u5un1HTd2mXhhhujKPLmZo2Zi0aoFZduD944l3/wAFIrpNQuvGlrrvwmXwhaa8dIPhSfWJ08XTWoufIa9Vc+Up/wCWgtzGSUGfNB4oA+9qK+INA+I37Q3g/XPjn46+GnhjwTqfg/wz4qu9V1K21W6uBqeoxrbRSSx2xjPl25SMZBkV95OMKAGPT/Gr9rrxt4SvYp/Deu/CHwVozaDba3Zz+Ptc/wBL1tpULm3tbS2mWaILjaZZFYFvuow5oA+uKK+VP+Glfj18Qrr4ZaR8F/Avglb3x14Sj8V30/iG+uvsunxCVFljQwJulZlfCZC8jJ44r6oh87yU+0BBLtG/ZnbuxzjPbNAD6K+adR/ao8T6R4U8U6dfeG9L/wCFg6L41i8G2GlqZfs929xKrW8+M79htWMxwf4T0rF1n9o79o260bxd8W/BfgDwVN8O/At7dWl7Zahc3Kazq0dm5S8uLZ1PkwBSrlEkViwU5ZeMgH1hRXjPhv47an4l1L4ix2ukWkdn4S0az1XTi+7zJvPsRc7ZeccE4+XHFbGmfGRYP2eY/jn4m05F8nw42u3VpattBKxFzGhc8ZIwMnvQB6dRXzl4M+KX7Wskdh4u8YfCXwbqnhjXtIuNTtrbw/qpgvtIkWLzIIbuW7kWGYSDCmSIKEbOQVG6uH+F/wC2V408R/F/wp8P/EPiX4Ma8ni4XKyaX4N1uW91HQJIk37bmUPJBOOCpZBH82cAgZIB9i0V8geGv2mf2mL7SvDfxR8QeBPh9beAtZ8Rr4eezgu7s6uyvM0Ud4rk+Si5XmIhmxzuHQe+fHj4h+I/hh8ObzxZ4W0nRLy9imhh83XNYh0zTrKN2w1zczSsv7tByVTLtwFFAHodFfGngn9uPX20/wCIsevX/wAOPiBc+DtPsrvT9Q8AXs/2K9nu5vJitZBM0mxhIVy6yMCDnA6VQ1v4ifHTwT8cvDHjj4/+HPCH2bR/A2u6za/8IrNcncQIma0kW4yd64UeYPlbOdq9KAPtqivjC58VftH+KPi18DNd+KvhnwXYeHdc1S5v7FNEnuTeWBa1JjguvOOyVipB8yMKM5G3jJ9b+OFxNa/Gz4OXEFu1xJFcay6wq6qZCLZCFBYhRk8ZJA9aAPdKK+LdA/bS+Ix+KfhXwn4l1j4K3C+KtZbR5fCmha/Jfa/ohw5WS4mid7eUjZ86KqbScBmruIv2q/FT+DptPfw1pI+I0Pjf/hCzpIaU2+/zC3n4zv2/ZwZOvUjtQB9NUV8mXP7Sf7R114d1f43aF8PPBbfDLQtSks5NOubm6XXb60ilEUt7FIP3EWDllhZGJA++DXe2/wC0Jrl74O+K/im10awA8CEtpiOH/wBIT7OJV84buvODtxQB7tRXy38OvF3xp8T/ALVz3F/f+HF8J3vgPTdS+wpLeedF5rEsyIWMQfeSM4+6B3r6koAKKKKACiiigAoorifjL8KfDvxq+HWr/DzxKjC31KLMFwhxJa3C/NFPGRyro4BBHPFAHbUV8C2Ot/F34zI/wW+N2h6hY+G/gopv/HepxSbF8UtbqXsoYcEsUkRBJJnGSCPm5r07w5+0F+0Ppen+DfiT44+Hngm0+HHjO+ttPs9O0y5uf7Z0iG4OLaaZ3/cTAjbujRU25HzNQB9WUV8/H9ovxP8A8KR/4WgNC0v7f/wkp0Q2+ZPJ8oXhg3/e3btvPXGa7P4//FnWPhN4Psr3wvoFtrXiLXtUttE0ezurnyLdrqdtqvK4ywjXknaM4HFAHp1FfNmt/F79qT4a+EPEt38S/h98O5bvTTavp/iW319dK8P+VK2JGuReS+dH5PU4J3j7uDxXD+Ev21PGuo6H8UIxqPwv8d6l4F0OPWbHU/Bt5cnTbpncL9mlEjuVcE/eWQjHOB0oA+y6K+d/hj8X/wBoNvid4e8GfGnwt4GtbHxpo0ur6WfDtzdNPpzRKrNb3LTfLMSG+/GEAORg9T1fx3+LHjbwTqXhLwF8L9C0bUfF/je+ltLGTWZ3jsLKKKMySzzLH+8kAUcIhBJ7igD12ivi/wCK3in9qGbWvhhaeIPhv4Sj8c6d42ms9OuotRkTRNTgazf/AEsLl7iJUBO6JssSMKSDmurtP2lfjLongz4iWHjPw38P5fG3w+1K0srq9i1k6XoP2a5Xct5K942+JI1BLIHZjjC9RQB9S0V8VaH+2/43fw/8TxHqPwr8fal4H0OLWrDUvB17cnTblnkCfZphIzlXBI+ZZCMc4HSu40v9oX45eBPE9xp3x58I+DBp954UuvFOnHwvcXTz2v2faXtJ/P4lb5xiRAozn5ehIB9O0V8mWv7RP7Tnhq9+HniH4l+AfAUfhH4i3sSoNJuLxr/RIJITKiTmQ+XO7IB86BArfLtPWvP9B/4KO3uoarpPiu6134SzeFNa1tdJTwtZ6xOfFdnbvOYUu5FY+Ux6O0AjUhTnzDQB950V5/8AHT4geIfhl8NtS8YeGNK0W9vbUxqG1vWIdM0+1RnCtcXE8rALHGCWIX5iBgcmvKf2Zv2m9f8Ai38RvE3w313xN8NPFv8AYmmw6pDrvgO6nksiHk2G3kSVpMSKedyyEEdhnAAPpaivmLxp4x8QeAvjv8VPFnhjQbPWdS07wJpM1vaXupw6fbFvtE/zTXEzBI416s3XAOATxXJfDn9r/wCKPi3xN4o8Badr3wZ8f61YeFLnxHpt34Jv7qW0huImRfsVyHd9+d/yyo652nKLQB9lUV8xah+2Sk2jeC/EfhjQLfULHU/CF74z8Rx5Yy2FrbxbTDHg48w3TCL5sjCvxkUzQfjv+0n4b1DwVrXxl8B+CIPDPxElW1soNBubpr/QbmWEyW8d20x8u6DYCs0axbGPAYc0AfUFFeA2n7Q3im6+EPw7+IX9iaUt/wCMvEtnod1B+88mGOa+a3Z0+bduCrkZJGe1eafCjwZ8aPi3qHjmL4geJ/DxtfCnxbh1e0+x/a5pStn9ll+zL5zYRDFsAx0kLnGCKAPsmivjz4XftkePviB8YI/Bkj/DGKE+IbrQ73wjJqVxYeKNMiidwt2Vuykd2Cqq5jgjyFYYZjnHa/th3/jbTtR+D1x8O9K0vUfEDeO4YrKDVLloLTc9pcqWldAW2qCWIUEnGByaAPo6ivmGT9o74z+EtC+Inhvx14M8FzeOfAkOn3q30GsjS9AutPvHdVvJZLt91ukRilMiF3Y7PkJyK4zwv+3dq1jH8RIvE2sfDLx+PBvhxNftNR8A6hMtpPK8whWylM7SBXLsvzq5BBztBOAAfaNFfGvx48T/ALUEXwD+J1h8bvBXgo6Bf+BNR1GLV/C91MBpdwsf/HlcxXDlpiVYkTRAKSjAoowTp+D/ANtC78VfC/xl8bPA3hzT9U+G/g2zTS9JZpJE1PXdXCxjGz/l1t90iLmRC5zu2gdQD63or5i0740/tPeDPih4Y8AfGTwf8P5LPxVpWq6pDqPh2W8AtJbS3837HIkxO9gSP3oIDjdhExzyXg79pv8Aax8ReC/But3vw3+G0OrfF17SLwPaQX988dhH9lmuLq71RioygjiDpFCdxD7S2RmgD7Kor5buf2mfi94Hs/GPhL4meEfDB8Z+D7zw8y3mkPP/AGVqmnarffZkmSKRjNDImyYFGdhuUEMQa6j47ftD+JvhTq3jWw0fQdMvU8MfDi88aW5uTIDNdQzeWsL7SMRkdcc570Ae+UV8y+Hvj78d/CXjbTdN+PXhLwTa6H4k8Kal4osT4bubqW70w2SRSS2tyZvluGKTDEkYQbgwwQAzee6l46/aP+IHiT9nzxx8RvC3gnSvCHirxnaatp1ppc902p6WkmnXbQQ3TSHy52eN9zNGqbGXbtbO4AH25RRRQAUUUUAFFFFABRRRQBw/jr4Z/wDCa+Nvh/4x/tv7H/wguq3Wp/Zvs3mfbPOsZ7XZv3jy8efvzhs7cYGcjhj+zMD8GYfhF/wmv+p8Yp4s/tD+zeu3Xf7V+z+V5v8A2x37v9vb/BXuNFAHD/Gz4Zt8YPhR4j+GkXiCTQ5dds/s8OpJbLcG1lV1dJPKYgOAyLlcjIyMjrWF8Pvg34i8M+K9e8b+LvH0HiHWfEfhzSdCvpYNHFjGZbP7TuuFQSuB5n2n/V/w7PvHPHqtFAHy14e/Yz8U/DjTPA998JvjNb6L4s8KeHB4V1HUNQ8MpfWOs2CyPKgktDOjRSJK5ZXWY8EqQQa9u+EPw61X4Z+BYPC+v+PtZ8Z6q0093f61qrYluZ5nZ32RglYYlLbUiT5UUADOMnt6KAPE9M/ZsXTvhN8P/hd/wmZkHgXW7DWft39nY+2fZpWk8vy/N/d7t2N25sY6GvkP4y+DviXqdp8QPgR8O7z4t6Hp/ibxRK8Pg8eBzdWc5nvBLNdRa/j7PDp8is0xiY+YjfLuxuVv0oooA8dtP2ffJ0j4s6c3isqfinD5ZP2IE6Z/xK4bH/np++/1Pmfwfe29txz/AAx+zp4k8GfEDwJ4z8OfFIRWfhjwnB4R1rTJ9DSQaxbwb2ilSXzQ1q4kcsceYCOPevcqKAPLPjL8KviF471TQ9f+HXxbk8JXmlR3Ntd6ff6X/a2j6rbzBcrc2ZliBdCgKSBwy5YchiK4DwH+xX4f8IaV4b0nUfFi6pBpi+Im1eGLSY7ODUJNX2eeIYo32WkSbSFjUPwRzkZP0lRQB8v+Gv2S/itpmv8Aw9i8SftINrvg/wCGWpve6No0vhWOK6ni8iWGKO6u1uP3jxxyhVkEa5AbcpLZElh+yL8QPDgm8E+Cv2hb7QPhnPrbaydFs9DSPVoI3m8+Syh1RJlaOBpCST5Rk2krvwa+nKKAPmHxB+yV8UdR1Tx9p+hftIXOj+DfiTqL3esaQnhuOW7ggeNY5YrW8ef920iqVZ2jYYPCg5Jm1T9kHxHpvj3xD4o+FvxatPC2neLNJstJ1KG58Lw6jqFtHbweQDZXjyr5O6MDKvHKobLAAnj6YooA8Q+FH7OF98MLjwbf3Hj5tauPB3g9/CiN/ZawNdAyB1nP71gpG0DbyCecjpXcfBeL4jw/DbR0+LN5LdeKfLY30ssNvFIx3HbvS2LQq23GQjMM9z1rt6KAPk7TfhvY/FP9t+5+LFn4b8V6ZovgfSxZ3r6pYTWdjqmthnijnt1kAE5ityV84AqQ4CnrWz4h/ZH8bXK+KvBng/48XOgfDfxvqE+oazoB0GO4vY/tDFrqG0vjKvkxyknIaKRhubB5r6YooA+dPF/7LPja48Ta7f8Awv8AjjP4N0PxZo1tout6c+gxahNsgh8hZbWd5F8lzHhW3JIOCRg4x6Xovwe0e1+CMHwP1+/l1XTRoJ0G6ugnkyTxGIxtIBltrYORycGvQKKAPmMfsjfEPxFo8fgv4l/tG6vrfhPS9Iu9I0iw03SRpk5WaIxLLfTJMy3jImAq+XGmckjJpPB/7JfxJ0TXvh9qevfHXTLjTvhzO39n6PpHguHTbW5gaExN5+Lh2MxG0+YpCDacR5JNfTtFAHidt+zYtt8JPD3ws/4TMt/YOuwa19u/s/HneXOZfK8vzflzuxu3HHXB6Vs/tE/BBvjt4LsPDtr4li0PUdH1e11vT7q501NQtftEBOFntnZRLGQx43KQcEEEV6nRQB8zJ+x94i8R6n4v1T4qfGQ6+3jDQbbR5bfTfD0emQ6bJbzGWCa0AlkKBG2na5ckjJbnANP/AGTviN4i8Ww678bvjzD4z0u28M33heLTLPwummfublVVp2lFxJmbCjJ24JxgDpX0zRQB81eFf2W/ixpvjTwFrHi/9ov/AISHw58OpJf7K0c+F47aaeNo/LQ3Fytwd8irgbhGFIH3QcmvTvip8GrX4pa54d1S91+Wwg0OHUYJIYoNz3CXcAhO2TcPLKjkHa2favR6KAPk/wAL/sX/ABD0Gx8EeHbj49aZ/wAI98PtWh1PSrDT/BMNo93s3j/TJRcN5r7XIDoIxnJKtnAZ4A+G1j8Q/wBs/wAR/HCy8MeLNI0TQNNTTyusWU9la6jq5Gx7mCGUDeFiVV84DBJIBIr6zooA+X9R/Y88cPaat8PNC/aBvtM+FeuaqdTu/Dv9hRy6hGjyeZLaQaiZQY4XcZ5iZwCQGqfxn+yP461W88Z6V4C+PU/hTwj48hjXVNLPh6O9uopEiEWYLp5V2IyqNymNjjOGBOa+maKAPG9G+A/iTw38VPD3xD0L4kRw2OneG7fw3q2kzaKsn9oxw8xyRzeaGtznkjD+leyUUUAFFFFABRRRQAUUUUAec6V8GrC18SfETWNV1Y39n8QkgiuLMW/lG2jSBomUSbjv3Bic7Vx715foH7Jnju3fwx4U8XfHy71z4d+DNQjv9H0GPQo7W8k8o5t4ru+ErGZI+22OMnAya+lqKAPlu6/Y7+IU9vceEIv2h7iLwGPEP/CR2mjDw3EbpJTN5xglu/OBkh3ZwFRG55Yjg+yfGz4R2/xi8IRaAniG70DVNOvoNV0nVrWJZZLK8hbdG+xuHXPDKSMjjIr0CigD5c8WfsffEH4kadean8Svj6db8WG9sbvTZR4dCaFZi1feitpTXDrLvbl2MgY9iMVaT9knx3q1/wCMdY8bfHOLVrvxl4dTQJoLXwvHZ2dgElDo9tEs5YKACCjuxJOd/AFfTNFAHn0/wnE3j/wZ46/t8r/wiGlXGmfZfsuftXmxhN+/f8mNucYbPqKo/Gr4N6j8TZPDviLwl41k8JeLvCN617o+q/YVvYQXQpJFPbsyebGykggOp7g16fRQB4L4Z/Zp8T2viHQvG3jv4xX3ifxFp/iB9evZX08wWcmYGhS3tbbzmFpGobJwXLHk+2R8Sv2Ok8fah411qDx/HZX/AIn1rSddsludES8tbOewBCJNC8oF1G5PK/Jjse9fSNFAHy7e/se+PfEt14u1Txv8eIdSu/F/h1NAlgtfCsdpZWCpMsiPbRLcFgo2kFXdiS2d4wFr0T4mfBW08UatF4vvmn1WDTPCmoaA+iQRKkl+s6pykzPiNvkwAVIyevFevUUAfnZ8O/CHxM+JPxF+EfhS/wDEPxR1jwz4Hu5Li70vxH4DfQ4tGto7d40hub+QBNQnBKxq0IClMtjPI968L/smfEXwp/ZfgnSv2idQtPhno2qnUrTRLHQ0tNV8nzDKLF9TjmBNuHJziIOy/KWIr6ZooA8w/aF+CifHbwJF4Uj8QR6NeWOo2urWV1cael/bC4t5A6Ce2dlWaMkYKlh9RXPfCv4B+PvBnxXvviz43+MEHia71LQxosul2nhyPTbK2VJlkja2VZpGRRhgVdpCxbO4ABa9wooA8D+Nv7KNp8Z7vxjeXPjZ9LbxRpOm6fCo01LhLWazuGnSV1d9s6MzANGQuQD83PFPwx8DPHngL4gx/HL4i/FmHxMdD8PXekNoOg+DBZWwtWKPi2hjnll8zdGCRl93yhQmOfoiigD4/wD2Wv2ddC1jwx8WvEniHw/4m0nRPilqN3aaVpetLJbXthozF2ISJ8NbCSeWaQJgYGw45rr/AAt+yv8AEQax4Pi+Kn7QN34w8MfD9zLoOlw6DHp08sqoY4Jb65WV/tLRRnACpGGYBmBPFfSNFAHy7on7IHxF00+GPDl9+0NLd+CvBfiaLxFo2jDw1Ek7hLo3At7q684mVQWYKyomCQSG27a9Q+GPwf8AEfw58a+PdYb4grqXhzxnqR1e30g6UsE+nXbxxxyMLpZCZVKxLhSi4Pf19SooA+Ypf2P/ABjrvizw5ceP/jcvifwz4Q8RL4i0eG98Nxvr0bpKZYreTVnmd2iVjj5YlcoAhbFej/H/AODXib4vWnhWbwd8SW8E6z4S12PXbTUBpS34d0ikTymiaRBtPmc5JyMjHOR6tRQB8veIf2MNX8ceF/FE/j34tjWPHvifUdL1F9bbQIxptuNOlMlparprSsr24ZnLq0pLlydw4p837HPiTxfrPiTV/i18Zxr0fijwpJ4WnsNJ8ORaXbWC+eksM1mPNlaNkZSSJDJuYg5UKFr6eooA+ZNW/ZR+K/jzQdb0f4tftJ3fiE3Xhe68MaUtn4fGn2tuLhQsl7d26XDC8uNqqAd0aL821QWyK/xi/ZdsLOx8feLvDf8Aa+oaR4q8KrY+IfB+i2saXGq31soFrf2crOFgukVcYKOHAQYBAJ+o6KAPg74PeG/ip8W/2g/C/ifxL43+IHibRvCnhTVrGXUfEPgCTwvBZz3cccUUflTYe7uSokMrp8nyJt2And7rqP7Ld3/wqX4ZeC/DXxJuNG8W/CeO1bQfEsemLJG80Vs1vJ51oz4eGWN3DRiQEZGH4598ooA+bb39kTXvFPhjx7J4++M17qXjvx1/Z3/FQ2OkR2ltpS6fMZ7KO2sjI42JKWZg8rM5Y/MtVtT/AGSfiF40TxtqXxO+Pa67rXjTwTc+CzLbeGUs7PTopHDrNDAs5YnO4uryEsSMMgULX03RQB5n4q+COneL/F/hbxHq2r77Lw9oGq6BcaebbIvYr6OCNm8zf+72iE8bWzv6jHPlfhT9kj4paJrPw3std/aPl1vwX8KtTF5oeiyeGI4rm4gSCWCCK7u1n/ePFHIFV1jUEBiyMxVl+oKKACiiigAooooAKKKKACiiigD5z/aL+JHxH8B/HL4Q6d8O/Cur+K7jXbPxFbvoNrqosbS4kSO0aOe7kfKJFF8/zlHZd+EVmbacTV/2gda+IP8Awr6KPStb8C+IdH+K9v4X8W6E98GMbjT7qYxGWIhLm3kVoZVbG1htO0EV23x4+HHxp174l/Dj4n/BmXwbLdeC49Xiv7HxJcXEEd5FeRwKEjkghkMbDyid5HHAwwJFcp4f/Zp+Jss2l+MvG3iTw9c+LNS+JcHj3xHFZGZLG2gi057GOzs2ZN8pSMQDfIE3EOTt4BAGJ+2jrMlkPiUnwH1w/B06x/Y48Zf2rB9pI+0/ZhfDTdu/7EZePN8zzNvzeVjmtPWP2rvGD+IPEM/gH9nrxH4u8D+D9Z/sPXPEFnfRrdtcowSc2OnbGlvEhZgHIZM4bYH2muLH7NX7SyfD9f2aU8YeBj8LU1ZGXxCxuT4gGirci4Fj9l8r7OZtw8rz/Nx5fzeXurej+CH7TPgK58X+Bfgz4x8F6Z4O8Y+ILjX4tfvftB1vQWu5fNvI4bYRNBdHfuMTySJt3kMrBRkAyfBH7UMujfEjxj8JdNg1Xx/471X4gajFpugJf4Oj6PHHBvurqR9ws7WMsQqlcuzbUViTjo4P2wde1b4i6x4Y8JfBDUPEXh/w34lHhbWb/TdetZ9WtLjzRE9z/ZKAzG0Rmy0pdX2Av5e0EjndV/Y38WaZ4j1z4x/D3VfD2nfFVPHEviLSdWlklSPUdJlSKKXTNRkWEv5boshwiOEfay8kmsL4kfsf/F74kePLrVNa0v4TvNL4lg1nT/iFbRT2PinSbNJUkFoEt7dI7p0VTCkskwzGQWUsOQD2z9sLx78Qfht+z14n8X/DHTpLjXbZbdI5I7qG3e1jkmRHmBlVlJAbGMZ+bIwRXOan+0z8UH11vAngD9na+8V+J9A0az1XxZbnxJbWltpbXCF0tIbhkYXV0VUsEComCuXXOK9G+P8A8O9f+KXwV8UfDzwvqFjbaxq1iIrKfUN/2cTo6unm7AWCkoASoJAOQD0ryZfhn+1v4P8AFmq/EX4fXPwvutV8b6PZReItI1a+v0stN1a2hEKXVlPHA0k0LIF3RSIjZQYcZNAHtHw4+Kel/Ff4Xaf8T/Bul3jRanZPcQafegQXCTpuDW8v3gjiRShIyAQSMivP9N/ax8Nav4I+G/iuw8O3LXvxD1R9MGlPcqsumtBHK988zbeRbiFw2AMnaOM12vwK+Glx8GPhNongPVfEP9s3umQyS3+omEQrPcyyNLM6oPuJvdsDnAxzXzX+zd8PvC3xH/aI+KfxO8I+K/7e+GljLdWHhf7MgFrBqOpJHNrD28mPnHmLGN4JAJdR0OQDutG/bJ12/TQ/HWqfAbXNN+FPifVINK0nxa2qQSXDNPIIre4n05V8yG3lkYKsnmMeVLKoIrub39oyws/ht49+I3/CK3DxeBdavNGktRdKGujBcCEyK23CA7t2CDjpzXlWlfs5/tIy+D/C3wB8R+KvAzfDfwpqlhdDXrY3R1vULGxnSe1tmtWj8iF90cavKJnyF4Xk1H40/Z1/aYvdL+I3wx8HeIPh1H4M8ca9Pr8Wp6g14NTt1mmSaSzaFIzFy6kCfeSFP+rJ6AHoukftG+NfFHxz1D4R+EvgVqmpaN4fureDxB4qfWraC109Z7NLmIrC/wC9nYlwjKg+XKtnnAs/F39ovV/BXj22+FPw1+G6+N/FraaNavba41630e0s7IuyIWuJlbdK7IwWNU92ZRzW98Kvhhr/AIG8dfEbxPq15YTWvi/U7G9sUt5HaSNIdPt7ZhKGRQCXhYjaWG0jkHIHl37QX7Ler+Ofi5b/ABi8MeAfhZ47mn0VNFv9C+INo7W8Xlu7xXNtMkM5jf59rp5eGAHzA0AWrj9s59X0LwLc/DX4Paz4o13xzc6np0ejtqNvaNpt7Y7RPHczHdGI1YsDIpboNqtuArA0r9uDx/eWcet6r+yzr+laJpPiKHwr4rv5/Edk39mahJcLb/6LGBuvYlkdA0n7r73yq2Djpvhb+zR4u8B3nwwvb2/8HofCTa5catb6FpMelWayX5jZIrS3giVSkewqXkIdsBjkk4l1r9nTxrqXw58a+EINV0Rb3xH8QI/Fdq7zTCJLRdThuijkR5EvlxsMAFdxA3Y5oAh+KX7V/jb4d3XiLWLP9nvV77wZ4SuBBqmt6lrUGkz3AAUvLp9pOmbyNd33t6BiDtLVy3xx+JuoJceOpPCniTxhpt5byeCplxq+y0ihur+EMtvFGoaJnRmWXLsHBxgDrxXxJ/Yb+KnjDU/iWieHfg94gvPGV7cXuk+NPFIvLzWNLhdQY7OOBoXjhCEbFlilG1efLLcV6j4u/Zm+IviceJZhqvhyKfXYPCUaKbifaj6XcRy3GT5WcMEYJwcnG7b1oA998O634h1LVtY0/VvCk2m2OnyQpp+oPdxyrqaNErPIqL80e1yyYbklcjgiugrn/DyeOo9a1tPEp0I6KssI0L7D532ryRCnm/at/wAm7zd+3Zxs255zXQUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXLfFD4i6H8J/AesfEDxFDdTWOjwec8NrH5k0zEhVjRe7MxAH1rqa4P45fDD/hcXwv1v4fpqg0241GJWtbxovMWC4jcPGzJkbl3KMjPTNAHliftaeK/Cen6nq3xs/Z68TeDLKHSv7X0y5tLyPV4rxSwVbaSSJFW3uiWXETEg54Y4NRxftK+O7p7rwX8UPgvqvw41TxF4fv9R8NXketRajHP5UDO0crwqhtrhVw2z5h6OcVn+Ifgl+1H8ZPD9/4b+K/jzwh4X0+20pbXTrXwuZ7yO9v0dWjvLo3EUbRqCgxDGx6nLHirUXwa/aM+JHifTfEXxp1TwHp0fhbRr+w0q18O3F1cf2heXNuYWubh54U8lADny0D9T8xoAzPBP7SnxAi8KeDPAPw9+F2qfE/xl/wi9vretz3eux6fBbQNwpkuZVkaSdyDtQLzjll61fvf20tS1Wz8IWnwx+BHiLxV4l8WC9i/sOXUrXTpNOuLRttzHcSykxgLyQylt3GBzVTRfgN+0V8Ir/RfE/wg1fwLq1/L4YtvD+vaV4guru3tBNbg+TdW08MLucEkMjxjcOhU1t/CD9mvxt8PfFHg3xR4h8V6XrF5psWr3OvTQo8Ikvb5gxFtHtI8pcYBdg2BnHNAGn+1r488XeCPg5pHi7QNP1qPV117SPM0zSbvZdT75lD2odSFYHO05O0jrxWRcftceJ/DNr4nsfiR8CtT8O+JfDemx68NLi1mG9ivNLaQI80VxGgHmR7vnjK8HoxHNdx+0z8NPHnxT+G8WgfDbUNDs9fs9XsdUtpdaMn2T9xKHIcRo7HIGMY/EVw1n4K8X6brfir47ftYeIvBWi6dB4ak8PrY6LcTTWFrYswee4mnuI43LswGFC4UdyaAPStN+Nuja98TtG+HHhvTn1Ian4e/4SS41GOdRHZ2zFRCGXBLGQtxyOATXK/En9onxhoPjzUvh38JvgnqXxB1Tw9p8eqa666tDpsNpDJny44mkVjPOwViIwAOOWFcN/wT/wDhzeaD4B1j4iatrFzq7eJb5rXQ7y5g8pxoFq7pYoFwCF2liM8kYNdP42+FXx58L/FXxJ8SvgLe+CblfGunW9lqdp4lmubc2NxAGWO6geCKTzeHOYmCgkD5qAPO/F3xm1LVtT8e+Jb66+IGhaOfC2gX0OkRXsml6hp00s7LIAsisIXJGGIT5gOuCDXoHiX9qXxjbeI/ENl8N/2f/EPjfw74Kuo7HxFq9rqMUM6TFVZ0s7Qo0l4yKyswBTrgZPFYHiD9lz4r67pfimLV/Huk67q3iDQNI01tTvd8DzXVtO0kzukURVEIbCbcnAGcdauXfwZ/aV8C6/4z0z4J+JvBFr4c8eakNVk1LVGuE1LQbh0RJ2giSJ4rrIQMokaPB65FAGD4X/alj0H4n+N/AVpHrPjLxhrfie3j8P8AhM3hjubOya0ikkllWUn7HAgLMxZRzkAE1vaz+0O3wri+IGvJ4V8W+LL638Z6doI0f+2I5wtxcxRKqWQdEEUQL52MeTk5GcVha5+xd4mbXfEfxU8M69odv8Uo9dtNX8OeJZw6yzxQ28cUttfMkeRFNtfciB1G4EAkYrpNQ/Z0+I2szatqV9qHhuC71fx7ovi6SKK6neOOC1WHz4gxhBL5jbZwARjJXkAAen7YGq+GtO8aQ/Fv4K6v4X8R+EoLO4g0ey1WDVP7VW7cpbJBMgRRIzjaVYAKf4iOTs/Dn9o3x34g+LFj8Hfid8Cr7wNrWo6PNrdvN/btvqVtJAjKNgeNFPmAth1IAU4wXBzXFftSfC6W0h+Ifxb13xWuh6VLpGkCwvrSymvp7C8srlpVnnt1UBoAWXdhs7Qx4xXH/s+fEXxz8bP2r7LxPrXjvwB4qsPDPg24glm8BvdXWmWs08sWBLczKq+dIFLeUBlAhBJzmgD6A+Lnxz17wV4v0f4ZfDX4ZXPjzxnrNrLqK2H9px6baWllEyq8891Ir7PmZVVQjFie3WuGu/2zLj/hFdFvNI+CXiS/8Xaj4nk8H3nhb7XBFcWOppCZCDO37p4cbT5oIG1t2OMV1PxY+GnxdT4paL8aPgpf+GbnVrPSp9C1LRfEk9xb2l5aySJIrpPBHI0ciOgOPLYMMjIrlfBn7NXxI0zUfDXi7xb4o0G98Qt44uPGXiMWgljtYxJaG3W3tMoWkCgIN0mzdyeOlAHovwP+MmvfFB/EuheNPhzP4K8UeEr2Oz1PTTqUeoQHzU3xSQ3KKgkVlB6opB4xXlHxK+LXxosvj/428B2Ph66h8I6f8PptSt7+HV4IzDOWP+lLGqibeGAjA3cZ3DvXsvgD4d614U+JPxE8Y6hd2Utl4uubCeyjhdzLGsELI4kBUAEkjG0tx1xXEfEz4P8AxX174wX3jDwfdeE38O+IPB9x4Z1SPUri5ivbeQtvilgEcbo6luGDFSB0zQBxPwO/an8cw6J8L9E+Lfwg1rQtI8X6HHHpniq/1+3u5725gsvOke6tx+8i81Y3dG3uW43BSav+GP23W1250TxRqHwludN+GnijVU0fR/FB1+0muZZZJvJhmm05f3kMEkgwH3s4GCyKDmtvxB+zf4o8QeHfgf4fudU0lY/hysceuETS/v0Gmvat9m/d/Md7gjfs+XnrxXkfw+/YY8a+DNR8NeFYvAvwGtdC8MaxHdf8JpB4ajuPE2oWEcm9IHintjFFOfuNcCVjtGVUN0APob9ob9oCL4F2XhqC18Mwa5rPi/Vho2lW95rVvpNmJzG8mZ7ufIjXahA2o7MxACkmuT1T9rXV9C8EaZe658Etd0/x3rmuv4d0rwvc6hBFDfXSx+Z58WoNiJrPZlvP2/wkbN3FdN+0t8MPHfxP8PaPp/g7T/AmvWtlqAuNV8NeNdPWfTNXt9pGwyiGWS3lRirpIin5lAIIJr58tf2BfFUHw8s4X0/4cT6tpPi+fxRpvgm/S61Dwpb28sHkvYbp0MoDZMnmCLCvjbHgUAb3xa/a3+Jl18HPGcPhP4dTeH/iP4S1DTbbVtOh1+zuYre0upQEure72FJkdVZcFEdSegIFUvEvx2+NE+q/HnTfiJ4J17w34d8M+E9PvIH0PxZape6c8kE7ObeZISwkkZWUOQ23yAcYYCtSz/ZI+I6/Cv4j6Vpuh/CLwX4g8WtZNo+ieGNHFtpFl9lfeoubuO3jubhpG6sUwg+6pyc6Pjb9n/8AaG8aXHxH+0TfDuC3+J3gu00q/CX99vsdVt45lXyiYCHtmM5yzAOMfdOOQDb8WftU+P8ARPE3iXwl8Pf2etW8Zw+BbCx1DW9Tk8Q21jGLaaAyYi8xC01xhW/d4VTgkupwDoax+1ZrWr6hoGifBT4Mar481PVPDNr4v1CGTVbfS49M064XMKvLIHV7iQhlSJeCUYl1UFq39F+DHifTtT+Kl7PqGlsnjnTrCz08JJITE8Fm8LmbKcAswI27uPQ8V83+LtZ1X9lXxz4V0/Tvi58PPDPiKb4baZomuweNxdwaRepYKyJcaddxqDLPFJI+bdgpdJF5Q8gA9LT9ultZ8KeBr/wr8JZD4l8e3erW1jouv+JLXR47f+z5jFMs1xIrfvSQNsUcbnJIzgbq99+FXjrU/iN4HsvFWt+BNc8HahO80N1o2sRhbi2likZGwy/LJGxXckina6MrDrXxt8K/gn8W/iZ+zb8O9TOh/DzxxY3l7rurax4c8e6O9pbaj9tvZpYNQtpvs8txayYbeo24aOc5wQpr6b/Zc+Dmt/Az4S23gTXtSs57gX13fJaafLNLY6XHNIXSytXn/etDGDgF8E5JwM4oA860r9ou78KaMnh7wT4M8WePvGHifxz4h0jSdK1PXIgF+yTyNPLJePGFtrOJVwihJHUFVAfrWjc/taeMYLLSPC//AAzr4mT4oa1rF3o1t4UuL+KG0b7NCs018NSZfLexCOuJljLFjt8vdxWNP+zR8XvC93o3xC+HuseEZvGXhzxh4h1i3stVluV0+/0rVZWMlvJNHGZIJgmxg6xuoZcfMDmpb34LftW3Oq6D8Zrj4geC774iaJq1/JH4emFxH4fTRruOKN9PS5WI3HmL5Kyi4aM5kJGwLjABoXv7ZN5o3gvWL7Xfgpr9v438OeJdN8L6p4RgvoJpWuL5kFtLa3PyxzxOHBVmEZ4YMExXa/Bj43+LPiB4v8UfDn4j/Ca48B+KfDFtY6hJbDWYdUtrqzuzKIpY541T5g0EisrIMEcFhzXnNl+zZ8Yte/tDxr8QfEnhZvF/iDx54d8S3tlprzjTdP03S50KWsErx+bNKY1di7ogZ3x8qjNeu6B8N9c0r4/eL/ipcXdi2k+IPDej6PbQo7m4Sa0nvZJGdSoUIRcx7SGJJDZAwCQDnPiX+0B4v0P4iTfCr4P/AAcuviF4j0vS49a1oNrMOlWmn2srSLCvnyo/mTyNFJsiCgYXLMo5rlrn9si71uw8AJ8LPgtr/ijXPiAmsRQ6TdXsOmtpV5psix3UV7JIGWNEkLqZF3nKjarlgK2fHnw1+O/hv4w6t8XfgTd+DdSHirRLTR9Y0bxVdXVpFDLaPM1vdwTW8UpOBcOrxFBkYIcGqHwo/Zp8XfDvxD8ONb1TxXp2sTeHYPFFz4huFjeA3Oo6xcx3LG3iCkCJZBIPmYHG3g5IAB6L8C/i3dfGHwle6xq3gy78Ka3omr3Whazo9xdR3X2W9tyvmKk8eFljIZSrgLkHoK9Frzv4OfDrWvh4fHB1m7spx4l8YX/iC0+yu7bLedIgiyblXDgxtkDI6YJ7eiUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTIYYbeMRQRJGgyQqKAOeTwKfRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV5x+0T8TNW+EHwb8TfELQtDvNW1DSbQyW9va2Zum3kgBmjDKSozk/MKAPR6K+Rof2wfEWkfEDQodZ8C/EDV7TW/A0Gsx+GtI8NRy36XfmDzp3G4eWmzJAaXBBGATXo+oftgfDCPwt4V8Q+G9D8YeKdQ8Zxyy6R4e0XRmk1aRYiRMZIZGRYRGQQzSOoBGATQB7lRXHfCz4reFPi/4aPiXwr9uhEFw9ne2Oo2rW15YXSffgniblHXI9QeoJHNeR/EH9rzwjBrnjD4ZeGdM8e2+teGYpotS8RWPhX7dpuiyrGHR5ZHdY2LA/KhPJBzigD6NpskccyNFLGrowwysMgj3FeEeI/wBrLwV4EOnaBPoXjfxtqkGh22sa1P4c8P8A2gadayRhhc3SK4Ee/lvLj8x+uFIGa4C+/bYsZfiT4O1Xwno3jXxR4R8ZeELvVNM0LQ/Dy3OoXFzFdKnmsDtMQCB/vyKvrzQB9bqqooRFCqowABgAUtfM3ib9sOC6u/hRqHw88GeKtU0bx1q1xZagBoLm6tfJVg8Dqzr5UquPmBDDarEGvXPi18Z/Cnwd0mwvtesdZ1XUNYuRZaToui2Ru9R1G4Iz5cMWQCQASSzKoAySKAO9orxO3/a6+Ff/AAgus+NNZsvE2h3Xh+8i03UfDmpaS8esxXkpxDALZSwkaQ/cKMyN/erhPCv7YlhqHxN8cz+MtP8AFPgzwt4M8K2+pX2jeI9FS2voLl5sBlEZdpt64ChHZSTgfMCAAfU9FeEeDP2xPh34p8WQ+Cda8IeOvBer3Gm3GtQw+KNE+xrJYQrua4Dq7qVI/hzvHRlUkVN4I/a7+HXjbxNo+gDwt430Gz8TyNF4b1zW9Da10zXHAyBbS7iwLAEqJUjLj7u6gD3AgEYIyDUcFtbWqGO1t44UJztjQKM+uBXDfF740+EvgxpNhfeIbTV9Uv8AWLoWGk6NotkbvUNSuSCfKgiBAJwCSWZVABJIrwX43ftnuPgb4k1r4UeHvGek+N9N1G20S90288Po+o6BPO2EmuLdmaMoVyUcGRGOOtAH1xRXiviX4g+MvhJ+y9ffEG/Pifxd4i0fRpLstqGiQxahNLklTPaW5jjXbkZCEcLnrXlll+2F4n0/xp4KbWvA/j3VLfxN4COr/wDCM6T4bjk1CS/WWHfPgsPKi2GRhvlCkMOC2BQB9e0V4befthfC4eDfC/inw/ovi/xHf+MpJ4dH8N6VorvrE0kDMtwrwSMiwiIqwdpHVBj73IrvvhT8WvCnxh8PTa/4Zj1K0ksrp7DUtM1S0a1vtOu0ALQTxN91wGByCVIIIJHNAHaUV8rNpn7THxW+K3xMtfA37UVz4H0rwpq9vp+naV/wh2malBhrSOUmSSVBMwLMcjeDjoRV3wB+1heeFvAPiCH4/wBstz408I+KD4Re28L2ElxJr906JJam0tgSwkljcEpuwpViSB0APpyivELT9rz4Z/8ACIeIvEviHQvGHhzUfCstvDqnhrVNGZdYjkuH2WwSCJnSUStwjRuy56kYNYWuftS6N4m8DeLBpw8afDLxN4Wl0839rr3hmKW+tobmYLFIkJlME0cm113LKdvOcEYoA+jKK8C+IH7aHwx+HmteIdPvPC3jrWdL8IEReIvEGjaE11pmkzlA4hml3hi+1lJ8tHVNw3sgqLxR+2r8OvD2qS6NpngH4j+KLu10ay8QXieH/D/2sWmnXMZdJ5W8xVAAXlAS5P3VbnAB9BVFcWtrdBVuraKYIdyiRA2D6jPevG/FH7V/w90Wx8LTeFvD3i/x3qPjHShrul6R4X0j7TeHTiqk3MoleNIUG9R+8dWLHaoY8Vm+If20vhFofgbw5450/SvGXiFfFV3c6ZpukaLoE1xqr6hbhzLZvaHa8cymN1KtgAjJIGDQB73RWf4e1hfEOg6br6adf2C6laRXYtL+Aw3MAkQN5csZ5SRc4ZexBFfIXxg+N/ix/wBonxF8LNe/an074CaTo+mWk/h/7ZoljJ/wkEkykyXDXV+rQ+XE4EflIVYkk54oA+zaK+efDPxD+KmnaX8KLP4r+L7Cz1zW/El/ptw+g6db3dj4ltIrS7kgl3+afsavHEk+Yyx3JswFY4x/+HhPwaUWF/L4K+Jy6Jqt9NpGn62nhSaWyvdUjZk+wQ+WzSyzMyEKVjMZORvBDAAH09RXgC/tp/DC28Aav488R+FPHfh99A1228OapoWo6HjVrW8uCnkAwRO4kVxIjKY2fIYcdqwviJ+1imqfB34oXXgvTPFHgX4geCdFGpHSvE2kRQXsEUuRDdIhMsM0TFWGQzYYFWCtxQB9OUV5ev7Q/wAPLbw/8Qte1W4vrKP4Wu8fiKO4twsqBbZbhZIlDHekkbgoeNxyMAivQtD1WPXdFsNbitLm1TULWK6WC6QJNEJEDBJFBIVhnBGTgg0AXqKKKACiiigAooooAKKKKACiiigDxP44/tV+B/gt4y8IfDeSxutd8V+LtX02wTTrTcq2FpdXIg+23Mu1ljjDbgin5pHG0YG519rrw39rW3gTwV4WuY4I1ml+IXhFZJAoDOq6tBtBPUgZOPqa6n9pTTPF2s/s+fEbSfAUdzJ4hvPDGow6dHalhO8zQOAsRUg+Yei4/iIoA6fw58R/h54x1PUdE8I+PfDuuajpDbNQtNN1SC5ms29JkjYtGfZgKb4d+Jfw68Y6jqWjeD/H3hzXdR0dimoWem6rBcz2jA42zJGxaM54wwFfCviHVf2cfHHw5tvC37LHw/udQ+JemfDrWbJJfC1u9jc6DE1qFkttSClC00sqskcUgkk83cwAOXre8J63+zl4x+JXwE0/9mHQbKPxB4YluW8Qro2nNbT6Ro39nzpLb6mwVdrNdGHEcuWMiswGckgH1l8G/i7pXxZ8CeHPFrwWuj3/AIisXv4tIa+WaZYkfYzL8qs6glQWCgAsB3re1D4ifD/SLF9U1Xx14esrKJ7iJ7i41OCOJXgJE6l2YAGPB3jPy4OcV8P/AAh+JPgv4NS/APx18T9aTw94buvAOu6SmrXcbC0F615bTJA0gBCu0cUhUH723AyeKh+GmieDfi1qvwin8Q+Gxqei33xS8faxBZatYsmT59zJC0sEoBDKSrbXGQwHGRQB9rW/xl+EF3JoUNr8VfB80nikE6Ekeu2rHVQDg/ZQH/f4PXZuqxrvxV+F/ha/j0rxN8SPC2kXs1ytlHbX+sW9vK9wyhhEEdwS5VlYLjOCDjmvh/V/gp8J/D/wy+OuvaL8N9AtdTtPixZ/Y7yLT4xNbKmoWO1YXxmJF82XCpgDe3HJrqfEnws+HPiy5/a88UeKPBGjatq0NktrDeXtmk0sMcXh62mjEbMCYyJDvyuDkKc8DAB9vghgGUgg8gjvS1yXwjLH4W+Ei5YsdFs8ljk/6la62gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuF+OfhnXPGfwg8W+F/DNnHd6rqWlzQ2cEkwiWWUjKqXbhc4xk8V3VFAHzr8HPBvxRm+IOn+OvGvw6n8LIPh/b6DNbT6naXbQ3sUozHugkYMCq7gw45xnNfP4/ZK+Kmgp4J8dax8Mdc8Tz6K2tafqPh/QfGv9ialFBdXbSxXMN1BcxRyDGN0TTDg9M8V+hVFAHhv7Jfww1/4beCtYfxL4FtfCN7r+sTaiNLXXrvWbqKIgBDd3lxPL5s5Ay3ltsHAGetY918JfH0nhD476ZH4fU3fjTU5rjRU+0wA3cbQoqktvwnIIw5U19FUUAfEWo+IviH8C/GfjW28G+GfC/jC41Pwhpb61ZXHia10y48O3EFo0YkuRNxNbN83zQ72yMY5zWx+xv4B8btH8NPiRqGkW40lvAN5aT3VvNH5a3c+oecsaISH2lckMF24HXpX0d44+B/wa+Jmp2mt/ET4VeE/E2oWK7ba61bR4LqWJc52q8ikgZ5x0rsra2t7O3itLO3jgggQRxRRoFREAwFUDgADgAUAfHOj/CH46eA9D8G6zp/wxOvX+g/EjVtautLi1u0gl/s66LKk6SSP5ZwG3GMsGwMYzxXdftefBTxP8TLjwJ428NeGL/xK/g7UZbi80HT/Ecmh3t3BLEUb7PeRyR7JFJzgyIrAEE19I0UAfDOkfs0/FKPQNb8f+GPhHB4b1228TaTr2kaBr3i651nU9TisiS0d5ez3NxDG7AkRiNtq/xN6RfFXw58YviHP8SPiV8Tfh5Y/CjSF8O6dBos+v61ZXcc11b3SzbLk2ry+UpYBc4IAOc9h911V1TStL1zTrnR9a062v7C8jaG4tbmJZYpoyMFXRgQwI7EUAfCuuap8Uf2j/j/AKR4J8Y+BtG8EM/w91qNUh8QWuqzs9wixiYtbbhHAzMCm47mGSQCMF3we/Zo+IFh4m+G+keIvgDqekP4EvIbnUvEet/Eq/1fS5TbrtSTTLFb75JH4I86BEQEjaeK+wfh/wDBz4TfCkXf/Csvhr4Z8Km/x9qOj6XDaGfHQOY1BYDsD0rsaAPEf2g/CHxHk8VeAPiz8M/C1v4qvvBF/cSXegvdxWs17a3EDRObeWbEayru3AOyqcdRXlWt/CH45fEvTfiP4/134eQ+HdV8YXeh2+meG31S2nuobSxmZmmuJkfyA7eYxCo7YCjnNfYdFAHHfGHw7q/i34V+KvDGgW8c+panpNxbWsUkgjV5WQhVLHhcnjJrx/4J+Cviq/jvwp418c/Defwqun/Dr/hG7u3m1Szu2ivY54MKGgkbcGSJmDAYHQkHivpGigD8+br9kr4q6WfCXj3VfhrrPiWbQda8TRXvh7RPGf8AYmomy1C8MsN1b3cFxEhIUKWieZchiDg8V9H/ALJXwu8QfDnwx4kvvEvgGDwddeJNae/j0t/EF3rd8kARUje9vLieYSTkKSRG2xRtGWIzXu9FAHyudT/aX+FPxV+Jt14H/ZeuvHGl+K9Wt9Q03VR4w0vToMLaRxESRyuZlAZTkhCcdAa868Z/sgfF7XPA9t8QvE+l2fiPx+/j0+ONX8N6H4gm0lJYPI+zJZWuoKYmSaOLBEpMYZ8gnHJ+7aKAPha0/Zy+IGo+DfiZqsH7NGmIviGHTbG08MeNPG99rGravaQS+ZN5t8b6WG0fk/Z9j/I43M2OKZoXwD+Pd14L8eaBpHhPxloXhPUY9Kj0Hwj4t8Y2+tXcF1Fcq880M/nyJBAIxgRtMWYjOBwK+7KKAPz4+K/jnx98K/h7+0J4K8GeHfCfivw/qOp6heza+3iK0tTo891bxia0vLKXEskwwDF5ausm5QWXBx7t8Gvhd430WTxjqN/pCraa94F8NaZpswuIyLi4t7O4SZdu7cmGkTlwoO7jocera78B/gn4n8Xw/EDxJ8I/B+qeJYGjePV7zRbea7Vk+43mshbK9jnI7V3dAHwJe/ssfErw7cfC/wAdaj8K/Efi99M+HVn4P13Q/Dfjo6BqOm3cO2RZVmhuYI7mItuRl84gfKyhsV6F8G/2e/H/AIOuvhNql78PdP0BdN8T694g1uxtdcm1FtNS8sZoohNc3c8kl1OWaMSPESpZiQoGWP1zRQBheFNV8U6smqN4p8JroLWupTW1iq36XX2yzXb5dySgHl78t+7OSu3k818//FK3/aAsPG3ijRvEX7PujfHn4a+IPLuNFtDd6Zaz6K4iVJLWeK92pPG7gyCQFmXcQQRjH07RQB8afCb9mr4o+CdG+F0d14SsNKh034gaz4qvdB0/VEuLTwxYXenXcUVpFJIVMoWWVMiMEBpWKgKMjq/D/wAFfiNYfBv4O+FLnw0seq+FPHEGtatB9rgP2a0W9uJWk3B9r/JIpwhLfNjGc19QUUAfE37RvhP4keDZfGXjHSvCkGoXXiD4r+CtQ8N2suoRwpqTQ/ZItjOCTCDLGUy4Hrgjre+IPwx+Pvx0tPip451n4TDwhd6p4ITwf4a8PXWsWVxf3rmf7RNcTywytbxJu2oi+YScOzbcgV9eaxoGheII7aHXtGstRjs7qK9t1uoFlENxEweKVQwO10YBlYcggEVfoA+Kfj78Nbvxh+1f4O8A+GdY019G+Iun20/xH0tX3z/Y9DuEubeRlU4VZmmFsxYHcrKAOpH2r04FYGlfD7wJoXinVvHGi+DtFsfEWvLGmqarb2Mcd3eqgAQSygbnACqACT0HoK6CgAooooAKKKKACiiigAooooAKKKKACiiigBqoiElEVSxySBjJoVEQkoiqWOSQMZNOooAayI4w6BhnOCM806iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4P46fEDUPhZ8JfEvxB0uOye50O0+0oL1WMGA6glwrKcAEngiu8ry39p7QtS8TfAbxjoGk6Pc6rdX1iIo7K3gaaSfMiZUIoJbjPAHTNAFb4UftTfA34w3cmh+DPiJp2oaxaWK3t1AIZ7dDHty8sLzIqzRKcgvGzqMcmm+Gf2tf2dfGHia58IeHPihp93qlsszBPs9xHFciEEy/ZpnjEVyVwciFnIryv40/C7xr4j8deAtM8HeGryC3XwDrOjy3EVs8drayyWoWKCWRQFjy3ABI5rk9Km1/wCJOh/Bn4N6b+z74w8P6v4B1awudcvNW0J7PTNMitF2zGC7YeXceb2ELNkNzQB9Vj4w/DRvC+ieNE8XWbaL4juIrTSrtQ5F3NIxVERQu7JYEYIGMc4rmrT9qr9ny+8ej4Z2nxP02TX2ujYJGIphbSXQ626XZT7O0w/55CQv7V4D4E+CPxNPx3vvhrrHh67tfhx4BudQ8SeF9VcSeRdXV+hWOAEqFzbszvwTjI6V5H4b+FHxDHhfR/gX4l039oG+1mx8TieXR4tP0+z8MhFuzML1dW+wS/u8YbaZjKTleKAPuPT/ANpf4Gar8VD8EtM+IljdeOFaZJNHihmaWJolDOHYJsTCkEbmGe2asfFT9ob4N/BS4srL4leNoNLvdRVpLWyhtbi8u5Y1+/KILaOSQRr/ABSFdq9yK5n9nDwnqPh3Wvipf6t4cudOm1bxtc3ME9zaNE13AIYlSRWYDzE+8AwyOtcd4+1nVPg1+0tqvxR174S+LPFfh/xN4Zg0uz1Lwzos2r3FlcQszNbywQhnjSXIw4G3IwxFAHtXhf4yfC/xrqGm6X4T8babq1xrGmHWLAWshdLmzDBWlRwNpAY4IzkHqBXPeJP2ovgJ4S0N/EWufEayjs11SbRUEFvPczz30X+sghgijaWZlzz5asBz6V8s3nwx+NPgX4KaB8avAPwqvrXx1pniLVL618Kxgm6j0rU2KGGVYlYqyBhKyKDtIx2NO+IHwG8Z/CPWfg74utLz4kW+l+H9CvdO1zUPAOlwanqdpqd4wllna1lgnLxM5dWZIiwGO1AH1Nqf7UP7P+jfDyz+K+qfFLRrfwnfyNBBqbs+wzKCWiZdu9JBjBjZQ2eMZ4pPHf7Q/gPwp8BL79oPStQTVPDkemf2jYzGKeJblTwgI8syJk8cpkdxXzP8N/hN4kurTwlr954C+IL22pfFRNflfxdFA+oPAkW0X1xbW1tClkrEDCOuRgFiCcV9XfHjStT1n4MeMtI0PTbi/vrrR7mO3tbZN0szlThUHdj2FAHjMP7dXw603xH4buPGHiHTNL8K+IvB667bzJYXs15LfebGjwxRIpkdFDOTiLOF3ZxXp9n8b/DniXXvBuoeDPHPhC+8IeJdNvtQNy8s5ubiOBM77dlXylVCD5glKsMcDNeWfBGz1XxV8UvCfjm8+HfifR7W2+GC6UX17QprKa2vEmhR4WEqja5CsQM5K89K4D4TfDr4h2cvhKLWPhtr08No3jdJbS6t5rNPLnllMEbSsn7kShvkYjnORmgD6S+Hn7UfwE+K3iY+D/APxGs9U1Zo5JreH7NcQLexp9+S1kljVLpF7tCzgetbXxQ+OHws+DUNlJ8RvFkWlyakzLZWsdtPd3dztGWMdvbo8rhR1KqQO9fIH7NmkfEnSvil8PtE8OaD8Vn8M6Pb3aavo/xK8LxOnhQeWyrHp2tPDHJMN2I0WNnDRnLEdK9N/ajuviDp3xh8IajpNt4w0Tw8uk3sU3iXwP4Ig17W/tLMu2y82S3na0hcAtuEeCyqCwFAHqeq/tXfs7aJ8PbD4q6r8VtGt/CmqTSW9rqTeZskmRSzRbQu9ZAFPyFQ2eMZIFUNX/bK/Zn0M6ONT+KtlEddsodStttldSeVaSnEc9ztiP2SNieGn8se9fO3wT+Hnje60n4e2viv4ceNkk0n4s6nq923ifTQ10sD2zNDeTvEgh5Zl+dAED/KORWV8SvAvj3wF8X/AIxSamfjs1n8QpIb3R4vAGhWWo2Gqxi3EJtLiaazuDaSBs8uyR7WJ7UAfXXxH/aU+CHwm/s5fHHj22tpdWt/tllBZWtxqM01tgEziO1jkfysEHzCNmOc12XhXxp4V8ceFrLxt4Q1601fQtRg+02t9aP5kUsfOSCPQggjqCCDzXwxf+Hvip8PPEHhjwpL4f8AiZ4O0q2+H1np1rf+B/Cdl4g1i/ugx36be6s1m6wrHlNuY4oySzbuK+j/ANivSvEWg/s5+G9E8WeHte0XVrKfUI7m01u38q8VjeTOGkwArFgwO9BsbOV4xQBm/DX9tb4O+M/Cfjfxt4i8Uab4e0nwZr0+kzz3PnqrRqwSJ8yRqXkkfeBGgZs4GCSM+l/Cz43fC341WN7ffDXxZFq39myrDfWz281pd2jsMqJra4RJotw5XegyORmvkbUtN8cWT6jPL8EfGutL8PPi3L4uvrD+xpMarpsyYSfTif3d5JGSH8tTuyuAM8V7J8FbrV/iP+0V4v8AjPY/DPxF4U8MyeHbTQILrxDpcml3mrXSTGVpBayqsojjU7Q7gZLEAYGaAO9+Jf7TnwK+EGvxeF/iH8QLbS9VktxdvbJaXF01tbltonuPIjcW8RII8yUomQeaPiH+078CPhZFpEvjX4jWNsNdthfaetpBPfvNa7d32nbbJIywbSCZWAQD+KvnL9qbRfEmn/GXXfEnhfSPjN4c1bUfDMNnZax4P0UeJtE8QsjyYs9Q054HSJ0L/K7sqssr5YYrkLvwX8X/AAH4+sfiB48svip4UXxH4B0jS2T4VeG7LUobW9thIZbCa3Nrcm3T51KFFWIHcM8CgD7G8Z/tFfBTwB4T0fxv4m+IOnpo/iHZ/Y81kkt9JqO4ZH2eG2WSWbjk7FOB1xXS+BviH4J+JfhS28b+A/Elnreh3is0V5asWX5fvKwI3KwPBVgGB4IFfBEPwZ+Ivw1i+EPj6bTvjL4Z0bTdJ1yxvP8AhG4LHXvEGkTXt2J42uIFsnTZIoO8QW+YiVUkgE19L/sZ+ENV8N+CvFOs6po3jbT/APhJ/E1zq0LeMZbYaneI0cSfapba3t4EtPMKEiEqXGMsQWwADin/AG+fCepeF9W8V6Pd6LZWPh34h2nhXVZ9QjuRFDpj3CRPdl3WIK+PNIHzBdoyGzz7P4N/ad+Avj3w74h8V+G/iVpj6Z4TUSa5LepLYvpyFSyvNHcpG6IyglWK7WAyCa+b5NB8U6ydd+Hl98K/F5ksPjfpuvyTXOgTNYXemy3du/2iGbaY5Y0VGLkHCAfNjmqn7V3wV+KfxK8dfF6Dwd4c157S98LeFbmF7SERjUpLLUp5preCWVfJecRDhW3feUEYIoA+pfhV+0N8G/jbPe2nw08bQ6rdafGk09rLaXFncCF/uTrFcRxu8LZG2VQUPZjXHftJfG7xt8OvEfgP4cfDp/B1hr/j29uLeHWPF88qaZZRwRh3BSJkaaZ8hY4w65bvXl37Peja34w/aFsPiLJb/HTVLPRPDFzZyaz8RdMs9Djt5LiSM/YYrSKwgluXHl7mk3eWm0AFt1eg/tX3OoRT+G7bxf8As9RfFr4WXJuI/EVlY6P/AGpq2m3R2/ZbqC2zl4xmUOYx5i7gQeCCAdB8LfiH8ZtN1PxXoP7RWh+GbC08O2UWq2vjHQ/Pt9FvrR/M3q4uWYwSxCMFx5jjawOQOqaP+2F+z14n0nxFqXhb4iWuoP4b0ubWbm3ezuoJZbOMHdcQJJEGuIcjHmwrImSME18lWXwI8V+LfBPxo8L/ALN/w6+I3gb4caz4UW00vw74ree0F/rQn812sLa8cyW0bRbomL7UZnX5cLmut+GnhTxN4++K/g/XhZfH/VpPCGg6olxP490yx0Sy0mW4tDALSJItPia/dmwP3cvloED7mzggHong39v34eeKrv4OaZILe1vfifazzXkYju3GmzpCrLAh8jEuZnSMvkKAC3Q5Hd2v7VHw18G+CtL174y/EfwvZ32s3mrQWH9jW97LFeraXjw+VBE0ZmlnVfLV0VSWk37Ay4rwr4X6x4r0Xw5+zHf6r8HfiXb/APCGQ3vg/XoG8L3JmsLptPSBbh4wN32Qv0uBlMDrniuh+B/w48VWXjj4P6h4g8CarAmhyfEKWae80yRBYvc6pm3ZmZf3ZliZihON6ElcigD3YftNfAg/C2P40D4k6afB8s32WO/CS72uN237OLfZ55nzx5OzzP8AZrP0n9rn9m/W/DOueMNO+LGktpfhr7ONXkljmhkspJ3ZIoZIXQSLMzoy+Tt8wMMFQSBXz3rPhbxZ4F1u0+JNx8NtW1iy8M/GrXNefQra0/4mF/Z3GnNEt7YWz7TdvGzmQLHlmCuVyQa4rWruT4veLf2gPE8XwH+I+nWbah4Jkkg0eQ6Z4ptxAJ5Bq8FsFkdriNTE627KHZUAYK4KgA+5Phf8Zfhp8ZdNvNU+HHiiPVY9NnFrfQvbzWtzZzEbgk1vOiSxEjkB0GR0rtK+Xv2OR8TpfFXxGv8AxUfEur+GLh9NXQ/Eni/whFoGv6g6RSLNDcKscclzFEPLCTSxqcu6rkDNfUNABRRRQAUUUUAFFFFABRRRQBzHir4o/DPwLqWn6N42+Inhjw9qGrsE0+01XV7e0mu2LBQIkldWkOSBhQeTiumBBGQcg18k/tIaB8GPCWt+MdKs/AUXxM+MHxotEs9N8O3sUV3JDBHAtuku5kzZWERXzXdmGZNxU7vu+p6lqus/sy/smSapqksfiDV/hz4JUyO7OI726tbQAZY5cKzqMnrg0AeyUhIAyTxXybrPi39qf4G+BL74z+OPih4U8e6N/wAIpfavf6HcaXHpLafqCQiS3jsHiBeeAk7JBO28Ku8NzsF/SvEP7SXwq8afDWT4m/FXR/HWj/E29l0nUNOj0KHT/wCxLw2c93G1lLF800IEDRsJyzHhg3O0AH0vo2t6N4j0yDWvD2r2WqafdLvgu7K4SeGVemVdCVYe4NXa+RP2SvHXiSytPg58Obe6jGhan4C1bVrmEwqWa5gvreONg+NwAWZxgHByPSqknxh/aD8b3PhHwl4O8e6ZoF94j+IPjDw9eanPo0N0bbTdOnnWHyojhTKqRqAzZBJy4fBBAPsaivhVfiB+2DofhvxT4y1z476F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';
374
  }
375
 
376
  }
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
+ $this->external_template_image_url = '//ps.w.org/mailpoet/assets/newsletter-templates/newsletter-blank-1-2-1-column';
11
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
12
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
13
  }
117
  ),
118
  array(
119
  "type" => "text",
120
+ "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n<p>It's time to design your newsletter! In the right sidebar, you'll find four menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Columns</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
121
  ),
122
  array(
123
  "type" => "divider",
371
  }
372
 
373
  private function getThumbnail() {
374
+ return $this->external_template_image_url . '/screenshot.jpg';
375
  }
376
 
377
  }
lib/Config/PopulatorData/Templates/NewsletterBlank12Column.php CHANGED
@@ -7,6 +7,7 @@ class NewsletterBlank12Column {
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
 
10
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
@@ -116,7 +117,7 @@ class NewsletterBlank12Column {
116
  ),
117
  array(
118
  "type" => "text",
119
- "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n<p></p>\n<p>It's time to design your newsletter! In the right sidebar, you'll find 4 menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Layout</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
120
  ),
121
  array(
122
  "type" => "divider",
@@ -310,7 +311,7 @@ class NewsletterBlank12Column {
310
  }
311
 
312
  private function getThumbnail() {
313
- return 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314
  }
315
 
316
  }
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
+ $this->external_template_image_url = '//ps.w.org/mailpoet/assets/newsletter-templates/newsletter-blank-1-2-column';
11
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
12
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
13
  }
117
  ),
118
  array(
119
  "type" => "text",
120
+ "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started!</strong></h1>\n<p></p>\n<p>It's time to design your newsletter! In the right sidebar, you'll find 4 menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Columns</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
121
  ),
122
  array(
123
  "type" => "divider",
311
  }
312
 
313
  private function getThumbnail() {
314
+ return $this->external_template_image_url . '/screenshot.jpg';
315
  }
316
 
317
  }
lib/Config/PopulatorData/Templates/NewsletterBlank13Column.php CHANGED
@@ -7,6 +7,7 @@ class NewsletterBlank13Column {
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
 
10
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
@@ -116,7 +117,7 @@ class NewsletterBlank13Column {
116
  ),
117
  array(
118
  "type" => "text",
119
- "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n<p></p>\n<p>It's time to design your newsletter! In the right sidebar, you'll find four menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Layout</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
120
  ),
121
  array(
122
  "type" => "divider",
@@ -333,7 +334,7 @@ class NewsletterBlank13Column {
333
  }
334
 
335
  private function getThumbnail() {
336
- return 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337
  }
338
 
339
  }
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
+ $this->external_template_image_url = '//ps.w.org/mailpoet/assets/newsletter-templates/newsletter-blank-1-3-column';
11
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
12
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
13
  }
117
  ),
118
  array(
119
  "type" => "text",
120
+ "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n<p></p>\n<p>It's time to design your newsletter! In the right sidebar, you'll find four menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Columns</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
121
  ),
122
  array(
123
  "type" => "divider",
334
  }
335
 
336
  private function getThumbnail() {
337
+ return $this->external_template_image_url . '/screenshot.jpg';
338
  }
339
 
340
  }
lib/Config/PopulatorData/Templates/NewsletterBlank1Column.php CHANGED
@@ -7,6 +7,7 @@ class NewsletterBlank1Column {
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
 
10
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
@@ -116,7 +117,7 @@ class NewsletterBlank1Column {
116
  ),
117
  array(
118
  "type" => "text",
119
- "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n<p></p>\n<p>It's time to design your newsletter! In the right sidebar, you'll find 4 menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Layout</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
120
  )
121
  )
122
  )
@@ -249,7 +250,7 @@ class NewsletterBlank1Column {
249
  }
250
 
251
  private function getThumbnail() {
252
- return 'data:image/jpeg;base64,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';
253
  }
254
 
255
  }
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
+ $this->external_template_image_url = '//ps.w.org/mailpoet/assets/newsletter-templates/newsletter-blank-1-column';
11
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
12
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
13
  }
117
  ),
118
  array(
119
  "type" => "text",
120
+ "text" => __("<h1 style=\"text-align: center;\"><strong>Let's Get Started! </strong></h1>\n<p></p>\n<p>It's time to design your newsletter! In the right sidebar, you'll find 4 menu items that will help you customize your newsletter:</p>\n<ol>\n<li>Content</li>\n<li>Columns</li>\n<li>Styles</li>\n<li>Preview</li>\n</ol>", 'mailpoet')
121
  )
122
  )
123
  )
250
  }
251
 
252
  private function getThumbnail() {
253
+ return $this->external_template_image_url . '/screenshot.jpg';
254
  }
255
 
256
  }
lib/Config/PopulatorData/Templates/PostNotificationsBlank1Column.php CHANGED
@@ -7,6 +7,7 @@ class PostNotificationsBlank1Column {
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
 
10
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
@@ -357,7 +358,7 @@ class PostNotificationsBlank1Column {
357
  }
358
 
359
  private function getThumbnail() {
360
- return 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361
  }
362
 
363
  }
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
+ $this->external_template_image_url = '//ps.w.org/mailpoet/assets/newsletter-templates/post-notifications-blank-1-column';
11
  $this->template_image_url = $this->assets_url . '/img/blank_templates';
12
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
13
  }
358
  }
359
 
360
  private function getThumbnail() {
361
+ return $this->external_template_image_url . '/screenshot.jpg';
362
  }
363
 
364
  }
lib/Config/PopulatorData/Templates/Restaurant.php CHANGED
@@ -7,6 +7,7 @@ class Restaurant {
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
 
10
  $this->template_image_url = $this->assets_url . '/img/sample_templates/restaurant';
11
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
12
  }
@@ -15,7 +16,7 @@ class Restaurant {
15
  return array(
16
  'name' => __("Restaurant", 'mailpoet'),
17
  'description' => __("What's fresh on the menu?", 'mailpoet'),
18
- 'readonly' => 0,
19
  'thumbnail' => $this->getThumbnail(),
20
  'body' => json_encode($this->getBody()),
21
  );
@@ -50,7 +51,7 @@ class Restaurant {
50
  "blocks" => array(array(
51
  "type" => "image",
52
  "link" => "",
53
- "src" => $this->template_image_url . "/header.jpg",
54
  "alt" => "Joe's Burger Joint",
55
  "fullWidth" => true,
56
  "width" => "660px",
@@ -81,7 +82,7 @@ class Restaurant {
81
  "blocks" => array(array(
82
  "type" => "image",
83
  "link" => "",
84
- "src" => $this->template_image_url . "/burger.jpg",
85
  "alt" => "burger",
86
  "fullWidth" => true,
87
  "width" => "1127px",
@@ -143,7 +144,7 @@ class Restaurant {
143
  "blocks" => array(array(
144
  "type" => "image",
145
  "link" => "",
146
- "src" => $this->template_image_url . "/boyga-1329911-639x852.jpg",
147
  "alt" => "boyga-1329911-639x852",
148
  "fullWidth" => false,
149
  "width" => "639px",
@@ -168,7 +169,7 @@ class Restaurant {
168
  "blocks" => array(array(
169
  "type" => "image",
170
  "link" => "",
171
- "src" => $this->template_image_url . "/macaroni-w-salad-1323787.jpg",
172
  "alt" => "Macaroni salad",
173
  "fullWidth" => false,
174
  "width" => "600px",
@@ -406,7 +407,7 @@ class Restaurant {
406
  }
407
 
408
  private function getThumbnail() {
409
- return 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
7
 
8
  function __construct($assets_url) {
9
  $this->assets_url = $assets_url;
10
+ $this->external_template_image_url = '//ps.w.org/mailpoet/assets/newsletter-templates/restaurant';
11
  $this->template_image_url = $this->assets_url . '/img/sample_templates/restaurant';
12
  $this->social_icon_url = $this->assets_url . '/img/newsletter_editor/social-icons';
13
  }
16
  return array(
17
  'name' => __("Restaurant", 'mailpoet'),
18
  'description' => __("What's fresh on the menu?", 'mailpoet'),
19
+ 'readonly' => 1,
20
  'thumbnail' => $this->getThumbnail(),
21
  'body' => json_encode($this->getBody()),
22
  );
51
  "blocks" => array(array(
52
  "type" => "image",
53
  "link" => "",
54
+ "src" => $this->external_template_image_url . "/header.jpg",
55
  "alt" => "Joe's Burger Joint",
56
  "fullWidth" => true,
57
  "width" => "660px",
82
  "blocks" => array(array(
83
  "type" => "image",
84
  "link" => "",
85
+ "src" => $this->external_template_image_url . "/burger.jpg",
86
  "alt" => "burger",
87
  "fullWidth" => true,
88
  "width" => "1127px",
144
  "blocks" => array(array(
145
  "type" => "image",
146
  "link" => "",
147
+ "src" => $this->external_template_image_url . "/boyga-1329911-639x852.jpg",
148
  "alt" => "boyga-1329911-639x852",
149
  "fullWidth" => false,
150
  "width" => "639px",
169
  "blocks" => array(array(
170
  "type" => "image",
171
  "link" => "",
172
+ "src" => $this->external_template_image_url . "/macaroni-w-salad-1323787.jpg",
173
  "alt" => "Macaroni salad",
174
  "fullWidth" => false,
175
  "width" => "600px",
407
  }
408
 
409
  private function getThumbnail() {