// ==UserScript==
// @name The West Dadores de búsqueda (sp)
// @namespace TomRobert
// @author Tom Robert (officially by Rask Hund)(pepe100: traducción al español)
// @description El script muestra los dadores de búsqueda en un minimapa
// @include http*://*.the-west.*/game.php*
// @version 1.0.2
// @supportURL https://greasyfork.org/forum/discussion/2739
// @grant none
// ==/UserScript==
var MiniMapNJK = {
ScriptVersion: '1.0.1',
alert_generic: 'error desconocido:',
name: 'The West Dadores de búsqueda (sp)',
author: 'Tom Robert (officially by Rask Hund)(pepe100: traducción al español)',
MinGameVersion: '2.03',
MaxGameVersion: Game.version.toString(),
website: 'https://greasyfork.org/scripts/7233',
registerScript: function () {
var MiniMapNJKApi = TheWestApi.register('MiniMapNJK', MiniMapNJK.name, MiniMapNJK.MinGameVersion, MiniMapNJK.MaxGameVersion, MiniMapNJK.author, MiniMapNJK.website);
MiniMapNJKApi.setGui('<br>El script muestra los puntos de los dadores de búsqueda en un minimapa.<br>Pincha en el respectivo punto rojo y te moverás en el mapa a la ubicación correcta del dador de búsqueda.<br><br><i>'+MiniMapNJK.name+' v'+MiniMapNJK.ScriptVersion+'</i>');
},
init: function () {
var MM_map = 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';
var style = document.createElement('style');
css = '#njk_minimap_map {position: relative; display: block; float: left; width: 498px; height: 219px; background-image: url("' + MM_map + '"); margin-left: 5px;}';
//css += '#njk_minimap_map span {position: absolute;display: block;height: 10px;width: 10px;cursor: pointer;background: 0 0 no-repeat transparent url("http://www.the-west.hu/images/map/minimap/icons/miniicon_quests.png?1");}';
css += '#njk_minimap_map span {position: absolute;display: block;height: 10px;width: 10px;cursor: pointer;background: 0 0 no-repeat transparent url("http://www.the-west.hu/images/map/minimap/icons/miniicon_foreign_towns.png?1");}';
style.setAttribute('type', 'text/css');
if (style.styleSheet) {
style.styleSheet.cssText = css;
} else {
style.appendChild(document.createTextNode(css));
}
document.getElementsByTagName('head') [0].appendChild(style);
MiniMapNJK.start();
},
start: function () {
if (window.document.getElementById('ui_menubar')) {
try {
MM_menu_icon = 'data:image/png;base64,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';
this.addButton();
} catch (e) {
}
} else {
setTimeout(function () {
MiniMapNJK.start()
}, 1000);
}
},
addButton: function () {
if (this.ready === false) {
return
}
var e = this;
var t = jQuery('<div title="The West Dadores de búsqueda (sp) " class="menulink" />').css('background-image', 'url(' + MM_menu_icon + ')').css('background-position', '0px 0px').mouseenter(function () {
jQuery(this).css('background-position', '-25px 0px')
}).mouseleave(function () {
jQuery(this).css('background-position', '0px 0px')
}).click(function () {
e.open()
});
jQuery('#ui_menubar').append(jQuery('<div class="ui_menucontainer" />').append(t).append('<div class="menucontainer_bottom" />'));
},
open: function (e) {
var loc = window.location.href;
var author = '';
if (loc.indexOf('hu11.the-west.') != - 1 && loc.indexOf('game.php') != - 1) {
author = '<a href=\'javascript:void(PlayerProfileWindow.open(594733));\'>Rask Hund</a>';
}
else if (loc.indexOf('hu13.the-west.') != - 1 && loc.indexOf('game.php') != - 1) {
author = '<a href=\'javascript:void(PlayerProfileWindow.open(594733));\'>Rask Hund</a>';
}
else {
author = 'Hanya';
}
mm = wman.open('npc_minimap', null).setMiniTitle('NPC minimap').setTitle('The West Dadores de búsqueda');
jQuery('.npc_minimap').css('width', '560px').css('height', '340px');
var mm_mapdiv = jQuery('<div id="njk_minimap_map" />');
mm.appendToContentPane($('<div id="njk_minimap"/>').append(mm_mapdiv));
this.drawSelect();
},
drawSelect: function () {
var selectDiv = window.document.createElement('div');
selectDiv.style.cssText = 'color: #fff; font-size: 10px;';
selectDiv.style.height = '25px';
selectDiv.style.marginTop = '0px';
selectDiv.style.marginRight = '5px';
selectDiv.style.textAlign = 'right';
var selectOpts = '<select style="background-color: #e8dab3; font-size: 12px; width: 160px;" onchange="questPoint(this);" id="npc_locator_dropdown" size="1">';
selectOpts += '<option disabled="disabled" selected="true">Selecciona empleador</option>';
var coords = new Array();
coords[0] = new Array('21963;1371', 'Antigua Mina');
coords[1] = new Array('1728;2081', 'Antigua Fortaleza');
coords[2] = new Array('46079;13547', 'Andy');
coords[3] = new Array('1728;2081', 'Aretha la sangre fría');
coords[4] = new Array('3254;7027', 'Choza quemada');
coords[5] = new Array('9984;9345', 'Campamento de bandidos');
coords[6] = new Array('36006;10586', 'Mina de Bannister');
coords[7] = new Array('36152;3576', 'Montaña');
coords[8] = new Array('35032;6703', 'Ciudad Burham');
coords[9] = new Array('8254;1154', 'Granja de Chivingtons');
coords[10] = new Array('28709;5167', 'Christopher');
coords[11] = new Array('18688;12831', 'Reataurante de Cindy');
coords[12] = new Array('4420;16269', 'La propiedad');
coords[13] = new Array('31061;16408', 'El lecho del río');
coords[14] = new Array('40487;5866', 'La criada');
coords[15] = new Array('3254;7027', 'Dean Anderson');
coords[16] = new Array('15028;8814', 'Dean Andersson');
coords[17] = new Array('1728;2081', 'Dean Andreson');
coords[18] = new Array('19995;6400', 'Dean Antonson');
coords[19] = new Array('9984;9345', 'El viejo Jacob');
coords[20] = new Array('9984;9345', 'El Chino');
coords[21] = new Array('31061;16408', 'El río');
coords[22] = new Array('3254;7027', 'El Mexicano');
coords[23] = new Array('34698;18686', 'El Asesino');
coords[24] = new Array('34698;18686', 'El criador de caballos');
coords[25] = new Array('43601;3465', 'El pistolero');
coords[26] = new Array('18688;12831', 'El circo ambulante');
coords[27] = new Array('27948;4523', 'Dickson Forest');
coords[28] = new Array('27948;4523|3254;7027', 'La anciana');
coords[29] = new Array('27948;4523', 'El vagabundo de la cerveza');
coords[30] = new Array('8353;14893', 'La granja de los Cunningham');
coords[31] = new Array('28709;5167', 'La granja de Scott Williams');
coords[32] = new Array('15028;8814', 'El pozo');
coords[33] = new Array('36152;3576', 'El acantilado');
coords[34] = new Array('35032;6703', 'La bailarina');
coords[35] = new Array('8353;14893', 'La granja quemada de los Cunningham');
coords[36] = new Array('19995;6400', 'Un grupo de colonos');
coords[37] = new Array('28002;16658', 'Un pueblo Sioux');
coords[38] = new Array('12821;18967', 'Ferrocarril');
coords[39] = new Array('21963;1371|43601;3465|23253;17125', 'Emilio Vargas');
coords[40] = new Array('19995;6400', 'Jinete express Pete');
coords[41] = new Array('8353;14893', 'Flint Westwood');
coords[42] = new Array('23253;17125', 'Misterioso desconocido');
coords[43] = new Array('1728;2081', 'Ciudad Fantasma');
coords[44] = new Array('31061;16408', 'Tumba de tus padres');
coords[45] = new Array('44409;17629', 'Gui-Kate');
coords[46] = new Array('36152;3576', 'Jefe Wogon');
coords[47] = new Array('28002;16658', 'Jefe Mistawasis');
coords[48] = new Array('36152;3576', 'Roca Santa');
coords[49] = new Array('3254;7027', 'Leñador Harper');
coords[50] = new Array('4420;16269', 'Casa del Sol naciente ');
coords[51] = new Array('28002;16658', 'Capamento indio');
coords[52] = new Array('28002;16658', 'Pueblo indio');
coords[53] = new Array('18688;12831', 'Jacksonville');
coords[54] = new Array('12821;18967', 'Jake Lonergan');
coords[55] = new Array('8353;14893', 'Johnny Westwood');
coords[56] = new Array('44409;17629', 'Pequeña Águila');
coords[57] = new Array('43601;3465', 'Coyote del desierto de Capura');
coords[58] = new Array('1728;2081', 'Cazador de recompensas');
coords[59] = new Array('19995;6400', 'Cruce');
coords[60] = new Array('44409;17629', 'Campamento de los Irkatchen');
coords[61] = new Array('8254;1154', 'Campo de maíz');
coords[62] = new Array('36006;10586|21963;1371', 'Mina');
coords[63] = new Array('40487;5866', 'Mr. Brown');
coords[64] = new Array('18688;12831', 'Mrs. Anderson');
coords[65] = new Array('23253;17125', 'Mugridge');
coords[66] = new Array('23253;17125|21963;1371|36006;10586', 'Viejo Hackett');
coords[67] = new Array('46079;13547', 'Punto Oriental');
coords[68] = new Array('43601;3465|23253;17125', 'Pablo Salvador');
coords[69] = new Array('112;12905', 'Condado de Potomac');
coords[70] = new Array('4750;6120', 'El circo ambulante de P.T. Barnum');
coords[71] = new Array('34698;18686', 'Rancho');
coords[72] = new Array('21963;1371', 'Ruinas en las montañas');
coords[73] = new Array('15028;8814', 'Pozo');
coords[74] = new Array('8254;1154', 'Steve Chuck');
coords[75] = new Array('44409;17629', 'Tecumseh');
coords[76] = new Array('9984;9345', 'Ted el Astuto');
coords[77] = new Array('28709;5167|40487;5866|35032;6703|31061;16408', 'Thomas Herson');
coords[78] = new Array('27948;4523', 'Un claro en el bosque');
coords[79] = new Array('44409;17629', 'Abuelo de Waupee');
coords[80] = new Array('28002;16658', 'Pueblo indio Waupee');
coords[81] = new Array('112;12905', 'Punto Occidental');
coords[82] = new Array('3254;7027', 'William el Alegre');
coords[83] = new Array('8254;1154', 'Granja de Wilson');
coords[84] = new Array('12821;18967', 'Yang');
for (var i = 0; i < coords.length; i++) {
selectOpts += '<option value="' + coords[i][0] + '">' + coords[i][1] + '</option>';
}
selectOpts += '</select>';
selectDiv.innerHTML = selectOpts;
var mm = document.getElementById('njk_minimap');
mm.insertBefore(selectDiv, mm.firstChild);
}
};
MiniMapNJK.registerScript();
try {
MiniMapNJK.init();
} catch (ex) {
alert(MiniMapNJK.alert_generic + ' ' + ex);
delete MiniMapNJK;
};
MiniMapNJK_inject = function () {
if (document.getElementById('MiniMapNJK_js')) return;
var MiniMapNJK = document.createElement('script');
MiniMapNJK.setAttribute('type', 'text/javascript');
MiniMapNJK.setAttribute('language', 'javascript');
MiniMapNJK.setAttribute('id', 'MiniMapNJK_js');
MiniMapNJK.innerHTML = (
/* injected script starts */
/**************************/
function questPoint(place) {
var dp = $('#njk_minimap_map').empty();
var positions = place.value;
arrPos = positions.split('|');
for (var i = 0; i < arrPos.length; i++) {
var xy = arrPos[i].split(';');
var x = 685 * xy[0] / 182 / 256 - 6;
var y = 302 * xy[1] / 80 / 256 - 6;
x = x * 0.727;
y = y * 0.727;
dp.append('<span px="' + xy[0] + '" py="' + xy[1] + '" style="left:' + x + 'px; top:' + y + 'px;">').find('span').click(function () {
Map.center(xy[0], xy[1]);
});
}
}
/**************************/
/* injected script ends */
).toString();
document.getElementsByTagName('body') [0].appendChild(MiniMapNJK);
};
if (location.href.indexOf('.the-west.') != - 1 && location.href.indexOf('game.php') != - 1) MiniMapNJK_inject();
