<div id="cron1">
  <p class="por"></p>
  <div id="cron">
  <span id="ruta">
    <img id="bus" src="data:image/svg+xml;utf8;base64,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" />
  </span>
  </div>
</div>
<h3>Próximas unidades</h3>
<div id="cron2">
  <p class="por"></p>
</div>
<div id="cron3">
  <p class="por"></p>
</div>
#bus{
  width:32px;
  position:absolute;
  left:0;
  bottom:-10px;
}

#cron{
  position: relative;
  height:64px;
  width:200px;
  margin:0 auto;
}

#cron:before{
  content: " ";
  position: absolute;
  top: 0; 
  left: 0;
  width: 100%; 
  height:64px;
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);
  background-size: auto 64px;
  background-repeat:no-repeat;
  background-position:right top;
}

#cron2, #cron3{
  font-size:1em;
  width:200px;
  text-align:center;
  border-radius:10px;
  margin:5px auto;
  color:#000;
  padding:2px 0;
  border:2px solid #ccc;
  background:url('data:image/jpeg;base64,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');
  background-size:0% 0%;
  background-repeat: no-repeat;
}

h3{
  margin:40px 0 0 0;
  text-align:center;
}

.por{
  font-family: sans-serif;
  font-size: 3em;
  text-align: center;
  margin:0;
}

#cron2 .por, #cron3 .por{
  font-size:1em;
}

#ruta{
  width:140px;
  display: block;
  height: 64px;
  position:relative;
  margin:0;
}
var tiempoinicial1;
var tiempofinal1;
var tiempoinicial2;
var tiempofinal2;
var tiempoinicial3;
var tiempofinal3;
var porcentaje = 0;
var interval1;
var interval2;
var interval3;

function intervalos(id, min){  
  //obtenemos el tiempo actual en milisegundos
  var tiempo = new Date();
  var tiempoactual = tiempo.getTime();
  //pasamos los minutos a milisegundos
  var milisegundos=min*60000;
  
  if (id == "#cron1"){
    //verificamos la existencia de los tiempos iniciales
    if (tiempoinicial1 == null){
      tiempoinicial1 = tiempoactual;
      tiempofinal1 = tiempoactual + milisegundos;
    }

    if (tiempoactual >= tiempofinal1){
      console.log("ya terminó el tiempo");
      $(id + ' #por').fadeOut();
      $(id + " #cron").fadeOut();
      clearInterval(interval);
      return false;
    }
    clearInterval(interval1);
		interval3 = cronometro(id,min, tiempofinal1, tiempoinicial1);
  }
  
  if (id == "#cron2"){
    //verificamos la existencia de los tiempos iniciales
    if (tiempoinicial2 == null){
      tiempoinicial2 = tiempoactual;
      tiempofinal2 = tiempoactual + milisegundos;
    }

    if (tiempoactual >= tiempofinal2){
      console.log("ya terminó el tiempo");
      $(id + ' #por').fadeOut();
      $(id + " #cron").fadeOut();
      clearInterval(interval);
      return false;
    }
		clearInterval(interval2);    
		interval3 = cronometro(id,min, tiempofinal2, tiempoinicial2);
	}
	if (id == "#cron3"){
    //verificamos la existencia de los tiempos iniciales
    if (tiempoinicial3 == null){
      tiempoinicial3 = tiempoactual;
      tiempofinal3 = tiempoactual + milisegundos;
    }

    if (tiempoactual >= tiempofinal3){
      console.log("ya terminó el tiempo");
      $(id + ' #por').fadeOut();
      $(id + " #cron").fadeOut();
      clearInterval(interval);
      return false;
    }
		clearInterval(interval3);
		interval3 = cronometro(id,min, tiempofinal3, tiempoinicial3);
	}
}

function cronometro(id, min, tf, ti){  
  
  console.log('ID: ' + id);
  console.log('Min: ' + min);
  var interval = setInterval(function() {
    //obtenemos el tiempo actual en milisegundos
    tiempo = new Date();
    tiempoactual = tiempo.getTime();
    
    var restantes = ((tf - tiempoactual) / 60000);
    
    //pasamos el tiempo total a minutos
    var total = ((tf - ti) / 60000);
    
    //calculamos el porcentaje    
    porcentaje = 100 - ((restantes * 100) / total);
    
    //console.log("Tiempo restante: " + restantes);
    //console.log("Porcentaje: " + porcentaje + "%");
    //console.log("tiempo inicial:" + tiempoinicial);    
    //console.log("tiempo actual:" + tiempoactual);
    //console.log("tiempo final:" + tiempofinal);
    
    porcentaje = porcentaje + "%";
    
    switch (true) 
    {
      case (restantes > 2):
          $(id + ' .por').html(Math.trunc(restantes+1) +"'");
          if (id == "#cron1"){
            $(id + " #bus").animate({'margin-left': porcentaje},1001);
          }else{
            $(id).css('background-size', porcentaje + ' 100%');
          }
          break;
      case (restantes <= 2 && restantes > 0):
        $(id + ' .por').html("LLEGANDO!");
          if (id == "#cron1"){
            $(id + " #bus").animate({'margin-left': porcentaje},1001);
          }else{
            $(id).css('background-size', porcentaje + ' 100%');
          }
        break;
      case (restantes > -1):
        $(id + ' .por').html("LLEGANDO!");
        if (id == "#cron2" || id == "#cron3"){
          $(id).css('background-size', '100% 100%');
        }
        break;
      case (restantes < -2):
        $(id).fadeOut();
        clearInterval(interval);
        return false; 
        break;
      default:
        $(id).fadeOut();
        clearInterval(interval);
        return false; 
    }
    
  }, 1000);
}

intervalos("#cron1", 1);
intervalos("#cron2", 4);
intervalos("#cron3", 15);

External CSS

This Pen doesn't use any external CSS resources.

External JavaScript

  1. https://cdnjs.cloudflare.com/ajax/libs/jquery/3.1.1/jquery.min.js