<p class="rtejustify"> The Strongest es el líder del Torneo Único con 56 puntos y tiene el camino allanado para finalmente romper la maldición del segundo lugar, tras sumar siete subcampeonatos continuos.</p> <p class="rtejustify"> A falta de cuatro partidos para que finalice el campeonato, el Tigre depende sí mismo, ya que si gana las 12 unidades en juego levantará la copa que le ha sido esquiva desde el 2016.</p> <p class="rtejustify"> The Strongest, después de estar casi todo el campeonato con una ventaja de hasta 10 unidades sobre el segundo, inexplicablemente bajó su nivel, a tal punto que perdió la punta y que recuperó el fin de semana pasado.</p> <p class="rtejustify"> A diferencia de sus perseguidores Always Ready (54), Independiente Petrolero (53) e incluso Bolívar (49), sus últimos rivales en teoría son más accesibles.</p> <p class="rtejustify"> El primer rival es Aurora, un equipo que, si bien sabe de aguarle la fiesta en La Paz, llegará al partido de mañana (18:15) sin tener un entrenamiento regular, ya que ingresó en paro ayer por la falta de pago; en la fecha 28 visitará a Real Tomayapo, que ha tenido un rendimiento muy irregular durante todo el torneo.</p> <p class="rtejustify"> En las últimas dos fechas recibirá a San José, equipo que ya descendió, y finalmente visitará a Real Santa Cruz, también de un rendimiento irregular en el campeonato.</p> <p class="rtejustify"> Entre tanto, Always Ready recibirá a Guabirá el sábado, que aún pelea por consolidar el boleto a la Copa Sudamericana; después visita a Blooming, que lucha por salir del indirecto; recibe a Bolívar, un rival directo por el premio de los tres millones de dólares, y finaliza en Cochabamba ante Aurora.</p> <p class="rtejustify"> Independiente recibirá a Real Santa Cruz este sábado, visitará a Real Potosí, que lucha por no jugar el indirecto; después recibe a Nacional Potosí y finaliza ante Guabirá en Montero.</p> <p class="rtejustify"> En el caso de Bolívar, sus chances de pelear por el título son mínimas, pero pretende dar lucha. Comenzará este domingo ante Wilstermann en la Llajta, después recibe a Palmaflor, visita a Always Ready y finaliza en La Paz ante Royal Pari.</p> <p class="rtejustify"> Con este panorama, pese a que aún existen 12 puntos en juego, si The Strongest hace lo suyo, podría levantar la Copa en Santa Cruz.</p> <p class="rtejustify"> &nbsp;</p> <p class="rtejustify rteindent1"> <strong>Premios e indirecto</strong></p> <p class="rtejustify rteindent1"> En cuanto a la distribución de premios internacionales y el descenso indirecto, nada está dicho, debido al irregular desempeño de los equipos.</p> <p class="rtejustify rteindent1"> En el caso de los premios entre el ultimo cupo para la Copa Sudamericana, que es ocupado por Guabirá (38) y sus perseguidores Real Santa Cruz (34), Nacional Potosí (33), Palmaflor (33) y Aurora (32), la diferencia no supera en el peor de los casos seis puntos. Por lo tanto, aún pueden existir cambios en estas colocaciones.</p> <p class="rtejustify rteindent1"> En el caso del descenso indirecto, la pelea parece estar entre dos equipos: Real Potosí (25) y Blooming (23). Incluso, si su rendimiento no mejora, podría ingresar Real Tomayapo (30).</p> <p class="rtejustify rteindent1"> Con 12 puntos en disputa, cualquiera de los tres podría tener que jugar la llave con el subcampeón de la Copa Simón Bolívar, para aún mantener la categoría profesional en 2022.</p> <p class="rtejustify"> &nbsp;</p> <p class="rtejustify"> <img alt="" src="data:image/png;base64,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"></p>

<p class="rtejustify"> The Strongest es el líder del Torneo Único con 56 puntos y tiene el camino allanado para finalmente romper la maldición del segundo lugar, tras sumar siete subcampeonatos continuos.</p> <p class="rtejustify"> A falta de cuatro partidos para que finalice el campeonato, el Tigre depende sí mismo, ya que si gana las 12 unidades en juego levantará la copa que le ha sido esquiva desde el 2016.</p> <p class="rtejustify"> The Strongest, después de estar casi todo el campeonato con una ventaja de hasta 10 unidades sobre el segundo, inexplicablemente bajó su nivel, a tal punto que perdió la punta y que recuperó el fin de semana pasado.</p> <p class="rtejustify"> A diferencia de sus perseguidores Always Ready (54), Independiente Petrolero (53) e incluso Bolívar (49), sus últimos rivales en teoría son más accesibles.</p> <p class="rtejustify"> El primer rival es Aurora, un equipo que, si bien sabe de aguarle la fiesta en La Paz, llegará al partido de mañana (18:15) sin tener un entrenamiento regular, ya que ingresó en paro ayer por la falta de pago; en la fecha 28 visitará a Real Tomayapo, que ha tenido un rendimiento muy irregular durante todo el torneo.</p> <p class="rtejustify"> En las últimas dos fechas recibirá a San José, equipo que ya descendió, y finalmente visitará a Real Santa Cruz, también de un rendimiento irregular en el campeonato.</p> <p class="rtejustify"> Entre tanto, Always Ready recibirá a Guabirá el sábado, que aún pelea por consolidar el boleto a la Copa Sudamericana; después visita a Blooming, que lucha por salir del indirecto; recibe a Bolívar, un rival directo por el premio de los tres millones de dólares, y finaliza en Cochabamba ante Aurora.</p> <p class="rtejustify"> Independiente recibirá a Real Santa Cruz este sábado, visitará a Real Potosí, que lucha por no jugar el indirecto; después recibe a Nacional Potosí y finaliza ante Guabirá en Montero.</p> <p class="rtejustify"> En el caso de Bolívar, sus chances de pelear por el título son mínimas, pero pretende dar lucha. Comenzará este domingo ante Wilstermann en la Llajta, después recibe a Palmaflor, visita a Always Ready y finaliza en La Paz ante Royal Pari.</p> <p class="rtejustify"> Con este panorama, pese a que aún existen 12 puntos en juego, si The Strongest hace lo suyo, podría levantar la Copa en Santa Cruz.</p> <p class="rtejustify">  </p> <p class="rtejustify rteindent1"> <strong>Premios e indirecto</strong></p> <p class="rtejustify rteindent1"> En cuanto a la distribución de premios internacionales y el descenso indirecto, nada está dicho, debido al irregular desempeño de los equipos.</p> <p class="rtejustify rteindent1"> En el caso de los premios entre el ultimo cupo para la Copa Sudamericana, que es ocupado por Guabirá (38) y sus perseguidores Real Santa Cruz (34), Nacional Potosí (33), Palmaflor (33) y Aurora (32), la diferencia no supera en el peor de los casos seis puntos. Por lo tanto, aún pueden existir cambios en estas colocaciones.</p> <p class="rtejustify rteindent1"> En el caso del descenso indirecto, la pelea parece estar entre dos equipos: Real Potosí (25) y Blooming (23). Incluso, si su rendimiento no mejora, podría ingresar Real Tomayapo (30).</p> <p class="rtejustify rteindent1"> Con 12 puntos en disputa, cualquiera de los tres podría tener que jugar la llave con el subcampeón de la Copa Simón Bolívar, para aún mantener la categoría profesional en 2022.</p> <p class="rtejustify">  </p> <p class="rtejustify"> <img alt="" src="data:image/png;base64,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" /></p>

The Strongest es el líder del Torneo Único con 56 puntos y tiene el camino allanado para finalmente romper la maldición del segundo lugar, tras sumar siete subcampeonatos continuos.

The Strongest es el líder del Torneo Único con 56 puntos y tiene el camino allanado para finalmente romper la maldición del segundo lugar, tras sumar siete subcampeonatos continuos.