A children's channel of a TV station will start broadcasting a 135-episode animated series on December 26, 2015 (Saturday). The TV station plans to broadcast 1 episode every Wednesday and Friday, and 2 episodes every Saturday and Sunday. Therefore, the last episode of the animated series will be broadcast on $\qquad$
$\qquad$ month $\qquad$ day, and that day will be a $\qquad$ _.
【Analysis and Solution】Cycle problem.

According to the cycle of "2 episodes on Saturday, 2 episodes on Sunday, 1 episode on Wednesday, 1 episode on Friday";
$$
135 \div(2+2+1+1)=22 \ldots \ldots 3 \text {; }
$$

After playing 22 complete weeks, there are still 3 episodes left, which need to be played over 2 more days (2 episodes on Saturday, 1 episode on Sunday); thus, the total number of days is $22 \times 7+2=156$ days;
From December 26 to 31, 2015, there are $31-26+1=6$ days;
From January 1 to 31, 2016, there are 31 days;
From February 1 to 29, 2016, there are 29 days;
From March 1 to 31, 2016, there are 31 days;
From April 1 to 30, 2016, there are 30 days;
From May 1 to 29, 2016, there are 29 days;
And $6+31+29+31+30+29=156$;
Therefore, the last episode of the animation will be broadcast on May 29, 2016, which is a Sunday.