6. (10 points) Winnie the Pooh and Tigger went to pick apples. Winnie the Pooh climbed up the tree to pick, while Tigger jumped on the ground to pick. For every 7 apples Tigger picked, Winnie the Pooh could only pick 4. Winnie the Pooh picked for 80 minutes, and Tigger picked for 50 minutes before getting tired and stopping. When they returned, they counted a total of 2010 apples. How many apples did Winnie the Pooh pick? $\qquad$
【Solution】Solution: According to the analysis, the ratio of the number of apples Winnie-the-Pooh and Tigger pick per minute is $4: 7$, and the ratio of the time they spend picking is: $80: 50=8: 5$

Therefore, the ratio of the total number of apples picked is: $(4 \times 8):(7 \times 5)=32: 35$, the number of apples Winnie-the-Pooh picks is: $2010 \times \frac{32}{32+35}=2010 \times \frac{32}{67}=960$ . Therefore, the answer is: 960 .