14. As shown in the right figure, a frog stands at position 1. On the 1st jump, it jumps 1 step to position 2; on the 2nd jump, it jumps 2 steps to position 4; on the 3rd jump, it jumps 3 steps to position 1; ...; on the $\mathbf{n}$th jump, it jumps $\mathbf{n}$ steps. When the frog jumps 20 times in a clockwise direction, it arrives at position （）.
【Answer】1.
【Analysis】Key point: Periodic problem
The frog jumps a total of: $1+2+3+\ldots+20=210$ (steps), starting from position 1, it returns to position 1 every 6 steps, $210 \div 6=35$ (sets), after jumping 210 steps, it is still at position 1.