74. A square piece of paper, using scissors to cut it along a straight line that does not pass through any vertex, dividing it into two parts; taking one of the parts, cutting it again along a straight line that does not pass through any vertex, dividing it into two parts; then taking one of the three parts obtained, and cutting it along a straight line that does not pass through any vertex... continuing this process, finally getting 34 hexacontakaihexagons (62-sided polygons) and some other polygonal paper pieces, then the minimum number of cuts required is . $\qquad$
answer: 2005