Pollack (1964) found attraction of simultaneously presented parallel lines under fixation. Using the Delboeuf figure, Ogasawara ( 1952) found that attraction of concentric circles increased, then decreased as separation between the contours increased. Widening the space between the parallels of the Poggendorf figure results in an increased illusory effect (e.g., Hill, 1971), suggesting that attraction increases as separation increases. The distance between a pair of parallel lines was varied from 3 to 15 rnm. in 2-mm. steps. Lines were located to one side of a central fixation dot, with comparison dots, whose spacing varied about that of the corresponding test lines, equidistant on the opposite side. Control stimuli merely substituted dots for tesc lines. No stimulus exceeded a total visual angle of 3. Stimuli were presented tachistoscopically for 250 msec. to two trained adult Ss, who judged the spacing of the dots relative to that of the lines. A modified method of constant stimuli was used, converting attraction magnitudes into percentages by subtracting control PSEs from tesc PSEs over 16 trials. For both Ss, attraction was small (0 to 4%) for 3- to 9-mm. separations, but a sharp increase occurred at 11 mrn. ( 13% co 14% ). For S1, attraction with wider separations increased and leveled off, while the effect declined and leveled off for S2. Results are considered consistent with Ogasawara's findings. (With wider separations, the effect would be expected to decrease for S1.) The occurrence of attraction under the present restricted viewing conditions suggests that it is a basic contour interaction process. Implications for explanation of the Poggendorf illusion are currently under investigation.