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learning with professionals - Higgins Counterterrorism Research ...

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Figure 13. Harmon’s Version of a Famous<br />

Figure 12. 80 Pixels, but not an Image.<br />

Face.<br />

Source: Harmon, 74; Bloomer, 118; Ivry and Robertson, 119<br />

As the number of pixels increases, shown enough of the display simultaneously, the<br />

viewer’s intellect perceives more than the sum of the details and creates an image. Most<br />

students can make this mental leap when they view “Harmon’s Version of a Famous<br />

Face.” When someone perceives the object, they know they see it. As Solso writes “It<br />

cannot be explained, but when attained cannot be confused.” 186 Harmon found that his<br />

test subjects could perceive a pixelated print even more clearly when they squinted their<br />

eyes or viewed the print from a distance — either of which accentuates the scene’s whole<br />

while reducing the prominence of the details (try this <strong>with</strong> Figure 13). 187 Contrast the<br />

effectiveness of this demonstration <strong>with</strong> the futile attempt on page 65 to describe an<br />

“image” <strong>with</strong> text.<br />

After demonstrating the nature of an “image,” the course takes a step backward to<br />

employ line-drawings of optical illusions that demonstrate visual principles. It was a signals<br />

student who first suggested the author use optical illusions as an analogy for image<br />

research. Having come to the teaching job directly from imagery analysis, the author’s<br />

first classes were far too visual. While line drawings appear crude to professional interpreters,<br />

they are ideal for teaching nonpractitioners, and the course now incorporates<br />

many of the classics: The Kanizsa Triangle demonstrates the subjective nature of seeing.<br />

186 Solso, 256.<br />

187 Harmon, 71, 76. Bloomer, 118, and Ivry and Robertson, 199, both more recently republished Harmon’s<br />

print. For other examples see William J. Mitchell, 68-77.<br />

98

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