From The Complete Works of Piers Q MacBean, volume 8, Despatches From a Dark Cupboard (or Closet)
I have to assume that the memories I find in this dark cupboard have been left here by their real owners. How I am able to recall them as my own, I cannot say, but how else to explain my remembrance of being in the Brown Derby on Wilshire Boulevard, when I have never been in Hollywood in my life?
The restaurant was almost deserted at that time of day. The well-known bit-part player Irving Bacon was seated alone at a large table, on which papers were scattered untidily. He beckoned me to join him.
"You can be the first to see this," he said, as I sat at his table. The tall actor gathered together some sheets, which I could now see were covered with calculations. "I have come up with a new way of measuring the stature of Hollywood actors. I'm going to call it the Bacon Scale."
He leant back, and adopted a pedagogical tone. "Until now, our assessment of the stars has been largely subjective. There is, of course, the matter of salaries, but I would contend that that is a secondary value, that only reflects the studios' assessment of a star's value, which must ultimately be derived from the audience's subjective likes and dislikes. Is that not so?"
I nodded agreement, and he continued. "The Bacon Scale is based on objective measurable quantities. First, the number of screen appearances made by any person. I ignore the role they played, because its significance cannot be objectively determined. But I do need to estimate the impact of their appearance, and here, I believe is my special insight. The impact of any actor's appearance can be measured by their height. The taller a person is, the more impression they make, isn't that so?"
"I suppose so. Up to a point."
"Good. So there you have the basis. But it isn't a simple case of multiplying the height by the number of appearances. You see, heights fall into a fairly narrow range, spread around 6', so to take proper account of differences, I subtract 5' 11" and use this height difference as the multiplier. It's quite a simple calculation."
He did not give me a chance to voice my objections, but picked up a sheet of paper. "Humphrey Bogart is 5' 8", that's 68 inches, which comes to -3" when you subtract 5' 11". He made 85 films, so he gets a value of -255 appearance-inches, whereas Lauren Bacall is 5' 8½" and appeared in 72 movies, so her value is", he consulted his paper, "-180. By a similar calculation, I find that Gary Cooper is 472, and so on."
This didn't seem right to me, but Bacon was in full flow, so I said nothing. "To make comparisons simpler, I divide all these appearance-inch numbers by a standard value." Here he adopted a demure expression. "I have appeared on screen 541 times and I'm exactly 6' tall, which means I have a value of 541. So I divide the raw values by 541 to get a standard value, in units of Bacons. When I do the division, I find that Bogart is -0.47 Bacons, Bacall is -0.33 and James Cagney -0.78. To 2 decimal places, that is. Betty Grable was quite short so her 83 appearances only give her a -1.07. And as for Mickey Rooney…"
I couldn't refrain from asking, "Is it the case, by any chance, that nobody is greater than 1 Bacon?"
"Not at all. John Wayne was a big man, at 6' 4", and he made 184 films, so he gets 1.7 Bacons."
I started to object, but no sooner had I opened my mouth than he raised a hand to stop me. "I know what you're going to say. What about Shirley Temple? I admit that child actors are a problem. The studio records give Temple's height as 5' 2", but when she made Wee Willie Winkie she can't have been much more than 3' 6". I think for the moment, I'll just leave the kiddies out. After all, if Shirley Temple, then why not Rin Tin Tin?"
It felt cruel, but I had to point out the flaw in his method. "If I understand correctly, anyone who is shorter than 5' 11" scores less the more films they have appeared in. That can't be right, can it? And what about actors who are exactly 5' 11" tall? They would end up with 0 Bacons, no matter how many films they were in."
His face fell at my words. I tried to encourage him. "I'm sure the problems aren't insurmountable, but I think what you need to do is consult a mathematician. If I run into one, I'll tell them to get in touch with you. In the meantime, keep working on it." With that, I made my escape.