Prototype · steps 1 to 7

Sequential Blanking

Mark Mayzner in 1977, seated in his office, smiling, in a tweed jacket and tie
Mark S. Mayzner, 1977. The Loyolan yearbook, Loyola University Chicago.

My parents knew and admired Mark Mayzner from the world of experimental psychology. Years after they died, Norvig’s piece about his letter-frequency work brought his name back, and I wrote to him. He phoned me. He was well into his eighties, and when he learned what I did for a living, he proposed an experiment.

In 1966, at New York University, he had shown people a word on a cathode-ray tube, one letter at a time, each in its own place. Lit quickly and out of order, chair read as c a r. In 2013 I rebuilt it on an iMac. It half-worked, and I did not know why. These seven steps are how I found out.

The black panels flash letters briefly. Each one runs once when you press its button. Only the sketch on Extra page E loops, and only after you press Start.

When Faster Isn’t Better

How displays cheat time

Douglas Goodwin · Hackaday Superconference 2026

Three clocks.

COMPUTER: when the instruction is given

DISPLAY: when the light comes out

OBSERVER: what gets seen

This screen: measuring…

My parents knew him in the 1960s.

Mark Mayzner

NYU, Bell Labs, Loyola Chicago.

With Tresselt: the letter-frequency tables Norvig reran, and sequential blanking.

Mark Mayzner in 1977, seated in his office, smiling, in a tweed jacket and tie, with a briefcase of papers behind him
Mark S. Mayzner, Professor of Psychology. The Loyolan yearbook, 1977, page 35. Loyola University Chicago.

New machines

Norvig had more text.

I had more computing.

Mayzner required precise timing.

Peter Norvig’s page ‘English Letter Frequency Counts: Mayzner Revisited, or ETAOIN SRHLDCU’, opening with Mayzner’s December 2012 letter
Peter Norvig, “Mayzner Revisited,” 2013
Step 1

A flash

When does the light actually turn on?

Ask for 5 ms and you get a whole frame. We don’t see what we asked for.

Start with one letter. Mayzner’s letters appeared on a Fairchild Type 737A cathode-ray tube driven by a PDP-7 computer. Its P24 phosphor had, in his words, a decay time “on the order of a few microseconds”, so the glow died almost as soon as the beam stopped painting. By 1968 a crystal clock let the program set how long each letter was painted, in steps of 50 microseconds.

Your screen works differently. A browser can only change the picture at regular intervals, one frame at a time, so this page can only show a letter for a whole number of frames. It has timed the frames in this window: measuring…

That is the timing of the picture the page hands over. How the panel’s light rises and falls inside each frame is a separate matter, and this page cannot see it.

Drag the slider to ask for a duration, then press Flash. The strip under the panel compares what you asked for with what the page can show.

1 ms120 ms

Ask for 5 ms and you still get a whole frame. Every step that follows works in whole frames and tells you how many it used.

Step 2

Five letters in order

Again.

Same five letters. Same five places. Same timing.

Now light all five letters of chair one after another, left to right. Each letter turns off as the next one turns on, so only one letter is ever lit.

Start at the slow end and press Run. The letters step across the panel. Then drag the slider toward the fast end and run it again.

slowfast
Each row is one moment. The filled cell is the letter lit at that moment.

At the slow end the order is obvious. Near the fast end the steps blur into a sweep, and at the fastest setting the word seems to arrive all at once. Mayzner found the same thing: when the whole word took less than about a tenth of a second, observers saw five letters appear together.

At every speed, all five letters are seen.

Step 3

Change the order

Look at the mark. Say what you read.

Keep the letters, their places and the timing. Change only the order in which they light: H first, then I, then C, A and R. Every letter is still lit for the same time, in its own place.

The slider starts near Mayzner’s setting of 40 ms per letter, which is 200 ms for the whole word. Rest your eyes on the small mark above the row and press Run.

Order of lighting
slowfast
The same five cells as before, lit in a different order.

What did you read?

Run the panel once, then choose.

Mayzner’s observers reported c a r, with empty spaces where the h and the i belong. His own summary was that when the whole word takes about 200 ms, the visual system erases what arrived in the first 100 ms.

Switch the order back to C H A I R at the same speed and the two letters return. Nothing about the light changed except its order.

Step 4

Find the window

Mayzner measured the window

Under about 100 ms, all at once. Over about 300 ms, a sequence. In between, letters go missing.

Blanking only happens inside a band of speeds. Mayzner found that when the whole word took less than about 100 ms, the five letters looked simultaneous. When it took more than about 300 ms, they looked like a sequence. Either way all five were seen. In between, with a peak near 200 ms, the first letters went missing.

What counts is the time for the whole word. With ten letters he halved the time per letter and the effect held.

The slider now holds every speed this screen can produce in that range, always in the order H I C A R. Run each one and say what you read. The shaded band on the strip marks where Mayzner found blanking.

shortlong

What did you read?

Run the panel, then choose. Each answer is kept on the strip.

Time for the whole word, in ms. Filled dot: letters missing. Open dot: all five read. Cross: something else.

On this screen, a few of the settings fall inside the band. Mayzner’s computer could move the timing in steps of 50 microseconds, so he could place a setting anywhere in it.

It half-worked

Mayzner needed 10 ms quantities, not 16.7 ms

At 3 or 4, a letter gets 30 or 40 ms: less than two frames of a 60 Hz screen. Letters straddle frame edges, two land on one frame, some never reach the glass. At 5 each letter clears three frames and the window opens. A reconstruction, not a measurement.

Step 7

The machines

One frame of this screen holds 333 ticks of his clock.

0.05 ms1968 · one tick of Mayzner’s clock, 50 microseconds
16.7 msthis screen · one frame

Every step so far was timed in frames, because a frame is the shortest thing this page can show. One frame of this screen holds 333 ticks of his clock. This is why my version only half-worked in 2013.

Mayzner’s display had no fixed frame rate. The beam painted a letter when the program told it to, and a crystal clock ticking 20,000 times a second let the program hold it there for any multiple of 50 microseconds. The phosphor went dark within a few microseconds of the beam moving on.

A film projector is a frame machine too, and a slower one. Each frame lasts 41.7 ms, about as long as the 40 ms Mayzner gave each letter when he left no gap between them.

Drag the slider to ask four machines for the same flash.

Three machines, the same request.
What each machine does with the same request. This is a schematic, and nothing in it is measured. The 1968 trace is a comb because the beam repainted the letter point by point for as long as it was asked to; its teeth are not to scale. The film trace is one frame of 24, taken from the film projector page under Extra with the shutter chosen there, and that projector is itself a schematic. The sloped edges are the blade crossing the frame. The bracket under it marks how long the frame is still, and its dashed end is the film moving. The green block is the time this page keeps the letter in the picture, in whole frames. It is not the light from your panel, whose pixels take time to change. The last trace is the LED light box in the rebuild, drawn as intended.
1 ms60 ms

In 1968 the scarce part was the computer. By 2013 it was the display. The computer could count microseconds and the screen could only show frames.

Two experiments are left for the hardware, because a frame is too coarse for them. With ten letters, Mayzner lit each one for 10 ms with 10 ms between, and one order made the word somersault appear to split in two. And Pollack’s test, from the last step, was timed in tenths of a millisecond.

The rebuild goes back to what Mayzner had, which is lights that turn on and off when told. Each letter is its own LED light box, switched by a transistor from a microcontroller’s hardware timer. The last job is to point a photodiode at each box and measure when the light is on, because the pin that asks for light is not the light. Pointed at this screen, the same photodiode would show what the green block leaves out.

The 1968 machine, as Mayzner described it that year:

Computer
DEC PDP-7 with 8K words of 18-bit core memory
Displays
DEC 340 master and 343 slave, plus two Fairchild 737A consoles with P24 phosphor
Timing
20 kHz crystal clock, in steps of 50 microseconds
Cost
about $200,000, plus about $5,000 a year for maintenance
Software
two display programs, each filling the 8K and taking about three man-months to write

Faster machines aren’t better in every way

The PDP-7 does one thing, exactly when you ask.

The iMac will absolutely get to it, right after forty other things.

Precision is not speed.

An ESP32, a Nipkow disk, a flipbook: every one is a worse computer than that iMac, and every one would do it.

A 2013 iMac whose desktop picture is a DEC 340 display console, the round CRT and a chair in front of it
Mayzner’s 1968 display, as the iMac could show it
Step 5

Add a third group

The part I could not picture: add a third group, and the first one comes back.

This step uses a different display. In 1970 Mayzner filled a small grid with one repeated letter and lit the cells in groups, each group on for 20 ms and then 80 ms dark, so a tenth of a second from the start of one group to the start of the next.

Start with two groups. Two letters in the middle row light first, then the three letters around them. The second group erases the first, and the row reads as three letters with two gaps.

Then add a third group: six letters above and below the three, lit last. Those six act on the three the way the three acted on the pair. With the three suppressed, the first pair comes back.

Look midway between the two marks, run each version a few times, and say whether you saw the first pair.

Groups lit
The numbers give the order of lighting, as in Mayzner’s own table. The filled cells are the pair to watch for.

Did you see the two letters that lit first?

Run the panel, then choose. Each run takes one answer.

Two groups: no runs yet. Three groups: no runs yet.

Adding more light brings something back.

How can something that happens later change whether we see something that happened earlier?

All ten of Mayzner’s observers changed in this direction, though not equally. One of them barely lost the first pair to begin with.

He called the effect disinhibition, after a finding by Hartline and Ratliff in the eye of the horseshoe crab, where lighting a third receptor releases the first from the inhibition of the second.

Step 6

Erased is not gone

So far this could be a trick of one kind of display. Irwin Pollack showed that it is stranger than that. He had watched Mayzner’s demonstration in 1966, and in 1972 he rebuilt it at the University of Michigan with rows of short lines in place of letters.

Each trial showed four rows, one after another. In one row a line was tilted. The observer had to say which row, and to guess if unsure. The tilted line could sit where it was lit in order and seen, or where the lines lit after it erased it.

One trial from Pollack’s test.
One trial, drawn from Pollack’s description. The numbers give the order of lighting within every row. The second and fourth lines are lit first, so they are the ones that go missing. Here the third row is the odd one, with its second line tilted.

If the letters disappear, is the information gone too?

Did you see the line? — No.

Which line was different? — That one.

They could tell the tilt of lines they reported they could not see.

The observers picked the right row as accurately for the erased lines as for the ones they saw, and under some conditions more accurately. They could tell the tilt of lines they reported they could not see.

So the light was shown, the observer says nothing was there, and something about it got through anyway.

Information about an event can survive when the experience of it does not.

This page cannot run his test. He set his timing in tenths of a millisecond, and a frame is too coarse for that. It is one of the experiments saved for the LED box.

Lights down: the LED demonstration

Light box not connected
Order of lighting
1 ms100 ms
0 ms100 ms

How can a light turn on, and yet nothing appear?

I wrote to Mayzner to ask about the past.

He gave me an experiment to finish.

hackaday.cairn.com

Thanks!

Douglas Goodwin

Slides, code, and the rest of the story:

cairn.com

cairn.com
Extra

Pull the letters apart

So far the letters have sat as close together as the typeface allows. That matters. Watching an earlier version of this demonstration in 2013, Mayzner asked for the gaps to be as small as possible, and said that an inch or two between letters greatly weakens the effect.

His lab measured it with five points of light in place of letters. At one spacing, the two points lit first went missing. With the points a third to a half further apart, all five were seen.

Drag the slider to spread the letters, then run it. The order and timing stay as in step 3. The letters are a little smaller here to leave room.

closefar apart

What did you read?

Run the panel, then choose. Each answer is kept on the strip.

Space added, in letter heights. Filled dot: letters missing. Open dot: all five read. Cross: something else.

Not every study agrees. Irwin Pollack’s forced-choice tests in 1972, which asked observers to judge the tilt of small line elements, found that even spacing made little difference to the result.

Extra

Dim the letters that do the blanking

If later letters erase earlier ones, their strength should matter, and it does. Mayzner reported that blanking disappears when the blanked letters are made brighter or the blanking letters are made dimmer.

Here H and I stay at full brightness while the slider dims C, A and R. Run it at each setting. At some point the H and the I should come back.

fulldim

What did you read?

Run the panel, then choose. Each answer is kept on the strip.

Light from C, A and R, as a share of full. Filled dot: letters missing. Open dot: all five read. Cross: something else.

The percentages are approximate. This page sets the level of the pixels and cannot measure the light your screen gives off.

Extra

Film in the gate

A film projector does not slide the picture past the lens. It holds one frame still in the gate, lights it, and then pulls the next frame into place while the light is cut off. At 24 frames a second the whole cycle takes 41.7 ms.

Here is that cycle, slowed down. The strip is black leader with one clear letter on each frame, in the order H, I, C, A, R. You are looking at the gate from the lens side, so the letters are upside down. The lens turns them over on the way to the screen.

A schematic 16 mm projector. The film is drawn to the proportions of 16 mm stock. The shutter, the claw and all of the timing are chosen to be easy to read, and none of it is measured from a real machine. In a real projector the edge of the light is soft, because the blade does not sit in the plane of the film. The trace shows how much of the frame is lit through one cycle.
0 ms41.7 ms
Speed
Shutter

Watch the film first. It stutters. A claw enters a perforation, pulls the strip down by one frame and lets go, and the frame stays still for the rest of the cycle. The picture only moves in the dark.

Then watch the light. It does not switch on all at once. The edge of the shutter blade crosses the gate, so one side of the frame is lit before the other, and the next edge wipes the light off again.

The shutter also cuts the light while the frame is still. A second blade turns 24 flashes a second into 48, and a third makes it 72, which is fast enough that most people stop noticing the flicker. So a letter on one frame of film is two or three short flashes inside 41.7 ms. Five letters on five frames take 208 ms, close to the timing where Mayzner found the blanking strongest.

Extra · a guess

A film that erases half of itself

Until now the frame has been a limit of the machine. Mayzner’s result says it is also something done to the person watching. Pictures that arrive within about a fifth of a second do not simply add up. They act on each other, and what you report is what is left.

That suggests a film. Put shapes on one frame and their neighbours on a later one, and the later frame should erase the earlier. Both are on the strip and both reach the eye, but only one is reported.

Step 5 makes it stranger. With two groups, Mayzner’s observers reported the first on 22% of trials. With a third group added, the first came back to 86% and the second fell to 36%. Each group erased the one before it and rescued the one before that.

So here is a guess. In a longer run, every other frame survives, counting back from the last. Add one frame to the end and the pattern flips. That would be a film that erases half of itself, and its last frame would choose which half.

It is only a guess. The 1970 experiment stopped at three groups, and Mayzner’s effects sit inside a window of about 100 to 300 ms, so a longer chain may break in the middle. Choose a number of frames, run it, and compare what you saw with the strip.

Each frame lights the cells shown, once, in order. Bright frames are the ones reported and dim frames the ones erased. With two and three frames the bars are Mayzner’s 1970 results, the share of trials on which ten observers reported that group correctly. He measured them with letters, not lines. From four frames on, the question marks are a guess. On film, each frame here would be one lit frame followed by one black frame at 24 frames a second, which puts 83 ms between groups against his 100.
Shapes
26

Two cautions come from the same laboratory. The first is that meaning fights back. In 1973 Newmark and Mayzner interleaved two words, such as destroy and himself, and lit the letters of one and then the letters of the other. The second word did not erase the first. The first was reported more often in all 45 of their conditions. A film of words may refuse to be erased, and a film of abstract shapes may not.

That is what the second setting is for. With lines, the odd frames are straight and the even frames are angled, and nothing in them spells anything. If the guess holds you should see only one kind, and adding a frame should swap which.

The second is that erased is not gone. Pollack’s observers could judge the tilt of marks they said they had not seen. The half that drops out of report may still be acting on the watcher.

Filmmakers were composing frame by frame in the same years. Peter Kubelka’s Arnulf Rainer dates from 1960 and Tony Conrad’s The Flicker from 1966, the year of Mayzner’s first report. A blanking film would add one thing to that tradition: frames that are projected, and reach the eye, and are never reported.

Half a bump, the next page, is a first sketch of such a film.

Extra · a sketch

Half a bump

This is a first sketch of a film that hides part of itself. It is one row of five straight lines, a pair and the three around them, taking turns ten times a second. In a loop each group comes both before and after the other, so it is not obvious which should win.

Every so often there is a bump. Two neighbours tip toward each other for one turn, the left one with its right side lifted and the right one with its left side lifted. One of the two always belongs to the pair and the other to the three, so every bump has a lift in each group. If you see only half of a bump, the other half was erased. Then the film pauses and goes on.

slope 0.2slope 1.0

Watch for the bumps, and for which side of each one you get. When you stop the film, the panel lists where the bumps were, so you can compare.

The lift is set the way Irwin Pollack set his in 1972, as a slope, and the slider steps through slopes he tested, from 0.2 to 1.0. He wrote that Mayzner’s group had seen small slants vanish among dashes, and the blanking go away as the slant grew. So a smaller lift should be easier to lose.

Pollack also described what you may see here. Even when a slanted line seemed to be blanked, its neighbours appeared to tilt or move. And when he made his observers choose, they picked out the row with the tilted line as accurately as when nothing was blanked.

This is not his experiment. His lines turned about their middle, and these lift from one end. He showed each row once, at timings such as 20 ms on and 20 ms off. This is a loop, with a tenth of a second from one group to the next.