Output Explorer

Every prompt in the paper, and what each model wrote back.

Many key–number pairs hidden in filler text; retrieve the one asked for.

13 of 100 prompts

Nearby prompts. All 100 Multi-key · 128K prompts

PromptRULER niah_multikey_2 ·131,072 tokens
A special magic number is hidden within the following text. Make sure to memorize it. I will quiz you about the number afterwards.
One of the special magic numbers for cheerful-barrel is: 1773581.
One of the special magic numbers for loutish-objective is: 6721998.
[… 1,097 lines omitted for display …]
One of the special magic numbers for quarrelsome-armour is: 4883706.
One of the special magic numbers for many-utilisation is: 2363254.
One of the special magic numbers for coherent-providence is: 7418594.
One of the special magic numbers for cowardly-insectarium is: 4569260.
One of the special magic numbers for cold-hatchet is: 8894269.
One of the special magic numbers for disturbed-cushion is: 7404692.
One of the special magic numbers for quick-world is: 8834060.
One of the special magic numbers for discreet-antennae is: 4151187.
One of the special magic numbers for smoggy-intuition is: 9079433.
One of the special magic numbers for elite-octet is: 6250966.
One of the special magic numbers for deadpan-text is: 7664428.
One of the special magic numbers for taboo-mention is: 9974577.
One of the special magic numbers for gaping-heyday is: 4935674.
One of the special magic numbers for skinny-subroutine is: 6121357.
[… 4,601 lines omitted for display …]
One of the special magic numbers for squeamish-rocket is: 4515474.
One of the special magic numbers for invincible-adjective is: 6232820.
What is the special magic number for discreet-antennae mentioned in the provided text?
Original prompt 130,546 tokens, 5,718 linesShown 20 lines around the needleNeedle at 19% depthHaystacks are built per model’s tokenizer, so the needle differs by model
Expected answer
ChronoGPT1220732Aux 20157656217Ours4151187Ours, no steer.4151187PiT-FT1220732Qwen 27B4151187
Models
4 of 4 columns · click a model to add or remove it

Ours

Found the needle

4151187.

13 characters10 tokens

Aux 2015

Missed

5437873.

13 characters10 tokens

PiT-FT 2015

Missed
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The same 3-character fragment repeats 64 times until the token limit. Showing the first three.

192 characters128 tokens

ChronoGPT 2015

Missed

:

Sat:

The special Epicurean-letter for the most grotesque-type is:

Quixotic-canser is:

Quixotic-canser is:

Vile-pilay is:

Vile-pilay is:

Vile-pilay is:

Vile-pilay is:

Vile-pilay is:

Vile-pilay is:

Vile-

264 characters128 tokens