VRAM is the number everyone checks first, and it is the wrong one to stop at. Memory bandwidth is usually the real constraint on how fast a model decodes — two cards with identical VRAM can differ by 2x in real speed, and a model's active parameter count, not its total size, is what a mixture-of-experts model actually reads per token. This page is the reference for that reasoning, not a claim about how fast any specific model runs — for that, see the model's own page.
Decoding one token means reading every active weight from memory once. That work is memory-bandwidth-bound, not compute-bound, for the batch-size-one, one-token-at-a-time pattern local inference almost always runs: the GPU spends most of its time waiting on memory, not doing math. So the number that predicts decode speed is roughly:
tokens/sec ≈ effective memory bandwidth ÷ bytes read per token
"Bytes read per token" is the model's active parameter count at its quantization — not its total parameter count. This is the detail that trips up mixture-of-experts (MoE) models specifically: a MoE model with 30B total parameters but only 3B active per token reads roughly a tenth as much memory per token as a 30B dense model would, and decodes proportionally faster. Two models can be labeled with the same total size and behave completely differently at inference time depending on this one distinction.
This also works as a sanity check in the other direction: given a card's real bandwidth and a model's claimed active-parameter count and quantization, you can predict roughly what tok/s it should decode at. If a model implies a bandwidth above what the hardware is physically capable of, the metadata is wrong — not the hardware.
One row in the table below is not a vendor spec at all: the DGX Spark's bandwidth figure is this project's own measured effective decode bandwidth, taken on the exact machine this benchmark runs on — not the vendor's theoretical-peak number every other row carries. It is marked measured in the table so it is never read as the same kind of figure as its neighbors.