InferIndex · https://inferindex.dev/en/compare/elorian/glimpse/vs/moonshotai/kimi-k2.7-code
Glimpse costs from $1.20 per million tokens at a 3:1 input:output mix: the cheapest price. Kimi K2.7 Code costs from $1.36, the cheapest of 22 current offers without a flag. A lower price, $1.20, is listed with a flag. Prices checked on .
Verdict
At these prices, Kimi K2.7 Code costs 1.1× as much as Glimpse per million tokens (at a 3:1 input:output mix).
Each model's lowest blended price, per 1M tokens, across every provider we track.
| Model | Lowest blended price, $ per 1M tokens. Green background: the most favourable value of each column. | Input price of the cheapest offer, per 1M tokens | Output price of the cheapest offer, per 1M tokens | The provider's published policy says the text you send is not used to train models. We only show what is published; we can't check it ourselves. | For 2,000 input tokens and 500 output tokens per request, 1,000 requests a day, at the cheapest offer for that workload. Change the workload above. | Offers | Providers | The maximum amount of text, counted in tokens, the model can take in and write in a single request. Past this limit, the request is refused or cut. | Observation |
|---|---|---|---|---|---|---|---|---|---|
| Most expensive offer · $1.26. The highest blended price among comparable offers: one price per provider (its cheapest route), standard tier, current prices only. Priority tiers and prices converted from points are not counted. | $0.60 | $3.00 | $1.20 | $81.00at Vercel AI Gateway | 5 | 4 | – | ||
| Most expensive offer · $2.06. The highest blended price among comparable offers: one price per provider (its cheapest route), standard tier, current prices only. Priority tiers and prices converted from points are not counted. | $0.60 | $3.00 | $1.20 | $81.00at NanoGPT | 71 | 38, most favourable value of the column | 262k |
Green background: the most favourable value of each column.
Prices as of Oct 30, 2026, 11:25 PM UTCSame rules as the API's /cheapest route. The monthly estimate uses the cheapest offer for that workload.