Ollama - MacOS: erinevus redaktsioonide vahel
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Resümee puudub |
Resümee puudub |
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| 22. rida: | 22. rida: | ||
* TODO |
* TODO |
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| + | |||
| + | <pre> |
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| + | imreoolberg@Imres-MacBook-Air ~ % ollama pull mistral:7b |
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| + | pulling manifest |
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| + | pulling f5074b1221da: ... 100% |
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| + | verifying sha256 digest |
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| + | writing manifest |
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| + | success |
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| + | imreoolberg@Imres-MacBook-Air ~ % |
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| + | </pre> |
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| + | |||
| + | Kasutamiseks käsurealt, nt |
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| + | |||
| + | <pre> |
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| + | imreoolberg@Imres-MacBook-Air ~ % ollama run mistral:7b |
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| + | >>> please list from smaller to bigger 4 first amicable numbers |
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| + | Amicable numbers are pairs of integers (u, v) such that the sum of the proper divisors of u is equal to v, and the sum of the proper divisors of v is equal to u. The first four |
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| + | amicable numbers are: |
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| + | |||
| + | 1. (220, 284) |
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| + | 2. (1184, 1210) |
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| + | 3. (2620, 2924) |
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| + | 4. (5020, 5564) |
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| + | |||
| + | These numbers are sorted from smallest to largest: (220, 284), (1184, 1210), (2620, 2924), and (5020, 5564). |
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| + | |||
| + | >>> Send a message (/? for help) |
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| + | </pre> |
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===Kasutamine=== |
===Kasutamine=== |
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TODO |
TODO |
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| + | |||
| + | <pre> |
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| + | TODO |
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| + | </pre> |
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===Kasulikud lisamaterjalid=== |
===Kasulikud lisamaterjalid=== |
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Redaktsioon: 28. juuli 2026, kell 02:18
Sissejuhatus
TODO
Tööpõhimõte
Tingimata ei ole see vajalik, aga kui pressida Sign In ollama veebikohas https://ollama.com/ ja nt Google kontoga sisse logida, paistab selline pilt
kus
- TODO
Paigaldamine ja käivitamine
Ollama tarkvara saab kopeerida aadressilt https://ollama.com/download/mac
kus
- TODO
imreoolberg@Imres-MacBook-Air ~ % ollama pull mistral:7b pulling manifest pulling f5074b1221da: ... 100% verifying sha256 digest writing manifest success imreoolberg@Imres-MacBook-Air ~ %
Kasutamiseks käsurealt, nt
imreoolberg@Imres-MacBook-Air ~ % ollama run mistral:7b >>> please list from smaller to bigger 4 first amicable numbers Amicable numbers are pairs of integers (u, v) such that the sum of the proper divisors of u is equal to v, and the sum of the proper divisors of v is equal to u. The first four amicable numbers are: 1. (220, 284) 2. (1184, 1210) 3. (2620, 2924) 4. (5020, 5564) These numbers are sorted from smallest to largest: (220, 284), (1184, 1210), (2620, 2924), and (5020, 5564). >>> Send a message (/? for help)
Kasutamine
TODO
TODO
