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🍁Nine Ancient Obelisks

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#2922
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8081km
Author- complete the map of attractions and return for the prize
- read books from the inventory
- finish learning fishing
- finish the course at the university
- learn something from the available skills
-! add a shelf in the house!
- no convictions (if the Gnosis quest is still relevant)
Author
Also wanted to buy things in the cities along the way, but that's not a big deal.
Can all of this be done?

Can Erika also finish the military course and learn available skills?

In general, the plan was as follows:
On the 16th, we study the Tome of Earth and go to the capital (on horseback), but now not through Faris, but along the route Enlil-Sugar-Sizki.
On the 17th, we arrive in Enlil at night, get some sleep, and around 11:00 AM, we go to Shinli's store. We buy a comfortable saddle and loose-fitting clothes (it will be useful in life :D), after which we run into Charu, are horrified by the prices we see, and at 1:00 PM, we go to Sugar.
We arrive there at 6:00 PM (the saddle came in handy), run into "Calcite Delights," buy Sarian furniture, a Magic Talwar, and a Calcite Language Textbook (we learn it later - it will be useful). By 8:00 PM, we arrive at the administration for the night.
On the 18th, at 7:00 AM, we go to the capital. We arrive there at 12:00 PM and go to "Cherry." We buy both issues of the newspaper, learn about the "Code-Friendship" promotion, and with horror, notice that there are only 2 days left. We rush to Kuromod (as we know, Erika visited all the shops and Temples during her first visit to the capital and therefore knows where everything is).
In Kuromod (if the promotion is successful, of course), we learn the skills Wagoner, Traveler, and Combat Art (Talwar), and also buy a potion of bull strength. We save approximately 215 rems. Then we go to Favorable Wind and buy Scholar's Goggles.

After that, we finish learning military skills at the university.

What of all this can be implemented?
Ничто не возникает из ничего и ничто не пропадает бесследно.
Если где-то чего-то убудет, то в другом месте добавится.

(Закон сохранения).