16. "Vladimir" group (No. 371 – 388)
Nicholas Zharkikh
Shortened text of the section. Full text in ukrainian version.
The "Vladimir" group of objects is separated from the previous one purely mechanically, so that the section dedicated to the "Murom" group does not grow to infinity.
(371) Bogoljuboe (= God-loving)
At the time of drafting the SRG glory of the town (Russia) was far in the past. The source for SRG could be any of the ancient chronicles. Probability class – A.
(372) Volodymyr
A modern city on Klyazma (Russia). Probability class – A.
Yesterday (July 17, 2024) at 10:55 PM I heard two distinct explosions. In the morning , that a rotten-straw strike drone was shot down over the Darnytsja district, so far without consequences (July 18, 2024 at 7:54).
(373) Kleshchin
A purely literary object. Probability class – F.
(374) Pereyaslavl
Modern town (Russia). Probability class – A.
(375) Dmitrov
A modern town in Moscow region (Russia). Probability class – A.
(376) Moskva kamen (= Moscow stone)
A modern city , the capital of the evil empire – the Russian Federation. Probability class – A.
(377) Mozhaesk
A modern town 103 km west of Moscow (Russia). Probability class – A.
(378) Zvenigorod
Modern – a town on the Moskva River 48 km west of the Moscow Kremlin (Russia). Probability class – A.
(379) Volok Lamskyi
Modern – a town 108 km west of Moscow (Russia). Probability class – A.
, that rotten-straw drones was tried to attack Kyiv tonight, the fragment seems to have fallen in the Solomyansky district, so far without any unfortunate consequences. I didn’t hear the anti-aircraft work at night, it must have been far away from me (July 20, 2024 at 7:47 am).
(380) Ruza
Modern town in the Moscow region (Russia). Probability class – A.
(381) Kolomno
A modern town in the south of the Moscow region (Russia). Probability class – A.
(382) on Oka
If this definition applies to Kolomna, then it is not entirely accurate. The Kolomna Kremlin stands at the confluence of the Kolomenka River with the Moskva River, and from the Kremlin to the confluence of the Moskva River with the Oka is 6.5 km. Probability class – A.
(383) Romanov
Unknown object. Probability class – D.
, that tonight the Muscovites made another attack: all the rotten-straw drones that tried to attack Kyiv were shot down on the approaches to the city. I did not hear the work of anti-aircraft defense at night (July 21, 2024 at 7:53).
(384) Serpokhov
A modern town on the Oka River in the Moscow region (Russia). Probability class – A.
(385) Novyj gorodok (= New town)
With some caution, one can accept the localization proposed by A. Deduk: the Spas-Gorodets settlement near the village 18 km west of Serpukhov (Russia). Probability class – B.
(386) Luzha (= a puddle)
One can think that Luzha, mentioned here in the SRG – may be – a tributary of the Protva (Russia) or a complex of estates on this river. The probability class for the river is A.
(387) Borovesk
A modern town in the Kaluga region, 66 km west of Serpukhov (Russia). Probability class – A.
(388) Bolonesk
Unknown object. Probability class – D.
"Vladimir" group has 18 objects. Of them, 14 (78 %) can be located with certainty, one requires an assumption, two objects cannot be localized. The group has one valuable for us literary object. Therefore, the quality of the group’s recordings is high, even higher than the previous "Murom" group, from which – I repeat – the "Vladimir" group is separated purely mechanically.
Maps
I laid out the optimal route in the "Vladimir" group as follows: 371 → 372 → 374 → 375 → 376 → 378 → 379 → 380 → 377 → 386 → 387 → 384 → 381 = 700 km. It is plotted on the following diagram with blue arrows.
"Vladimir" group. Optimal route
To lay the main real route (between class A objects), you just need to look at the list: 371 → 372 → 374 → 375 → 376 → 377 → 378 → 379 → 380 → 381 → 384 → 386 → 387 = 976 km. It is shown in the following diagram with red arrows. Entropy-A = 139 %. It should be noted that this real route partially coincides with a purely hypothetical optimal route (as well as for the "Murom" group).
"Vladimir" group. Real route (class A)
Complete real route (classes A + B): 371 → 372 → 374 → 375 → 376 → 377 → 378 → 379 → 380 → 381 → 384 → 385 → 386 → 387 = 978 km, which gives us entropy-B = 140 %. The slight increase is due to the fact that there is only one conditionally localized object in the group, and it is geographically located exactly between neighboring well-localized objects (occasionally such cases also occur in SRG).
"Vladimir" group. Real route (classes A + B)
The polygon that covers all objects of the group is marked with a black contour on the map. Their location again resembles the "Golden Ring", this time around Moscow. Its diameter (371 – 386) is 320 km. There are no foreign objects in the group.