21- (Jordan+Aunt Beast* - Khorkov) 1(22)2 1(23)1[2,3] 4(24)23 4(25)4[5-14] ...

Trying turn the game into a sum of several complicated components, Josh plays three anagos in a row: 5(26)6 5(27)5[7-14] 7(28)8 2(29)2 15(30)16

Rather than responding to the anago 7(28)8 with an enclosing Q as per his typical strategy, Roman instead replies in a different component entirely, reducing the *3 to *0. Having an anago hanging around tends to make the game more complex, and this position, A8Q1PA7, is no exception.
The game continues with 15(31)15[16] 17(32)18 17(33)17[18-19] 7(34)8[9-12] 8(35)34[13-14] 13(36)35.

Josh's strategy of repeatedly nudging the game in a more complex direction is succeeding: this is *3 + X, where X is a rather complicated position that cannot be completely described in chained pivot/loop notation, due to the fact that spots 24 and 25 are on the same boundary. As Josh warned Roman, "A person could easily lose their way in a forest such as this." Can Roman find his way? Is there even a way for him to find?
Update: Roman resigned a few days later.
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