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The game Black Raven (╨з╤С╤А╨╜╤Л╨╣ ╨Т╨╛╤А╨╛╨╜) by Vyacheslav Mednonogov (1997) is dedicated for Russian clones of ZX Spectrum 128K with Beta 128 disk interface, such as Pentagon 128 and Scorpion 256K. It was released on two protected floppy disks and required an extra disk for saving states. The colourized hard drive compatible version requires ATM-Turbo 2 clone or higher: http://nedoos.ru/
This is a Warcraft-like game in medieval Russian setting.
The game was a commercial product. Later the author made the game freeware and released the source codes.
The game had a cult following, with mission editors and extra missions by other authors.
The sequel named Black Raven 2 (set in the future) has not been finished, its sources are also available.


╨╛╤В╨▓╤П╨╖╨░╤В╤М╤Б╤П ╨╛╤В pg7 ╨╕ ╤Г╨▒╤А╨░╤В╤М ╨╖╨░╨┤╨╡╤А╨╢╨║╤Г ╨▓ ╨╜╨░╤З╨░╨╗╨╡

╨╜╨╡ ╨╛╨▒╨╜╨╛╨▓╨╗╤П╤В╤М ╨┐╨░╨╗╨╕╤В╤А╤Г, ╨╡╤Б╨╗╨╕ ╨╛╨╜╨░ ╨╜╨╡ ╨╕╨╖╨╝╨╡╨╜╨╕╨╗╨░╤Б╤М, ╨░ ╤В╨╛ ╨┐╨╛╨╗╨╛╤Б╨║╨╕

[╤Г╨▒╤А╨░╤В╤М ╨┐╨░╤В╤З ╨╝╤Г╨╖╤Л╨║╨╕, ╨╡╤Б╨╗╨╕ ╨╜╨╡╤В ╨╝╤Г╨╖╤Л╨║╨╕, ╤З╤В╨╛╨▒╤Л ╨╜╨╡ ╨╖╨░╨┐╨░╤А╤Л╨▓╨░╨╗╨╛╤Б╤М ╨┤╨╡╨╝╨╛? ╨╕╨╗╨╕ ╨╕ ╤В╨░╨║ ╨╜╨╛╤А╨╝?]
[╨┐╤А╨╕ ╤Б╤В╨░╤А╤В╨╡ 1 ╤Г╤А╨╛╨▓╨╜╤П ╨┐╤А╨╕ ╨┐╨╛╨║╨░╨╖╨╡ ╨╖╨░╨┤╨░╨╜╨╕╤П ╤Б╤В╤А╨╡╨╗╨╛╤З╨║╨░ ╤А╨░╨╖╨┤╨▓╨░╨╕╨▓╨░╨╡╤В╤Б╤П (╨╡╤Б╨╗╨╕ ╨▒╨╡╨╖ ╨╝╤Л╤И╨║╨╕)?]
[╨╛╨┤╨╕╨╜ ╤А╨░╨╖ ╨▓ ╨┤╨╡╨╝╨╡ ╨┐╤А╨╛╤В╨╕╨▓╨╜╨╕╨║╨╕ ╨╖╨░╤Б╤В╤А╤П╨╗╨╕ ╨▓ ╤В╨╛╨╗╨┐╨╡ ╨┤╤А╤Г╨│ ╨┤╤А╤Г╨│╨░ ╨╕ ╨┐╨╡╤А╨╡╤Б╤В╨░╨╗╨╕ ╨▒╨╕╤В╤М╤Б╤П - ╤Н╤В╨╛ ╨▓╨╛╨╖╨╝╨╛╨╢╨╜╨╛ ╨╕ ╨▓ ╨╛╤А╨╕╨│╨╕╨╜╨░╨╗╨╡?]
╨┐╤А╨╕ ╤Б╤В╨░╤А╤В╨╡ ╨╜╨╡╨┐╨╡╤А╨▓╨╛╨│╨╛ ╤Г╤А╨╛╨▓╨╜╤П ╨╜╨╡ ╨┐╨╛╨║╨░╨╖╤Л╨▓╨░╨╡╤В╤Б╤П ╨╖╨░╨┤╨░╨╜╨╕╨╡ - ╨╕ ╨╜╨╡ ╨┤╨╛╨╗╨╢╨╜╨╛?


╨┐╤А╨╕ ╤Б╤В╨░╤А╤В╨╡ ╤Г╤А╨╛╨▓╨╜╤П ╤Е╤А╤О╨║╨░╨╡╤В ╨╝╤Г╨╖╤Л╨║╨░?
╨┐╤А╨╕ ╨▓╨║╨╗╤О╤З╨╡╨╜╨╕╨╕ ╨║╨░╤А╤В╤Л ╤В╨╛╤А╨╝╨╛╨╖╨╕╤В ╨╝╤Г╨╖╤Л╨║╨░?


╨╡╤Б╨╗╨╕ ╨▓╤Л╨▒╤А╨░╤В╤М ╨╛╤В╤А╤П╨┤ ╨╕ ╨▓ ╤А╨╡╨╢╨╕╨╝╨╡ ╨║╨░╤А╤В╤Л ╨╜╨░╨╢╨░╤В╤М G, ╨░ ╨┐╨╛╤В╨╛╨╝ ╨▓╤Л╨╣╤В╨╕ ╨╕╨╖ ╨║╨░╤А╤В╤Л, ╤В╨╛ ╨╛╤В╤А╤П╨┤ ╨╜╨╡ ╤А╨░╨▒╨╛╤В╨░╨╡╤В (╤В╨░╨║ ╨╕ ╨▒╤Л╨╗╨╛?)

+-╤Б╨┤╨╡╨╗╨░╤В╤М ╨░╨▓╤В╨╛╤Б╨▒╨╛╤А╨║╤Г ╨▓╤Б╨╡╤Е ╤Г╤А╨╛╨▓╨╜╨╡╨╣ (╤Г╨┐╨░╨║╨╛╨▓╨║╤Г ╤Г╨▒╤А╨░╤В╤М?), ╤Б╨╡╨╣╤З╨░╤Б ╤В╨╛╨╗╤М╨║╨╛ ╨┤╨╗╤П ╨▒╤Л╨▓╤И╨╕╤Е ╨╖╨░╤Й╨╕╤Й╤С╨╜╨╜╤Л╤Е ╤Г╤А╨╛╨▓╨╜╨╡╨╣

╤И╤А╨╕╤Д╤В ╤Б╨╡╨╣╤З╨░╤Б ╨╜╨╡ ╨║╨╛╨╜╨▓╨╡╤А╤В╨╕╤А╤Г╨╡╤В╤Б╤П ╤Б ╨║╨░╤А╤В╨╕╨╜╨║╨╕?

╤Б╨┤╨╡╨╗╨░╤В╤М ╨╛╨┐╨╕╤Б╨░╨╜╨╕╨╡ (╨╝╨╛╨╢╨╜╨╛ ╨╛╤В╨┤╨╡╨╗╤М╨╜╨╛, ╨╜╨╛ ╨│╨┤╨╡ ╤В╨╡╨║╤Б╤В?)


╨░╨╜╨│╨╗ ╨▓╨╡╤А╤Б╨╕╤О (╨┤╨╗╤П ╤Н╤В╨╛╨│╨╛ ╨╜╨░╨┤╨╛ ╨┐╨╡╤А╨╡╨┤╨╡╨╗╨░╤В╤М ╨║╨╛╨╜╨▓╨╡╤А╤В╨╛╤А╤Л ╤В╨╡╨║╤Б╤В╨╛╨▓, ╤В╨░╤Б╨║╨╛╨▓ ╨╕ ╤В╨╡╨║╤Б╤В╤Л ╨▓ wlib1a, ╨┐╨╡╤А╨╡╤А╨╕╤Б╨╛╨▓╨░╤В╤М ╨╜╨░╨┤╨┐╨╕╤Б╨╕ ╨╕ ╤И╤А╨╕╤Д╤В)




╨┐╨╛╨┤╤Б╨▓╨╡╤В╨║╤Г ╤В╨╡╨║╤Г╤Й╨╡╨╣ ╨║╨╛╨╝╨░╨╜╨┤╤Л (╨║╨╜╨╛╨┐╨║╨░)
FIRBUT  ;╨╛╨▒╤А╨░╨▒╨╛╤В╨║╨░ ╨╜╨░╨╢╨░╤В╨╕╤П ╨╕╨║╨╛╨╜╨║╨╕ + ╨┐╨╛╨┤╤Б╨▓╨╡╤В╨║╨░
sqrCOL  ;╨╖╨░╨║╤А╨░╤Б╨╕╤В╤М ╨║╨▓╨░╨┤╤А. c HL ╤Ж╨▓╨╡╤В╨╛╨╝ A



╨▓ ╤Б╨╡╤В╤Г╨┐╨╡: ╨╜╨╡ ╨▓╨╕╨┤╨╜╨╛ ╨▓╨╛╨┤╤Г




╤Г ╨║╤Г╨╜╨│╨╛╨▓ ╨▒╤Л╨╗╨░ ╨│╨╛╨╗╤Г╨▒╨░╤П ╨┐╨░╨╜╨╡╨╗╤М ╨╕ ╤А╨╕╤Б╤Г╨╜╨║╨╕ ╨║╨╜╨╛╨┐╨╛╨║ ╨╜╨░ ╨╜╨╡╨╣! ╨╜╨╛ ╤Н╤В╨╛ ╨╜╨╡ ╤Б╨╛╨╛╤В╨▓╨╡╤В╤Б╤В╨▓╤Г╨╡╤В ╨╕╤Е ╨║╤А╨░╤Б╨╜╨╛╨╝╤Г ╤Й╨╕╤В╤Г (╨▓╨╖╤П╤В╨╛╨╝╤Г ╤Б ╨║╨░╤А╤В╨╕╨╜╨║╨╕ ╨С╨░╤А╨║╨╛╨▓╨░)
╨Ь╨╛╨╢╨╜╨╛ ╨╛╨▒╤К╤П╤Б╨╜╨╕╤В╤М ╨│╨╛╨╗╤Г╨▒╨╛╨╣ (╨╝╨╡╤В╨░╨╗╨╗╨╕╤З╨╡╤Б╨║╨╛╨╣) ╨╛╨║╨░╨╜╤В╨╛╨▓╨║╨╛╨╣ ╤Н╤В╨╛╨│╨╛ ╤Й╨╕╤В╨░.



╤Б╨┤╨╡╨╗╨░╤В╤М ╤И╨╕╤А╨╡ ╤Н╨╜╨╡╤А╨│╨╕╤О, ╨╝╨░╨╜╤Г (╤Б╨╡╨╣╤З╨░╤Б ╤В╨░╨╝ 1 ╨▒╨░╨╣╤В ╤И╨╕╤А╨╕╨╜╨░)

;╨║╤Г╤А╤Б╨╛╤А ╤Б╨║╤А╨╛╨╗╨╗╨░?
BL_ONN  EXX

+-ATRBAR - ╨┐╨╛╨║╨░ ╤Г╨▒╤А╨░╨╜╨╛
+-sqrCOL        ;╨╖╨░╨║╤А╨░╤Б╨╕╤В╤М ╨║╨▓╨░╨┤╤А. c HL ╤Ж╨▓╨╡╤В╨╛╨╝ A - ╨┐╨╛╨║╨░ ╤Г╨▒╤А╨░╨╗






<108:
╨┐╨╛╤А╤П╨┤╨╛╨║ ╤В╨░╨╣╨╗╨╛╨▓ ╨╜╨░ ╨┤╨╛╨╝╨╕╨║╨╡ 3x3 ╤В╨░╨║╨╛╨╣ - ╨╛╤В ╤Ж╨╡╨╜╤В╤А╨░ ╨▓╨╗╨╡╨▓╨╛ ╨╕ ╨┐╨╛ ╤З╨░╤Б╨╛╨▓╨╛╨╣ ╤Б╤В╤А╨╡╨╗╨║╨╡:
193,194,195
192, 86,196
199,198,197      
>=108:
╨┐╨╛╤А╤П╨┤╨╛╨║ ╤В╨░╨╣╨╗╨╛╨▓ ╨╜╨░ ╨┤╨╛╨╝╨╕╨║╨╡ 2x2 ╤В╨░╨║╨╛╨╣:
369,370
368,108


  //86,88,91,87, 110,112,255,
  //92,90,89,78,107, 255,
  //103,106,101,100,104, 255,
  //105,102,93, 0
193,194,195, 209,210,211, 233,234,235, 201,202,203, 375,376, 381,382,
192, 86,196, 208, 88,212, 232, 91,236, 200, 87,204, 374,110, 380,112,
199,198,197, 215,214,213, 239,238,237, 207,206,205,  -1, -1,  -1, -1,

241,242,243, 225,226,227, 217,218,219, 129,130,131, 361,362,363,  -1,
240, 92,244, 224, 90,228, 216, 89,220, 128, 78,132, 360,107,364,  -1,      
247,246,245, 231,230,229, 223,222,221, 135,134,133, 367,366,365,  -1,      

329,330,331, 353,354,355, 313,314,315, 305,306,307, 337,338,339,  -1,
328,103,332, 352,106,356, 312,101,316, 304,100,308, 336,104,340,  -1,
335,334,333, 359,358,357, 319,318,317, 311,310,309, 343,342,341,  -1,

345,346,347, 321,322,323, 249,250,251,  -1, -1, -1,  -1, -1, -1,  -1,
344,105,348, 320,102,324, 248, 93,252,  -1, -1, -1,  -1, -1, -1,  -1,
351,350,349, 327,326,325, 255,254,253,  -1, -1, -1,  -1, -1, -1,  -1,
                                                                     
  //-1,81,84,80, 109,111,255,
  //85,83,82, 255,
  //96,99,94,-1,97, 255,
  //98,95,-1,79, 108, 0
 -1, -1, -1, 153,154,155, 177,178,179, 145,146,147, 372,373, 378,379,
 -1, -1, -1, 152, 81,156, 176, 84,180, 144, 80,148, 371,109, 377,111,
 -1, -1, -1, 159,158,157, 183,182,181, 151,150,149,  -1, -1,  -1, -1,

185,186,187, 169,170,171, 161,162,163,  -1, -1, -1,  -1, -1, -1,  -1, 
184, 85,188, 168, 83,172, 160, 82,164,  -1, -1, -1,  -1, -1, -1,  -1, 
191,190,189, 175,174,173, 167,166,165,  -1, -1, -1,  -1, -1, -1,  -1, 

273,274,275, 297,298,299, 257,258,259,  -1, -1, -1, 281,282,283,  -1,
272, 96,276, 296, 99,300, 256, 94,260,  -1, -1, -1, 280, 97,284,  -1,
279,278,277, 303,302,301, 263,262,261,  -1, -1, -1, 287,286,285,  -1,

289,290,291, 265,266,267,  -1, -1, -1, 137,138,139, 369,370, -1,  -1,
288, 98,292, 264, 95,268,  -1, -1, -1, 136, 79,140, 368,108, -1,  -1,
295,294,293, 271,270,269,  -1, -1, -1, 143,142,141,  -1, -1, -1,  -1,
                                                  

[╨┐╨╛╤Б╨╗╨╡ ╤Е╤А╨░╨╜╨╡╨╜╨╕╤П ╨▓ R128 ╨╜╨╡╨┐╨╡╤А╨╡╨║╨╛╨┤╨╕╤А╨╛╨▓╨░╨╜╨╜╨╛╨╣ ╨┐╨░╨│╨╕ ╤Б╤В╨░╨╗╨╛ ╨╕╨╜╨╛╨│╨┤╨░ ╨▓╨╕╤Б╨╜╤Г╤В╤М ╨▓ ╨┤╨╡╨╝╨╡ - ╨╛╤В╨╝╨╡╨╜╨╕╨╗]