Sanctuary_POSEIDON.txt

Coordinate 0,0 is the topmost tile of the Temple 
	structure (either 4x4 or 4x8.)

**** God ranks

	12ZEUS,
	11POSEIDON,
	10HADES,
	9DEMETER,
	8ATHENA,
	7ARTEMIS,
	6APOLLO,
	5ARES,
	4HEPHAESTUS,
	3APHRODITE,
	2HERMES,
	1DIONYSUS,

**** Types of component buildings

SANCTUARY_FRONT 		   	   0
SANCTUARY_BACK 			   1
ALTAR 				   2
PALACE_FRONT 			   3
PALACE_BACK 			   4
PALACE_FLAG_POLE 		  	   5
PALACE_CORNER 			   6

SCULPTURE_ZEUS_N 	   7	
SCULPTURE_ZEUS_E 	   8
SCULPTURE_ZEUS_S 	   9
SCULPTURE_ZEUS_W 	   10

SCULPTURE_POSEIDON_N 	   11	
SCULPTURE_POSEIDON_E 	   12
SCULPTURE_POSEIDON_S 	   13
SCULPTURE_POSEIDON_W 	   14

SCULPTURE_HADES_N 	   15	
SCULPTURE_HADES_E 	   16
SCULPTURE_HADES_S 	   17
SCULPTURE_HADES_W 	   18	

SCULPTURE_DEMETER_N 	   19	
SCULPTURE_DEMETER_E 	   20
SCULPTURE_DEMETER_S 	   21
SCULPTURE_DEMETER_W 	   22	

SCULPTURE_ATHENA_N 	   23	
SCULPTURE_ATHENA_E 	   24
SCULPTURE_ATHENA_S 	   25
SCULPTURE_ATHENA_W 	   26	

SCULPTURE_ARTEMIS_N 	   27	
SCULPTURE_ARTEMIS_E 	   28
SCULPTURE_ARTEMIS_S 	   29
SCULPTURE_ARTEMIS_W 	   30	

SCULPTURE_APOLLO_N 	   31	
SCULPTURE_APOLLO_E 	   32
SCULPTURE_APOLLO_S 	   33
SCULPTURE_APOLLO_W 	   34	

SCULPTURE_ARES_N 	   35	
SCULPTURE_ARES_E 	   36
SCULPTURE_ARES_S 	   37
SCULPTURE_ARES_W 	   38

SCULPTURE_HEPHAESTUS_N 	   39	
SCULPTURE_HEPHAESTUS_E 	   40
SCULPTURE_HEPHAESTUS_S 	   41
SCULPTURE_HEPHAESTUS_W 	   42	

SCULPTURE_APHRODITE_N 	   43	
SCULPTURE_APHRODITE_E 	   44
SCULPTURE_APHRODITE_S 	   45
SCULPTURE_APHRODITE_W 	   46	

SCULPTURE_HERMES_N 	   47	
SCULPTURE_HERMES_E 	   48
SCULPTURE_HERMES_S 	   49
SCULPTURE_HERMES_W 	   50	

SCULPTURE_DIONYSUS_N 	   51	
SCULPTURE_DIONYSUS_E 	   52
SCULPTURE_DIONYSUS_S 	   53
SCULPTURE_DIONYSUS_W 	   54

SANCTUARY_TILE0 		   55 a
SANCTUARY_TILE1 		   56 b
SANCTUARY_TILE2 		   57 c
SANCTUARY_TILE3 		   58 d
SANCTUARY_TILE4 		   59 e
SANCTUARY_TILE5 		   60 f
STATUE_OF_ZEUSN 		   61
STATUE_OF_ZEUSE 		   62
STATUE_OF_ZEUSS 		   63
STATUE_OF_ZEUSW 		   64
STATUE_OF_POSEIDONN 		   65
STATUE_OF_POSEIDONE 		   66
STATUE_OF_POSEIDONS 		   67
STATUE_OF_POSEIDONW 		   68
STATUE_OF_HADESN 		   69
STATUE_OF_HADESE 		   70
STATUE_OF_HADESS 		   71	
STATUE_OF_HADESW 		   72	
STATUE_OF_DEMETERN 		   73	
STATUE_OF_DEMETERE 		   74	
STATUE_OF_DEMETERS 		   75	
STATUE_OF_DEMETERW 		   76	
STATUE_OF_ATHENAN 		   77	
STATUE_OF_ATHENAE 		   78	
STATUE_OF_ATHENAS 		   79	
STATUE_OF_ATHENAW 		   80	
STATUE_OF_ARTEMISN 		   81	
STATUE_OF_ARTEMISE 		   82	
STATUE_OF_ARTEMISS 		   83	
STATUE_OF_ARTEMISW 		   84	
STATUE_OF_APOLLON 		   85	
STATUE_OF_APOLLOE 		   86	
STATUE_OF_APOLLOS 		   87	
STATUE_OF_APOLLOW 		   88	
STATUE_OF_ARESN 		   89	
STATUE_OF_ARESE 		   90	
STATUE_OF_ARESS 		   91	
STATUE_OF_ARESW 		   92	
STATUE_OF_HEPHAESTUSN 		   93	
STATUE_OF_HEPHAESTUSE 		   94	
STATUE_OF_HEPHAESTUSS 		   95	
STATUE_OF_HEPHAESTUSW 		   96	
STATUE_OF_APHRODITEN 		   97	
STATUE_OF_APHRODITEE 		   98		
STATUE_OF_APHRODITES 		   99		
STATUE_OF_APHRODITEW 		   100		
STATUE_OF_HERMESN 		   101	
STATUE_OF_HERMESE 		   102	
STATUE_OF_HERMESS 		   103	
STATUE_OF_HERMESW 		   104	
STATUE_OF_DIONYSUSN 		   105	
STATUE_OF_DIONYSUSE 		   106	
STATUE_OF_DIONYSUSS 		   107	
STATUE_OF_DIONYSUSW 		   108

**** All actual data is between brackets

;	 x,y,		type	elevation		


{0,0,1000,0,},
{0,1,1000,0,},
{0,2,1000,0,},
{0,3,1000,0,},
{0,4,1000,0,},
{0,5,1000,0,},
{0,6,1000,0,},
{0,7,1000,0,},
{0,8,1000,0,},
{0,9,1000,0,},
{0,10,1000,0,},
{0,11,1000,0,},
{0,12,1000,0,},
{0,13,1000,0,},
{0,14,1000,0,},
{0,15,1000,0,},
{0,16,1000,0,},
{0,17,1000,0,},
{0,18,1000,0,},
{0,19,1000,0,},
{0,20,1000,0,},
{0,21,1000,0,},
{0,22,1000,0,},
{0,23,113,0,},
{0,24,57,0,},
{0,25,113,0,},
{0,26,57,0,},
{0,27,113,0,},

{1,0,1000,0,},
{1,1,14,1,},
{1,2,55,1,},
{1,3,14,1,},
{1,4,55,1,},
{1,5,55,1,},
{1,6,14,1,},
{1,7,55,1,},
{1,8,14,1,},
{1,9,59,1,},
{1,10,59,1,},
{1,11,59,1,},
{1,12,58,1,},
{1,13,58,1,},
{1,14,58,1,},
{1,15,59,1,},
{1,16,59,1,},
{1,17,59,1,},
{1,18,58,1,},
{1,19,58,1,},
{1,20,58,1,},
{1,21,111,1,},
{1,22,1000,0,},
{1,23,57,0,},
{1,24,14,0,},
{1,25,57,0,},
{1,26,14,0,},
{1,27,57,0,},

{2,0,1000,0,},
{2,1,1000,1,},
{2,2,1000,1,},
{2,3,1000,1,},
{2,4,1000,1,},
{2,5,1000,1,},
{2,6,1000,1,},
{2,7,1000,1,},
{2,8,1000,1,},
{2,9,59,1,},
{2,10,14,1,},
{2,11,59,1,},
{2,12,58,1,},
{2,13,14,1,},
{2,14,58,1,},
{2,15,59,1,},
{2,16,14,1,},
{2,17,59,1,},
{2,18,58,1,},
{2,19,14,1,},
{2,20,58,1,},
{2,21,55,1,},
{2,22,1000,0,},
{2,23,1000,0,},
{2,24,1000,0,},
{2,25,1000,0,},
{2,26,1000,0,},
{2,27,1000,0,},

{3,0,1000,0,},
{3,1,1000,1,},
{3,2,14,2,},
{3,3,111,2,},
{3,4,111,2,},
{3,5,111,2,},
{3,6,111,2,},
{3,7,14,2,},
{3,8,1000,1,},
{3,9,59,1,},
{3,10,59,1,},
{3,11,59,1,},
{3,12,58,1,},
{3,13,58,1,},
{3,14,58,1,},
{3,15,59,1,},
{3,16,59,1,},
{3,17,59,1,},
{3,18,58,1,},
{3,19,58,1,},
{3,20,58,1,},
{3,21,55,1,},
{3,22,55,1,},
{3,23,1000,1,},
{3,24,1000,1,},
{3,25,1000,1,},
{3,26,1000,1,},
{3,27,1000,0,},

{4,0,1000,0,},
{4,1,1000,1,},
{4,2,1000,2,},
{4,3,1000,2,},
{4,4,1000,2,},
{4,5,1000,2,},
{4,6,1000,2,},
{4,7,1000,2,},
{4,8,1000,1,},
{4,9,1000,1,},
{4,10,1000,1,},
{4,11,1000,1,},
{4,12,1000,1,},
{4,13,1000,1,},
{4,14,1000,1,},
{4,15,1000,1,},
{4,16,1000,1,},
{4,17,1000,1,},
{4,18,1000,1,},
{4,19,1000,1,},
{4,20,1000,1,},
{4,21,55,1,},
{4,22,55,1,},
{4,23,1000,1,},
{4,24,67,2,},
{4,26,1000,1,},
{4,27,1000,0,},

{5,0,1000,0,},
{5,1,1000,1,},
{5,2,1000,2,},
{5,3,110,4,},
{5,7,1000,2,},
{5,8,1000,1,},
{5,9,1000,1,},
{5,10,1,2,},
{5,14,0,2,},
{5,18,111,2,},
{5,19,111,2,},
{5,20,1000,1,},
{5,21,55,1,},
{5,22,55,1,},
{5,23,1000,1,},
{5,26,1000,1,},
{5,27,1000,0,},

{6,0,1000,0,},
{6,1,1000,1,},
{6,2,1000,2,},
{6,7,1000,2,},
{6,8,1000,1,},
{6,9,1000,1,},
{6,18,2,2,},
{6,20,1000,1,},
{6,21,55,1,},
{6,22,55,1,},
{6,23,1000,1,},
{6,24,55,2,},
{6,25,55,2,},
{6,26,1000,1,},
{6,27,1000,0,},

{13,0,1000,0,},
{13,1,1000,0,},
{13,2,1000,0,},
{13,3,1000,0,},
{13,4,1000,0,},
{13,5,1000,0,},
{13,6,1000,0,},
{13,7,1000,0,},
{13,8,1000,0,},
{13,9,1000,0,},
{13,10,1000,0,},
{13,11,1000,0,},
{13,12,1000,0,},
{13,13,1000,0,},
{13,14,1000,0,},
{13,15,1000,0,},
{13,16,1000,0,},
{13,17,1000,0,},
{13,18,1000,0,},
{13,19,1000,0,},
{13,20,1000,0,},
{13,21,1000,0,},
{13,22,1000,0,},
{13,23,113,0,},
{13,24,57,0,},
{13,25,113,0,},
{13,26,57,0,},
{13,27,113,0,},

{12,0,1000,0,},
{12,1,12,1,},
{12,2,55,1,},
{12,3,12,1,},
{12,4,55,1,},
{12,5,55,1,},
{12,6,12,1,},
{12,7,55,1,},
{12,8,12,1,},
{12,9,59,1,},
{12,10,59,1,},
{12,11,59,1,},
{12,12,58,1,},
{12,13,58,1,},
{12,14,58,1,},
{12,15,59,1,},
{12,16,59,1,},
{12,17,59,1,},
{12,18,58,1,},
{12,19,58,1,},
{12,20,58,1,},
{12,21,111,1,},
{12,22,1000,0,},
{12,23,57,0,},
{12,24,12,0,},
{12,25,57,0,},
{12,26,12,0,},
{12,27,57,0,},

{11,0,1000,0,},
{11,1,1000,1,},
{11,2,1000,1,},
{11,3,1000,1,},
{11,4,1000,1,},
{11,5,1000,1,},
{11,6,1000,1,},
{11,7,1000,1,},
{11,8,1000,1,},
{11,9,59,1,},
{11,10,12,1,},
{11,11,59,1,},
{11,12,58,1,},
{11,13,12,1,},
{11,14,58,1,},
{11,15,59,1,},
{11,16,12,1,},
{11,17,59,1,},
{11,18,58,1,},
{11,19,12,1,},
{11,20,58,1,},
{11,21,55,1,},
{11,22,1000,0,},
{11,23,1000,0,},
{11,24,1000,0,},
{11,25,1000,0,},
{11,26,1000,0,},
{11,27,1000,0,},

{10,0,1000,0,},
{10,1,1000,1,},
{10,2,12,2,},
{10,3,111,2,},
{10,4,111,2,},
{10,5,111,2,},
{10,6,111,2,},
{10,7,12,2,},
{10,8,1000,1,},
{10,9,59,1,},
{10,10,59,1,},
{10,11,59,1,},
{10,12,58,1,},
{10,13,58,1,},
{10,14,58,1,},
{10,15,59,1,},
{10,16,59,1,},
{10,17,59,1,},
{10,18,58,1,},
{10,19,58,1,},
{10,20,58,1,},
{10,21,55,1,},
{10,22,55,1,},
{10,23,1000,1,},
{10,24,1000,1,},
{10,25,1000,1,},
{10,26,1000,1,},
{10,27,1000,0,},

{9,0,1000,0,},
{9,1,1000,1,},
{9,2,1000,2,},
{9,3,1000,2,},
{9,4,1000,2,},
{9,5,1000,2,},
{9,6,1000,2,},
{9,7,1000,2,},
{9,8,1000,1,},
{9,9,1000,1,},
{9,10,1000,1,},
{9,11,1000,1,},
{9,12,1000,1,},
{9,13,1000,1,},
{9,14,1000,1,},
{9,15,1000,1,},
{9,16,1000,1,},
{9,17,1000,1,},
{9,18,1000,1,},
{9,19,1000,1,},
{9,20,1000,1,},
{9,21,55,1,},
{9,22,55,1,},
{9,23,1000,1,},
{8,24,67,2,},
{9,26,1000,1,},
{9,27,1000,0,},

{8,0,1000,0,},
{8,1,1000,1,},
{8,2,1000,2,},
{8,7,1000,2,},
{8,8,1000,1,},
{8,9,1000,1,},
{8,18,111,2,},
{8,19,111,2,},
{8,20,1000,1,},
{8,21,55,1,},
{8,22,55,1,},
{8,23,1000,1,},
{8,26,1000,1,},
{8,27,1000,0,},

{7,0,1000,0,},
{7,1,1000,1,},
{7,2,1000,2,},
{7,7,1000,2,},
{7,8,1000,1,},
{7,9,1000,1,},
{7,20,1000,1,},
{7,21,55,1,},
{7,22,55,1,},
{7,23,1000,1,},
{7,24,55,2,},
{7,25,55,2,},
{7,26,1000,1,},
{7,27,1000,0,},