#include<ultra64.h>

extern Vtx MOJI_pol_XI_v[];

extern unsigned char MOJI_polmoji_CI4_txt[];



#define gs_Nin_LoadTextureImage(timg,fmt,siz,width,height,tmem,tt)	\
	gsDPSetTextureImage(fmt,siz,1,timg),	\
	gsDPTileSync(),	\
	gsDPSetTile(fmt,siz,0,tmem,tt,0,0,0,0,0,0,0),	\
	gsDPLoadSync(),	\
	gsDPLoadBlock(tt,0,0,width*height-1,CALC_DXT(width,siz##_BYTES))

#define gs_Nin_SetUpTileDescrip(fmt,siz,width,height,tmem,tt,cs,ms,ss,ct,mt,st)	\
	gsDPTileSync(),	\
	gsDPSetTile(fmt,siz,((((width)*siz##_LINE_BYTES)+7)>>3),tmem,tt,0,ct,mt,st,cs,ms,ss),	\
	gsDPSetTileSize(tt,0,0,(width-1)<<G_TEXTURE_IMAGE_FRAC,(height-1)<<G_TEXTURE_IMAGE_FRAC)

#define G_CC_PRIMSHADE PRIMITIVE,0,SHADE,0,0,0,0,SHADE

/* main display list */


/* ======== G ======== */

Gfx MOJI_pol_XI[]={

	gsDPLoadTLUT_pal16(0,&MOJI_polmoji_CI4_txt[32]),
	gsDPLoadTextureBlock_4b(MOJI_polmoji_CI4_txt,G_IM_FMT_CI,8,8,0,G_TX_WRAP,G_TX_WRAP,3,3,0,0),
	gsDPSetTextureLUT(G_TT_RGBA16),

gsSPVertex(&MOJI_pol_XI_v[0],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(8,7,9,0),
gsSP1Triangle(10,1,0,0),
gsSP1Triangle(5,4,11,0),
gsSP1Triangle(12,13,14,0),
gsSPVertex(&MOJI_pol_XI_v[15],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[31],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(8,7,12,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[47],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(9,8,10,0),
gsSP1Triangle(10,8,11,0),
gsSP1Triangle(8,12,11,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[63],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(1,3,2,0),
gsSP1Triangle(3,4,2,0),
gsSP1Triangle(2,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(12,13,14,0),
gsSP1Triangle(14,13,15,0),
gsSPVertex(&MOJI_pol_XI_v[79],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(8,7,9,0),
gsSP1Triangle(9,7,10,0),
gsSP1Triangle(7,11,10,0),
gsSP1Triangle(2,1,12,0),
gsSP1Triangle(12,1,13,0),
gsSPVertex(&MOJI_pol_XI_v[93],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(12,13,14,0),
gsSPVertex(&MOJI_pol_XI_v[108],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(12,13,14,0),
gsSPVertex(&MOJI_pol_XI_v[123],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(1,3,2,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(8,7,10,0),
gsSP1Triangle(11,12,13,0),
gsSP1Triangle(13,12,14,0),
gsSPVertex(&MOJI_pol_XI_v[138],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(5,4,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(12,11,13,0),
gsSPVertex(&MOJI_pol_XI_v[152],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(10,12,11,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[168],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(5,4,6,0),
gsSP1Triangle(2,1,7,0),
gsSP1Triangle(8,9,10,0),
gsSP1Triangle(11,12,13,0),
gsSPVertex(&MOJI_pol_XI_v[182],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(6,5,7,0),
gsSP1Triangle(8,9,10,0),
gsSP1Triangle(11,12,13,0),
gsSPVertex(&MOJI_pol_XI_v[196],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(5,4,12,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[212],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(9,8,10,0),
gsSP1Triangle(6,5,11,0),
gsSP1Triangle(12,13,14,0),
gsSP1Triangle(13,15,14,0),
gsSPVertex(&MOJI_pol_XI_v[228],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(8,10,9,0),
gsSP1Triangle(11,12,13,0),
gsSPVertex(&MOJI_pol_XI_v[242],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(6,5,7,0),
gsSP1Triangle(8,9,10,0),
gsSP1Triangle(11,12,13,0),
gsSP1Triangle(12,14,13,0),
gsSPVertex(&MOJI_pol_XI_v[257],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(5,4,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(11,13,12,0),
gsSPVertex(&MOJI_pol_XI_v[271],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(5,4,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[287],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(1,4,3,0),
gsSP1Triangle(5,6,7,0),
gsSP1Triangle(8,9,10,0),
gsSP1Triangle(9,11,10,0),
gsSP1Triangle(12,0,2,0),
gsSP1Triangle(11,13,10,0),
gsSPVertex(&MOJI_pol_XI_v[301],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[317],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(11,10,12,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[333],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(1,3,2,0),
gsSP1Triangle(3,4,2,0),
gsSP1Triangle(2,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(12,11,13,0),
gsSP1Triangle(11,10,13,0),
gsSPVertex(&MOJI_pol_XI_v[347],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(12,13,14,0),
gsSPVertex(&MOJI_pol_XI_v[362],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(3,6,4,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(12,11,13,0),
gsSPVertex(&MOJI_pol_XI_v[376],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(2,1,3,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(8,10,9,0),
gsSP1Triangle(11,12,13,0),
gsSPVertex(&MOJI_pol_XI_v[390],16,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(1,3,2,0),
gsSP1Triangle(4,5,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(13,14,15,0),
gsSPVertex(&MOJI_pol_XI_v[406],14,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(2,1,6,0),
gsSP1Triangle(7,8,9,0),
gsSP1Triangle(10,11,12,0),
gsSP1Triangle(12,11,13,0),
gsSPVertex(&MOJI_pol_XI_v[420],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(12,13,14,0),
gsSPVertex(&MOJI_pol_XI_v[435],15,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSP1Triangle(6,7,8,0),
gsSP1Triangle(9,10,11,0),
gsSP1Triangle(12,13,14,0),
gsSPVertex(&MOJI_pol_XI_v[450],6,0),
gsSP1Triangle(0,1,2,0),
gsSP1Triangle(3,4,5,0),
gsSPEndDisplayList() 
}; /* XI */ 

#undef G_CC_PRIMSHADE

#undef gs_Nin_LoadTextureImage

#undef gs_Nin_SetUpTileDescrip

Vtx MOJI_pol_XI_v[] = {
{-39,38,-9,0,992,992,-127,0,0,255},
{-39,35,9,0,928,0,-127,0,0,255},
{-39,38,9,0,992,0,-127,0,0,255},
{-39,38,9,0,0,0,0,127,0,255},
{-7,38,9,0,32,0,0,127,0,255},
{-39,38,-9,0,0,992,0,127,0,255},
{-39,35,9,0,928,64,0,0,127,255},
{-12,35,9,0,928,608,0,0,127,255},
{-39,38,9,0,960,64,0,0,127,255},
{-7,38,9,0,960,864,0,0,127,255},
{-39,35,-9,0,928,992,-127,0,0,255},
{-7,38,-9,0,32,992,0,127,0,255},
{-39,38,-9,0,960,64,0,0,-127,255},
{-7,38,-9,0,960,864,0,0,-127,255},
{-39,35,-9,0,928,64,0,0,-127,255},
{-42,-39,-9,0,480,992,-127,0,0,255},
{-42,-39,9,0,480,0,-127,0,0,255},
{-42,-36,-9,0,544,992,-127,0,0,255},
{-42,-36,9,0,544,0,-127,0,0,255},
{-42,-36,-9,0,544,992,0,127,0,255},
{-42,-36,9,0,544,0,0,127,0,255},
{-32,-36,-9,0,576,992,0,127,0,255},
{-42,-36,-9,0,32,0,0,0,-127,255},
{-32,-36,-9,0,32,96,0,0,-127,255},
{-42,-39,-9,0,0,0,0,0,-127,255},
{-32,-36,-9,0,576,992,0,127,0,255},
{-42,-36,9,0,544,0,0,127,0,255},
{-32,-36,9,0,576,0,0,127,0,255},
{-42,-39,9,0,0,0,0,0,127,255},
{-32,-36,9,0,32,96,0,0,127,255},
{-42,-36,9,0,32,0,0,0,127,255},
{-9,-36,-9,0,192,992,0,127,0,255},
{-9,-36,9,0,192,0,0,127,0,255},
{-1,-36,-9,0,224,992,0,127,0,255},
{-1,-36,-9,0,224,992,0,127,0,255},
{-9,-36,9,0,192,0,0,127,0,255},
{-1,-36,9,0,224,0,0,127,0,255},
{-1,-36,-9,0,224,992,127,0,0,255},
{-1,-36,9,0,224,0,127,0,0,255},
{-1,-39,-9,0,288,992,127,0,0,255},
{-1,-39,-9,0,0,992,0,0,-127,255},
{-9,-36,-9,0,32,832,0,0,-127,255},
{-1,-36,-9,0,32,992,0,0,-127,255},
{-1,-39,9,0,288,0,127,0,0,255},
{-1,-36,9,0,32,992,0,0,127,255},
{-9,-36,9,0,32,832,0,0,127,255},
{-1,-39,9,0,0,992,0,0,127,255},
{-7,38,-9,0,32,992,127,0,0,255},
{-7,38,9,0,32,0,127,0,0,255},
{-7,22,-9,0,96,992,127,0,0,255},
{-7,22,9,0,96,0,127,0,0,255},
{-7,22,-9,0,96,992,120,-39,0,255},
{-7,22,9,0,96,0,120,-39,0,255},
{-16,-4,-9,0,128,992,120,-39,0,255},
{-7,38,-9,0,960,864,0,0,-127,255},
{-7,22,-9,0,768,864,0,0,-127,255},
{-12,35,-9,0,928,608,0,0,-127,255},
{-12,25,-9,0,832,608,0,0,-127,255},
{-20,6,-9,0,608,448,0,0,-127,255},
{-16,-4,-9,0,352,608,0,0,-127,255},
{-16,-4,-9,0,128,992,120,-39,0,255},
{-7,22,9,0,96,0,120,-39,0,255},
{-16,-4,9,0,128,0,120,-39,0,255},
{-7,38,9,0,960,864,0,0,127,255},
{-12,35,9,0,928,608,0,0,127,255},
{-7,22,9,0,768,864,0,0,127,255},
{-12,25,9,0,832,608,0,0,127,255},
{-20,6,9,0,608,448,0,0,127,255},
{-16,-4,9,0,352,608,0,0,127,255},
{-39,35,-9,0,928,64,0,0,-127,255},
{-7,38,-9,0,960,864,0,0,-127,255},
{-12,35,-9,0,928,608,0,0,-127,255},
{-16,-4,-9,0,128,992,121,38,0,255},
{-16,-4,9,0,128,0,121,38,0,255},
{-9,-36,-9,0,192,992,121,38,0,255},
{-20,6,-9,0,608,448,0,0,-127,255},
{-16,-4,-9,0,352,608,0,0,-127,255},
{-24,-4,-9,0,352,320,0,0,-127,255},
{-20,-16,-9,0,160,480,0,0,-127,255},
{-16,-4,-9,0,352,608,0,0,-127,255},
{-9,-36,-9,0,32,832,0,0,-127,255},
{-20,-16,-9,0,160,480,0,0,-127,255},
{-9,-36,-9,0,192,992,121,38,0,255},
{-16,-4,9,0,128,0,121,38,0,255},
{-9,-36,9,0,192,0,121,38,0,255},
{-9,-36,9,0,32,832,0,0,127,255},
{-16,-4,9,0,352,608,0,0,127,255},
{-15,-39,9,0,0,544,0,0,127,255},
{-20,-16,9,0,160,480,0,0,127,255},
{-24,-4,9,0,352,320,0,0,127,255},
{-20,6,9,0,608,448,0,0,127,255},
{-15,-39,-9,0,0,544,0,0,-127,255},
{-1,-39,-9,0,0,992,0,0,-127,255},
{-1,-39,9,0,0,992,0,0,127,255},
{-9,-36,9,0,32,832,0,0,127,255},
{-15,-39,9,0,0,544,0,0,127,255},
{-15,-39,-9,0,320,992,-122,-31,0,255},
{-15,-39,9,0,320,0,-122,-31,0,255},
{-20,-16,-9,0,384,992,-122,-31,0,255},
{-20,-16,-9,0,384,992,-122,-31,0,255},
{-15,-39,9,0,320,0,-122,-31,0,255},
{-20,-16,9,0,384,0,-122,-31,0,255},
{-20,-16,-9,0,384,992,122,-34,0,255},
{-20,-16,9,0,384,0,122,-34,0,255},
{-26,-39,-9,0,416,992,122,-34,0,255},
{-26,-39,-9,0,0,384,0,0,-127,255},
{-24,-4,-9,0,352,320,0,0,-127,255},
{-20,-16,-9,0,160,480,0,0,-127,255},
{-26,-39,-9,0,416,992,122,-34,0,255},
{-20,-16,9,0,384,0,122,-34,0,255},
{-26,-39,9,0,416,0,122,-34,0,255},
{-26,-39,9,0,0,384,0,0,127,255},
{-20,-16,9,0,160,480,0,0,127,255},
{-24,-4,9,0,352,320,0,0,127,255},
{-1,-39,-9,0,288,992,0,-127,0,255},
{-1,-39,9,0,288,0,0,-127,0,255},
{-15,-39,-9,0,320,992,0,-127,0,255},
{-15,-39,-9,0,320,992,0,-127,0,255},
{-1,-39,9,0,288,0,0,-127,0,255},
{-15,-39,9,0,320,0,0,-127,0,255},
{-26,-39,-9,0,416,992,0,-127,0,255},
{-26,-39,9,0,416,0,0,-127,0,255},
{-42,-39,-9,0,480,992,0,-127,0,255},
{-42,-39,-9,0,0,0,0,0,-127,255},
{-32,-36,-9,0,32,96,0,0,-127,255},
{-26,-39,-9,0,0,384,0,0,-127,255},
{-24,-4,-9,0,352,320,0,0,-127,255},
{-42,-39,-9,0,480,992,0,-127,0,255},
{-26,-39,9,0,416,0,0,-127,0,255},
{-42,-39,9,0,480,0,0,-127,0,255},
{-26,-39,9,0,0,384,0,0,127,255},
{-32,-36,9,0,32,96,0,0,127,255},
{-42,-39,9,0,0,0,0,0,127,255},
{-24,-4,9,0,352,320,0,0,127,255},
{-39,18,-9,0,672,992,-127,0,0,255},
{-39,18,9,0,672,0,-127,0,0,255},
{-39,20,-9,0,672,992,-127,0,0,255},
{-39,20,9,0,672,0,-127,0,0,255},
{-39,20,-9,0,672,992,0,127,0,255},
{-39,20,9,0,672,0,0,127,0,255},
{-26,20,-9,0,736,992,0,127,0,255},
{-26,20,-9,0,768,352,0,0,-127,255},
{-33,18,-9,0,736,96,0,0,-127,255},
{-39,20,-9,0,768,64,0,0,-127,255},
{-39,18,-9,0,736,64,0,0,-127,255},
{-26,20,-9,0,736,992,0,127,0,255},
{-39,20,9,0,672,0,0,127,0,255},
{-26,20,9,0,736,0,0,127,0,255},
{-39,18,9,0,736,64,0,0,127,255},
{-33,18,9,0,736,96,0,0,127,255},
{-39,20,9,0,768,64,0,0,127,255},
{-26,20,9,0,768,352,0,0,127,255},
{-32,-36,-9,0,576,992,-120,39,0,255},
{-32,-36,9,0,576,0,-120,39,0,255},
{-24,-4,-9,0,640,992,-120,39,0,255},
{-24,-4,-9,0,640,992,-120,39,0,255},
{-32,-36,9,0,576,0,-120,39,0,255},
{-24,-4,9,0,640,0,-120,39,0,255},
{-24,-4,-9,0,640,992,-120,-39,0,255},
{-24,-4,9,0,640,0,-120,-39,0,255},
{-33,18,-9,0,672,992,-120,-39,0,255},
{-33,18,-9,0,736,96,0,0,-127,255},
{-26,20,-9,0,768,352,0,0,-127,255},
{-24,-4,-9,0,352,320,0,0,-127,255},
{-20,6,-9,0,608,448,0,0,-127,255},
{-33,18,-9,0,672,992,-120,-39,0,255},
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};


