/**********************************************************************************
 Persistence of Vision Ray Tracer Scene Description File
 File name   : Bricks.pov
 Version     : 3.6
 Description : Rough brick, with straight edges; rough brick with rough edges
               Exported from Wings 3D 0.98.22c
 Date        : November 2004
 Author      : Thomas A. M. de Groot
 E-mail      : t.degroot@inter.nl.net
 
 Copyright (C) 2004. All rights reserved.
**********************************************************************************/

#ifndef (BrickStandalone)	#declare BrickStandalone = true;	#end

#if (BrickStandalone)
#include "rad_def.inc"
#include "colors.inc"

global_settings {
  ambient_light <0.000000, 0.000000, 0.000000>
  radiosity {
      Rad_Settings (Radiosity_OutdoorLight, off, off)
  }
}
  background {<0.733333, 0.733333, 1.00000>}
camera {
  perspective
  location <1.4952017375, 1.0010534641, -1.7506563056>
  right < -1.33333, 0, 0>
  look_at <0.0000000000, 0.0000000000, 0.0000000000>
  angle 75.0000
}
light_source { 
  <1.60521, 1.00105 -0.756653> 
  rgb <0.700000, 0.700000, 0.700000> 
  parallel
  point_at <0.00000e+0, 0.00000e+0, 0.00000e+0> 
  media_interaction 
}

#end // end of BrickStandalone
//==========================================================================

#ifndef (BrickTex)
#declare BrickTex =
  texture{
      pigment{ rgb <1.00000, 1.00000, 1.00000>}
      finish{
        ambient 0.1
        diffuse 0.600000
        brilliance 1.00000
        specular 0.500000 roughness 0.100000
        }
}
#end

#declare Regular_brick = mesh2 {
vertex_vectors 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normal_vectors 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normal_indices {504,<0,1,120>,<0,4,1>,<0,5,4>,<0,24,137>,<0,120,121>,<0,121,24>,<0,127,143>,<0,137,127>,<0,143,144>,<0,144,3>,<1,2,125>,<1,20,2>,<1,21,20>,<1,25,120>,<1,125,141>,<1,126,142>,<1,141,126>,<1,142,25>,<2,3,122>,<2,17,16>,<2,26,136>,<2,122,123>,<2,124,140>,<2,136,124>,<2,140,125>,<3,9,8>,<3,27,122>,<4,21,1>,<4,44,111>,<4,111,112>,<5,8,11>,<5,45,104>,<5,104,105>,<5,105,4>,<5,109,110>,<6,12,7>,<6,13,12>,<6,46,108>,<6,107,46>,<7,4,112>,<7,21,4>,<7,22,21>,<7,47,106>,<7,112,113>,<7,113,47>,<8,0,3>,<8,5,0>,<8,9,162>,<8,36,155>,<8,162,163>,<8,163,164>,<8,164,165>,<8,165,166>,<8,166,36>,<9,16,19>,<9,37,158>,<9,153,154>,<9,158,159>,<9,159,160>,<9,160,161>,<9,161,162>,<10,14,13>,<10,38,152>,<10,173,174>,<10,174,175>,<10,175,38>,<11,6,5>,<11,13,6>,<11,39,167>,<11,156,157>,<11,157,39>,<11,167,168>,<12,13,56>,<12,22,7>,<12,40,69>,<12,52,74>,<12,53,15>,<12,56,57>,<12,57,40>,<12,69,52>,<12,74,53>,<13,11,10>,<13,14,50>,<13,41,56>,<13,50,72>,<13,51,73>,<13,72,51>,<13,73,41>,<14,15,58>,<14,18,15>,<14,19,18>,<14,42,68>,<14,48,70>,<14,58,59>,<14,59,42>,<14,68,48>,<15,23,22>,<15,43,58>,<15,54,76>,<15,76,55>,<16,3,2>,<16,9,3>,<16,28,95>,<16,89,28>,<16,95,96>,<17,20,23>,<17,29,88>,<17,93,94>,<17,94,29>,<18,23,15>,<18,90,91>,<18,91,30>,<18,92,93>,<18,93,17>,<19,10,9>,<19,14,10>,<19,16,96>,<19,96,97>,<19,97,31>,<20,17,2>,<20,32,206>,<20,206,207>,<21,33,209>,<21,204,205>,<21,205,33>,<21,209,210>,<21,210,212>,<21,212,214>,<22,12,15>,<22,23,222>,<22,34,203>,<22,203,204>,<22,222,224>,<22,224,225>,<22,225,226>,<22,226,34>,<23,18,17>,<23,20,207>,<23,35,218>,<23,207,208>,<23,208,35>,<23,218,219>,<23,219,220>,<24,121,139>,<24,139,137>,<27,145,122>,<28,89,101>,<28,101,95>,<31,97,103>,<31,103,90>,<32,217,227>,<32,227,206>,<34,226,253>,<35,208,245>,<37,154,184>,<37,184,158>,<38,175,202>,<38,202,152>,<40,57,69>,<42,59,83>,<44,105,117>,<44,117,111>,<45,110,114>,<45,114,104>,<46,107,116>,<46,116,108>,<47,113,119>,<47,119,106>,<48,63,82>,<50,14,70>,<50,70,71>,<51,60,73>,<52,69,79>,<52,79,64>,<53,65,85>,<53,74,84>,<53,84,65>,<53,85,75>,<54,15,53>,<54,53,75>,<54,75,66>,<55,67,77>,<55,76,86>,<55,77,15>,<55,86,67>,<56,41,73>,<56,73,78>,<56,78,79>,<57,79,69>,<58,43,77>,<58,77,87>,<58,87,59>,<60,78,73>,<61,50,71>,<61,71,81>,<61,80,72>,<61,81,85>,<62,49,70>,<62,70,82>,<62,82,86>,<62,86,66>,<63,48,68>,<63,68,83>,<64,78,60>,<64,79,78>,<65,84,80>,<66,85,62>,<67,63,83>,<67,82,63>,<67,86,82>,<67,87,77>,<70,49,71>,<71,49,62>,<71,62,81>,<72,50,61>,<74,52,64>,<74,64,84>,<75,85,66>,<76,54,66>,<76,66,86>,<77,43,15>,<79,57,56>,<80,51,72>,<80,60,51>,<80,61,65>,<80,84,60>,<82,70,48>,<83,68,42>,<83,87,67>,<84,64,60>,<85,65,61>,<85,81,62>,<87,83,59>,<88,16,17>,<88,29,94>,<88,89,16>,<88,94,98>,<88,98,101>,<90,18,19>,<90,19,31>,<90,100,91>,<90,103,100>,<91,100,92>,<92,18,30>,<92,30,91>,<93,92,100>,<93,98,94>,<93,99,98>,<95,101,102>,<97,96,102>,<97,102,103>,<98,99,102>,<100,99,93>,<100,102,99>,<100,103,102>,<101,89,88>,<102,96,95>,<102,101,98>,<105,44,4>,<105,104,114>,<106,6,7>,<106,107,6>,<106,119,116>,<109,5,6>,<109,6,108>,<109,108,116>,<109,114,110>,<109,115,114>,<110,45,5>,<112,111,117>,<112,117,118>,<112,118,119>,<114,117,105>,<115,116,119>,<115,117,114>,<115,118,117>,<115,119,118>,<116,107,106>,<116,115,109>,<119,113,112>,<120,25,142>,<120,138,139>,<120,139,121>,<120,142,138>,<123,26,2>,<123,122,151>,<124,132,140>,<125,131,146>,<125,146,141>,<126,130,142>,<127,137,133>,<128,134,150>,<128,143,134>,<128,150,144>,<129,145,3>,<130,126,141>,<130,138,142>,<130,141,146>,<130,146,149>,<130,149,133>,<131,125,140>,<131,147,150>,<131,150,134>,<132,124,136>,<132,136,148>,<132,147,140>,<133,139,130>,<134,149,131>,<135,129,144>,<135,147,132>,<135,150,147>,<135,151,145>,<136,26,123>,<136,123,148>,<137,139,133>,<139,138,130>,<140,147,131>,<143,127,133>,<143,128,144>,<143,133,149>,<143,149,134>,<144,129,3>,<144,150,135>,<145,27,3>,<145,129,135>,<145,151,122>,<148,135,132>,<148,151,135>,<149,146,131>,<151,148,123>,<152,202,153>,<153,9,10>,<153,10,152>,<153,193,154>,<154,37,9>,<155,36,166>,<156,8,155>,<156,11,8>,<156,155,176>,<156,185,194>,<159,158,184>,<159,184,183>,<160,159,183>,<160,183,182>,<161,160,182>,<161,181,162>,<161,182,181>,<162,179,163>,<162,180,179>,<163,179,164>,<164,177,165>,<164,178,177>,<165,176,166>,<165,177,176>,<166,176,155>,<167,39,157>,<167,157,194>,<167,194,195>,<169,11,168>,<169,168,195>,<169,170,171>,<169,172,11>,<169,196,197>,<171,170,197>,<171,197,198>,<172,10,11>,<172,169,171>,<172,171,198>,<172,173,10>,<172,199,200>,<172,200,173>,<174,173,200>,<174,201,202>,<176,177,186>,<176,185,156>,<176,186,185>,<178,186,177>,<178,187,186>,<179,178,164>,<179,188,187>,<180,188,179>,<180,189,188>,<181,180,162>,<181,190,189>,<182,183,192>,<182,191,181>,<182,192,191>,<184,192,183>,<184,193,192>,<186,187,196>,<186,195,185>,<186,196,195>,<187,178,179>,<188,196,187>,<188,197,196>,<189,180,181>,<189,197,188>,<189,198,197>,<190,198,189>,<190,199,198>,<191,190,181>,<191,192,201>,<191,200,199>,<191,201,200>,<192,193,202>,<192,202,201>,<193,184,154>,<194,157,156>,<195,168,167>,<195,1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}

#declare Irregular_brick = mesh2 {
vertex_vectors 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normal_vectors 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normal_indices {770,<0,127,337>,<0,146,291>,<0,291,101>,<0,337,146>,<1,124,329>,<2,148,99>,<3,149,292>,<3,292,100>,<4,105,361>,<4,123,326>,<4,150,105>,<4,170,339>,<4,326,170>,<4,339,150>,<5,151,310>,<5,310,102>,<7,136,360>,<7,153,312>,<7,312,104>,<8,154,303>,<8,174,314>,<8,303,109>,<8,314,173>,<9,155,106>,<9,178,319>,<9,319,129>,<10,140,321>,<10,321,142>,<11,157,304>,<11,304,108>,<12,182,369>,<12,369,158>,<13,159,306>,<13,186,377>,<13,187,186>,<13,306,110>,<13,377,159>,<14,111,378>,<14,160,309>,<14,309,111>,<15,161,308>,<16,117,344>,<16,162,295>,<16,177,176>,<17,163,294>,<17,181,325>,<17,294,114>,<17,325,132>,<18,191,164>,<19,116,374>,<19,165,296>,<19,188,343>,<19,189,188>,<19,343,165>,<19,374,189>,<20,121,352>,<20,166,299>,<20,180,323>,<20,299,121>,<20,323,179>,<20,352,180>,<21,167,298>,<21,172,171>,<21,298,118>,<22,168,301>,<22,183,168>,<22,184,359>,<22,359,183>,<23,120,385>,<23,169,300>,<23,192,351>,<23,351,169>,<23,385,193>,<24,98,290>,<24,195,291>,<24,242,338>,<24,290,195>,<24,291,146>,<24,338,98>,<25,147,329>,<25,194,290>,<25,234,330>,<25,329,234>,<25,330,99>,<26,100,292>,<26,197,293>,<26,292,197>,<26,293,148>,<27,101,196>,<27,149,345>,<27,345,250>,<28,150,339>,<29,151,333>,<29,333,238>,<30,104,312>,<30,217,313>,<30,272,368>,<30,312,217>,<31,105,311>,<31,216,312>,<31,265,361>,<31,311,216>,<31,312,153>,<31,361,105>,<32,106,302>,<32,207,154>,<32,252,348>,<33,107,305>,<33,155,341>,<34,209,305>,<34,305,156>,<35,208,304>,<35,240,336>,<35,336,109>,<36,110,306>,<36,211,307>,<36,306,211>,<37,111,309>,<37,159,377>,<37,210,159>,<37,377,282>,<38,112,213>,<38,213,160>,<39,212,308>,<39,308,161>,<40,114,294>,<40,199,295>,<40,260,356>,<40,294,199>,<40,295,162>,<41,198,294>,<41,294,163>,<42,116,296>,<42,296,201>,<43,200,296>,<43,296,165>,<44,118,203>,<44,203,299>,<44,236,332>,<44,299,166>,<44,332,118>,<45,119,301>,<45,202,298>,<45,298,167>,<45,301,202>,<46,168,384>,<46,205,301>,<46,384,289>,<47,204,169>,<47,256,352>,<47,352,121>,<48,122,338>,<48,231,327>,<48,243,170>,<49,123,361>,<49,266,362>,<49,362,171>,<50,124,327>,<50,172,332>,<50,232,172>,<50,332,233>,<51,125,346>,<51,251,347>,<51,346,251>,<51,347,173>,<52,126,316>,<52,174,336>,<52,316,218>,<52,336,237>,<53,127,315>,<53,220,316>,<53,315,220>,<53,316,175>,<54,128,354>,<54,354,259>,<55,129,221>,<55,221,317>,<55,317,177>,<56,223,319>,<57,131,330>,<57,235,331>,<57,331,179>,<58,132,325>,<58,227,180>,<58,325,227>,<59,133,324>,<59,229,181>,<59,324,229>,<60,134,273>,<60,262,358>,<60,273,369>,<60,358,134>,<60,369,182>,<61,261,357>,<61,288,384>,<61,357,135>,<61,384,183>,<63,137,334>,<63,185,364>,<63,239,335>,<63,269,365>,<63,334,239>,<63,364,269>,<64,138,376>,<64,281,377>,<64,376,281>,<65,139,270>,<65,270,366>,<65,366,187>,<66,247,343>,<66,343,188>,<67,141,322>,<67,189,374>,<67,224,320>,<67,320,189>,<67,322,224>,<68,226,322>,<68,279,375>,<68,322,190>,<69,277,191>,<70,192,381>,<70,255,351>,<70,283,379>,<71,145,380>,<71,380,285>,<72,195,290>,<72,196,195>,<72,290,194>,<73,199,294>,<73,201,296>,<73,294,198>,<73,296,200>,<74,204,299>,<74,299,203>,<76,210,309>,<76,211,210>,<76,213,308>,<76,308,212>,<77,214,313>,<77,215,310>,<77,310,214>,<77,313,217>,<78,219,314>,<78,220,315>,<78,315,219>,<79,223,318>,<79,318,222>,<80,226,321>,<80,321,225>,<81,228,323>,<81,229,324>,<81,323,227>,<82,230,328>,<82,231,326>,<82,232,327>,<82,326,230>,<82,327,231>,<83,233,332>,<83,234,329>,<83,329,233>,<83,332,236>,<84,237,336>,<84,238,333>,<84,239,238>,<84,240,239>,<84,333,237>,<85,242,241>,<85,243,338>,<86,247,246>,<86,248,343>,<87,250,345>,<87,251,346>,<87,252,251>,<87,345,249>,<87,346,250>,<88,255,350>,<88,256,255>,<88,350,254>,<89,258,257>,<89,260,355>,<89,355,259>,<90,263,262>,<92,270,269>,<93,271,370>,<93,272,271>,<93,370,274>,<94,276,371>,<94,277,372>,<94,278,373>,<94,371,275>,<94,373,277>,<95,281,376>,<95,282,281>,<95,376,280>,<96,283,381>,<96,285,380>,<96,381,285>,<97,286,385>,<97,288,383>,<97,289,384>,<97,383,287>,<97,384,288>,<97,385,289>,<98,1,147>,<98,122,1>,<98,338,122>,<99,131,2>,<99,293,194>,<99,330,131>,<100,354,128>,<101,291,196>,<101,346,125>,<102,340,5>,<103,6,152>,<103,334,6>,<104,134,7>,<104,368,134>,<106,348,178>,<107,10,156>,<107,342,140>,<108,376,11>,<109,174,8>,<109,303,208>,<109,336,174>,<110,187,13>,<110,370,187>,<111,37,282>,<112,308,213>,<112,372,143>,<113,12,158>,<113,158,307>,<113,383,135>,<114,356,181>,<115,18,164>,<115,164,297>,<115,350,18>,<117,43,248>,<117,295,200>,<118,298,203>,<118,332,21>,<119,363,22>,<120,46,289>,<120,300,205>,<121,299,204>,<122,124,1>,<122,327,124>,<123,49,230>,<125,0,101>,<125,127,0>,<125,315,127>,<126,5,175>,<126,151,5>,<126,175,316>,<126,333,151>,<128,3,100>,<128,318,130>,<129,319,221>,<129,341,9>,<130,3,128>,<130,149,3>,<130,345,149>,<131,57,228>,<131,133,2>,<131,324,133>,<132,349,17>,<133,353,148>,<134,136,7>,<134,358,136>,<134,368,273>,<135,12,113>,<135,182,12>,<135,357,182>,<135,383,288>,<137,139,6>,<137,365,139>,<138,64,268>,<138,364,11>,<139,365,270>,<139,367,152>,<140,10,107>,<140,342,247>,<141,14,190>,<141,371,160>,<142,321,226>,<142,375,10>,<143,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186,64>,<378,190,14>,<378,279,68>,<379,144,70>,<379,191,18>,<380,284,96>,<381,283,70>,<382,161,15>,<383,113,39>,<386,75,209>,<386,208,303>}
}


//=========================================================================================
#if (BrickStandalone)
  object {Irregular_brick translate 0.5*y}

  object {Regular_brick translate -0.5*y}
  
#end // end of BrickStandalone