2700 0 12 0 15 SolidWorks 2019 14 ACIS 27.0.2 NT 24 Thu Jan 28 11:29:58 2021 1 9.9999999999999995e-07 1e-10 T @52 VVE8T6PHGXVXHSQ8WCKBVHGW98RMQG6XJCR3PJP53DR6RJPB7CT3 -0 body $12 -1 -1 $-1 0 $13 $-1 $-1 F # -1 body $14 -1 -1 $-1 0 $15 $-1 $-1 F # -2 body $16 -1 -1 $-1 0 $17 $-1 $-1 F # -3 body $18 -1 -1 $-1 0 $19 $-1 $-1 F # -4 body $20 -1 -1 $-1 0 $21 $-1 $-1 F # -5 body $22 -1 -1 $-1 0 $23 $-1 $-1 F # -6 body $24 -1 -1 $-1 0 $25 $-1 $-1 F # -7 body $26 -1 -1 $-1 0 $27 $-1 $-1 F # -8 body $28 -1 -1 $-1 0 $29 $-1 $-1 F # -9 body $30 -1 -1 $-1 0 $31 $-1 $-1 F # -10 body $32 -1 -1 $-1 0 $33 $-1 $-1 F # -11 body $34 -1 -1 $-1 0 $35 $-1 $-1 F # -12 name_attrib-gen-attrib $-1 -1 $-1 $-1 $0 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -13 lump $36 -1 -1 $-1 $-1 $37 $0 F # -14 name_attrib-gen-attrib $-1 -1 $-1 $-1 $1 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -15 lump $38 -1 -1 $-1 $-1 $39 $1 F # -16 name_attrib-gen-attrib $-1 -1 $-1 $-1 $2 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -17 lump $40 -1 -1 $-1 $-1 $41 $2 F # -18 name_attrib-gen-attrib $-1 -1 $-1 $-1 $3 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -19 lump $42 -1 -1 $-1 $-1 $43 $3 F # -20 name_attrib-gen-attrib $-1 -1 $-1 $-1 $4 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -21 lump $44 -1 -1 $-1 $-1 $45 $4 F # -22 name_attrib-gen-attrib $-1 -1 $-1 $-1 $5 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -23 lump $46 -1 -1 $-1 $-1 $47 $5 F # -24 name_attrib-gen-attrib $-1 -1 $-1 $-1 $6 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -25 lump $48 -1 -1 $-1 $-1 $49 $6 F # -26 name_attrib-gen-attrib $-1 -1 $-1 $-1 $7 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -27 lump $50 -1 -1 $-1 $-1 $51 $7 F # -28 name_attrib-gen-attrib $-1 -1 $-1 $-1 $8 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -29 lump $52 -1 -1 $-1 $-1 $53 $8 F # -30 name_attrib-gen-attrib $-1 -1 $-1 $-1 $9 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -31 lump $54 -1 -1 $-1 $-1 $55 $9 F # -32 name_attrib-gen-attrib $-1 -1 $-1 $-1 $10 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -33 lump $56 -1 -1 $-1 $-1 $57 $10 F # -34 name_attrib-gen-attrib $-1 -1 $-1 $-1 $11 2 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @36 Lexi Mk2 Guest Towel Rail 350mm Assy # -35 lump $58 -1 -1 $-1 $-1 $59 $11 F # -36 rgb_color-st-attrib $-1 -1 $-1 $-1 $13 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -37 shell $-1 -1 -1 $-1 $-1 $-1 $60 $-1 $13 F # -38 rgb_color-st-attrib $-1 -1 $-1 $-1 $15 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -39 shell $-1 -1 -1 $-1 $-1 $-1 $61 $-1 $15 F # -40 rgb_color-st-attrib $-1 -1 $-1 $-1 $17 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -41 shell $-1 -1 -1 $-1 $-1 $-1 $62 $-1 $17 F # -42 rgb_color-st-attrib $-1 -1 $-1 $-1 $19 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -43 shell $-1 -1 -1 $-1 $-1 $-1 $63 $-1 $19 F # -44 rgb_color-st-attrib $-1 -1 $-1 $-1 $21 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -45 shell $-1 -1 -1 $-1 $-1 $-1 $64 $-1 $21 F # -46 rgb_color-st-attrib $-1 -1 $-1 $-1 $23 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -47 shell $-1 -1 -1 $-1 $-1 $-1 $65 $-1 $23 F # -48 rgb_color-st-attrib $-1 -1 $-1 $-1 $25 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -49 shell $-1 -1 -1 $-1 $-1 $-1 $66 $-1 $25 F # -50 rgb_color-st-attrib $-1 -1 $-1 $-1 $27 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -51 shell $-1 -1 -1 $-1 $-1 $-1 $67 $-1 $27 F # -52 rgb_color-st-attrib $-1 -1 $-1 $-1 $29 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -53 shell $-1 -1 -1 $-1 $-1 $-1 $68 $-1 $29 F # -54 rgb_color-st-attrib $-1 -1 $-1 $-1 $31 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -55 shell $-1 -1 -1 $-1 $-1 $-1 $69 $-1 $31 F # -56 rgb_color-st-attrib $-1 -1 $-1 $-1 $33 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -57 shell $-1 -1 -1 $-1 $-1 $-1 $70 $-1 $33 F # -58 rgb_color-st-attrib $-1 -1 $-1 $-1 $35 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.792156862745098 0.81960784313725488 0.93333333333333335 # -59 shell $-1 -1 -1 $-1 $-1 $-1 $71 $-1 $35 F # -60 face $72 -1 -1 $-1 $73 $74 $37 $-1 $75 reversed single F T -0.017036092382432623 2.4786497895877324 -3.1677864445477875 0.026193790957994449 # -61 face $76 -1 -1 $-1 $77 $78 $39 $-1 $79 forward single F F # -62 face $80 -1 -1 $-1 $81 $82 $41 $-1 $83 reversed single F T -0.017036092383278023 2.4786497895876649 -3.167786444547724 0.026193790957930715 # -63 face $84 -1 -1 $-1 $85 $86 $43 $-1 $87 reversed single F T 0 1.4222222222222243 0 1.5707963267948979 # -64 face $88 -1 -1 $-1 $89 $90 $45 $-1 $91 forward single F F # -65 face $92 -1 -1 $-1 $-1 $93 $47 $-1 $94 forward single F F # -66 face $95 -1 -1 $-1 $96 $97 $49 $-1 $98 reversed single F T 0 1.4222222222222385 0 1.5707963267948966 # -67 face $99 -1 -1 $-1 $100 $101 $51 $-1 $102 forward single F F # -68 face $103 -1 -1 $-1 $-1 $104 $53 $-1 $105 forward single F F # -69 face $106 -1 -1 $-1 $107 $108 $55 $-1 $109 forward single F T -5.2328362464959716e-47 44.025157232704373 -2.5420705791856398e-15 3.1415926535897949 # -70 face $110 -1 -1 $-1 $111 $112 $57 $-1 $113 forward single F T -1.9663599140289809e-16 0.39592689365236533 0 3.1415926535897931 # -71 face $114 -1 -1 $-1 $115 $116 $59 $-1 $117 forward single F T -1.9663599140289809e-16 0.3959268936523665 0 3.1415926535897931 # -72 integer_attrib-name_attrib-gen-attrib $-1 -1 $118 $-1 $60 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -73 face $119 -1 -1 $-1 $120 $121 $37 $-1 $122 reversed single F T 2.9379091998469291 6.0493827160493803 -3.1552801571605422 0.013687503570749078 # -74 loop $-1 -1 -1 $-1 $-1 $123 $60 F unknown # -75 cone-surface $-1 -1 -1 $-1 3.6082248300317588e-16 -12.80545955744911 6.5 0 1 0 0 0 2.1000000000000001 1 I I 0 1 2.1000000000000001 forward I I I I # -76 integer_attrib-name_attrib-gen-attrib $-1 -1 $124 $-1 $61 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface2 0 # -77 face $125 -1 -1 $-1 $126 $127 $39 $-1 $128 forward single F F # -78 loop $-1 -1 -1 $-1 $-1 $129 $61 F unknown # -79 spline-surface $-1 -1 -1 $-1 forward { exactsur 0 full nubs 3 1 open open none none 9 2 0 3 0.14289460138111959 1 0.27687984692362982 1 0.40540672551010898 1 0.53183337293000854 1 0.65422498686988773 1 0.76981094079089651 1 0.88410967174314881 1 1 3 0 1 1 1 5.2179487179487198 0.52133413461538458 69.700000000000017 5.217201891971297 0.54678349988430253 69.700000000000017 5.2157548039756083 0.59609548432497272 69.700000000000017 5.2011750321252954 0.66705391140847703 69.700000000000031 5.1783170300215815 0.73262075615986944 69.700000000000003 5.1455910977011747 0.79155463164533446 69.700000000000031 5.1059832004887804 0.84325533715776257 69.700000000000017 5.0594249567503047 0.88555502444175771 69.700000000000017 5.007409036612767 0.91937206552130013 69.700000000000017 4.9685714767704932 0.93276196464488326 69.700000000000031 4.9490184294871824 0.93950320512820507 69.700000000000031 5.2179487179487198 0.52133413461538458 70 5.217201891971297 0.54678349988430253 70 5.2157548039756083 0.59609548432497272 70 5.2011750321252954 0.66705391140847703 70.000000000000014 5.1783170300215815 0.73262075615986944 69.999999999999986 5.1455910977011747 0.79155463164533446 70.000000000000014 5.1059832004887804 0.84325533715776257 70 5.0594249567503047 0.88555502444175771 70 5.007409036612767 0.91937206552130013 70 4.9685714767704932 0.93276196464488326 70.000000000000014 4.9490184294871824 0.93950320512820507 70.000000000000014 0 0 0 7 0.14289460138111959 0.27687984692362982 0.40540672551010898 0.53183337293000854 0.65422498686988773 0.76981094079089651 0.88410967174314881 0 0 0 F 1 F 0 F 1 F 0 } I I I I # -80 integer_attrib-name_attrib-gen-attrib $-1 -1 $130 $-1 $62 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -81 face $131 -1 -1 $-1 $132 $133 $41 $-1 $134 reversed single F T 0 3.1114735192801986 -3.1552801602382892 0.013687506648496099 # -82 loop $-1 -1 -1 $-1 $-1 $135 $62 F unknown # -83 cone-surface $-1 -1 -1 $-1 -350 -12.80545955744911 6.5 0 1 0 0 0 2.1000000000000001 1 I I 0 1 2.1000000000000001 forward I I I I # -84 integer_attrib-name_attrib-gen-attrib $-1 -1 $136 $-1 $63 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -85 face $137 -1 -1 $-1 $138 $139 $43 $-1 $140 reversed single F T 0 1.4222222222222243 0 1.5707963267948966 # -86 loop $-1 -1 -1 $-1 $-1 $141 $63 F unknown # -87 cone-surface $-1 -1 -1 $-1 -7.9999999999999964 1.799999999999998 0 0 0 1 2.2499999999999969 0 0 1 I I 0 1 2.2499999999999969 forward I I I I # -88 integer_attrib-name_attrib-gen-attrib $-1 -1 $142 $-1 $64 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface2 0 # -89 face $143 -1 -1 $-1 $144 $145 $45 $-1 $146 reversed single F T -34.224352910754789 -2.5610700872028849 -0.004589563370376434 1.5747006574889379 # -90 loop $-1 -1 -1 $-1 $-1 $147 $64 F unknown # -91 plane-surface $-1 -1 -1 $-1 13.76510811500783 10.450000000000001 3.2000000000000002 -0.99965732497555737 -1.6594536168107899e-16 0.026176948307873212 26.176948307873214 0 999.65732497555746 forward_v I I I I # -92 integer_attrib-name_attrib-gen-attrib $-1 -1 $148 $-1 $65 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface3 0 # -93 loop $-1 -1 -1 $-1 $-1 $149 $65 F unknown # -94 plane-surface $-1 -1 -1 $-1 -6 -3.7393745294008518 3.2000000000000015 0 0.99965732497555737 0.026176948307873212 0 -26.176948307873214 999.65732497555746 forward_v I I I I # -95 integer_attrib-name_attrib-gen-attrib $-1 -1 $150 $-1 $66 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -96 face $151 -1 -1 $-1 $152 $153 $49 $-1 $154 reversed single F T 0 1.4222222222222385 0 1.5707963267948966 # -97 loop $-1 -1 -1 $-1 $-1 $155 $66 F unknown # -98 cone-surface $-1 -1 -1 $-1 -358 1.799999999999998 0 0 0 1 2.2499999999999742 0 0 1 I I 0 1 2.2499999999999742 forward I I I I # -99 integer_attrib-name_attrib-gen-attrib $-1 -1 $156 $-1 $67 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface2 0 # -100 face $157 -1 -1 $-1 $158 $159 $51 $-1 $160 reversed single F T -34.224352910755343 -2.5610700872028835 -0.0045895633709142842 1.57470065748949 # -101 loop $-1 -1 -1 $-1 $-1 $161 $67 F unknown # -102 plane-surface $-1 -1 -1 $-1 -336.23489188499218 10.450000000000001 3.2000000000000002 -0.99965732497555737 -1.6594536168107899e-16 0.026176948307873212 26.176948307873214 0 999.65732497555746 forward_v I I I I # -103 integer_attrib-name_attrib-gen-attrib $-1 -1 $162 $-1 $68 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface3 0 # -104 loop $-1 -1 -1 $-1 $-1 $163 $68 F unknown # -105 plane-surface $-1 -1 -1 $-1 -356 -3.7393745294008518 3.2000000000000015 0 0.99965732497555737 0.026176948307873212 0 -26.176948307873214 999.65732497555746 forward_v I I I I # -106 integer_attrib-name_attrib-gen-attrib $-1 -1 $164 $-1 $69 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @21 Tube 350mm-1-surface1 0 # -107 face $165 -1 -1 $-1 $-1 $166 $55 $-1 $167 forward single F T -5.2328362464959716e-47 44.025157232704373 -3.1415926535897931 2.542070579185639e-15 # -108 loop $-1 -1 -1 $-1 $-1 $168 $69 F unknown # -109 cone-surface $-1 -1 -1 $-1 0 -1.9123551086977569e-14 57 -1 9.7144514654701333e-17 -9.4370567274974817e-33 0 7.722988915048742e-16 7.9500000000000055 1 I I 0 1 7.9500000000000055 forward I I I I # -110 integer_attrib-name_attrib-gen-attrib $-1 -1 $169 $-1 $70 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -111 face $170 -1 -1 $-1 $171 $172 $57 $-1 $173 forward single F F # -112 loop $-1 -1 -1 $-1 $-1 $174 $70 F unknown # -113 cone-surface $-1 -1 -1 $-1 -350 -11.660112618458747 6.5 0 1 0 0 0 1.8500000000000001 1 I I 0.81915204428899091 0.57357643635104738 1.8500000000000001 forward I I I I # -114 integer_attrib-name_attrib-gen-attrib $-1 -1 $175 $-1 $71 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -115 face $176 -1 -1 $-1 $177 $178 $59 $-1 $179 forward single F F # -116 loop $-1 -1 -1 $-1 $-1 $180 $71 F unknown # -117 cone-surface $-1 -1 -1 $-1 3.6082248300317588e-16 -11.660112618458747 6.5 0 1 0 0 0 1.8500000000000001 1 I I 0.81915204428899091 0.57357643635104738 1.8500000000000001 forward I I I I # -118 rgb_color-st-attrib $-1 -1 $-1 $72 $60 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -119 integer_attrib-name_attrib-gen-attrib $-1 -1 $181 $-1 $73 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -120 face $182 -1 -1 $-1 $183 $184 $37 $-1 $185 forward single F F # -121 loop $-1 -1 -1 $-1 $-1 $186 $73 F unknown # -122 cone-surface $-1 -1 -1 $-1 -44 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I 0 1 8.1000000000000032 forward I I I I # -123 coedge $-1 -1 -1 $-1 $187 $188 $189 $190 reversed $74 $-1 # -124 rgb_color-st-attrib $-1 -1 $-1 $76 $61 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -125 integer_attrib-name_attrib-gen-attrib $-1 -1 $191 $-1 $77 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface2 0 # -126 face $192 -1 -1 $-1 $193 $194 $39 $-1 $195 forward single F F # -127 loop $-1 -1 -1 $-1 $-1 $196 $77 F unknown # -128 plane-surface $-1 -1 -1 $-1 4.0641025641025657 0.064102564102564041 69.700000000000017 0 -1 0 0 0 -1000 forward_v I I I I # -129 coedge $-1 -1 -1 $-1 $197 $198 $199 $200 reversed $78 $201 # -130 rgb_color-st-attrib $-1 -1 $-1 $80 $62 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -131 integer_attrib-name_attrib-gen-attrib $-1 -1 $202 $-1 $81 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -132 face $203 -1 -1 $-1 $204 $205 $41 $-1 $206 forward single F F # -133 loop $-1 -1 -1 $-1 $-1 $207 $81 F unknown # -134 cone-surface $-1 -1 -1 $-1 -355 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I 0 1 8.1000000000000032 forward I I I I # -135 coedge $-1 -1 -1 $-1 $208 $209 $210 $211 reversed $82 $-1 # -136 rgb_color-st-attrib $-1 -1 $-1 $84 $63 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -137 integer_attrib-name_attrib-gen-attrib $-1 -1 $212 $-1 $85 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -138 face $213 -1 -1 $-1 $214 $215 $43 $-1 $216 forward single F F # -139 loop $-1 -1 -1 $-1 $-1 $217 $85 F unknown # -140 cone-surface $-1 -1 -1 $-1 9.9999999999999982 1.8000000000000005 0 0 0 1 2.2499999999999969 0 0 1 I I 0 1 2.2499999999999969 forward I I I I # -141 coedge $-1 -1 -1 $-1 $218 $219 $220 $221 reversed $86 $-1 # -142 rgb_color-st-attrib $-1 -1 $-1 $88 $64 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -143 integer_attrib-name_attrib-gen-attrib $-1 -1 $222 $-1 $89 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface2 0 # -144 face $223 -1 -1 $-1 $224 $225 $45 $-1 $226 forward single F F # -145 loop $-1 -1 -1 $-1 $-1 $227 $89 F unknown # -146 cone-surface $-1 -1 -1 $-1 13.24452065867527 6.6445206586752672 2.4203421203572417 -0.026167984264979394 -0.026167984264979398 -0.99931500198836998 0 0.49982866248777896 -0.013088474153936675 1 I I 0 1 0.50000000000000033 forward I I I I # -147 coedge $-1 -1 -1 $-1 $228 $229 $230 $231 forward $90 $-1 # -148 rgb_color-st-attrib $-1 -1 $-1 $92 $65 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -149 coedge $-1 -1 -1 $-1 $232 $233 $-1 $234 forward $93 $-1 # -150 rgb_color-st-attrib $-1 -1 $-1 $95 $66 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -151 integer_attrib-name_attrib-gen-attrib $-1 -1 $235 $-1 $96 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -152 face $236 -1 -1 $-1 $237 $238 $49 $-1 $239 forward single F F # -153 loop $-1 -1 -1 $-1 $-1 $240 $96 F unknown # -154 cone-surface $-1 -1 -1 $-1 -339.99999999999994 1.8000000000000005 0 0 0 1 2.2499999999999742 0 0 1 I I 0 1 2.2499999999999742 forward I I I I # -155 coedge $-1 -1 -1 $-1 $241 $242 $243 $244 reversed $97 $-1 # -156 rgb_color-st-attrib $-1 -1 $-1 $99 $67 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -157 integer_attrib-name_attrib-gen-attrib $-1 -1 $245 $-1 $100 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface2 0 # -158 face $246 -1 -1 $-1 $247 $248 $51 $-1 $249 forward single F F # -159 loop $-1 -1 -1 $-1 $-1 $250 $100 F unknown # -160 cone-surface $-1 -1 -1 $-1 -336.7554793413247 6.6445206586752672 2.4203421203572417 -0.026167984264979394 -0.026167984264979398 -0.99931500198836998 0 0.49982866248777896 -0.013088474153936675 1 I I 0 1 0.50000000000000033 forward I I I I # -161 coedge $-1 -1 -1 $-1 $251 $252 $253 $254 forward $101 $-1 # -162 rgb_color-st-attrib $-1 -1 $-1 $103 $68 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -163 coedge $-1 -1 -1 $-1 $255 $256 $-1 $257 forward $104 $-1 # -164 rgb_color-st-attrib $-1 -1 $-1 $106 $69 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89411764705882346 0.89411764705882346 0.89411764705882346 # -165 integer_attrib-name_attrib-gen-attrib $-1 -1 $258 $-1 $107 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @21 Tube 350mm-1-surface1 0 # -166 loop $-1 -1 -1 $-1 $-1 $259 $107 F unknown # -167 cone-surface $-1 -1 -1 $-1 0 -1.9123551086977569e-14 57 -1 9.7144514654701333e-17 -9.4370567274974817e-33 0 7.722988915048742e-16 7.9500000000000055 1 I I 0 1 7.9500000000000055 forward I I I I # -168 coedge $-1 -1 -1 $-1 $260 $261 $-1 $262 reversed $108 $-1 # -169 rgb_color-st-attrib $-1 -1 $-1 $110 $70 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -170 integer_attrib-name_attrib-gen-attrib $-1 -1 $263 $-1 $111 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -171 face $264 -1 -1 $-1 $265 $266 $57 $-1 $267 forward single F F # -172 loop $-1 -1 -1 $-1 $-1 $268 $111 F unknown # -173 plane-surface $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 7.75 0 0 -1 -1000 0 0 forward_v I I I I # -174 coedge $-1 -1 -1 $-1 $269 $270 $271 $272 reversed $112 $-1 # -175 rgb_color-st-attrib $-1 -1 $-1 $114 $71 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -176 integer_attrib-name_attrib-gen-attrib $-1 -1 $273 $-1 $115 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -177 face $274 -1 -1 $-1 $275 $276 $59 $-1 $277 forward single F F # -178 loop $-1 -1 -1 $-1 $-1 $278 $115 F unknown # -179 plane-surface $-1 -1 -1 $-1 -0.72168783648703183 -7.6601126184587462 7.75 0 0 -1 -1000 0 0 forward_v I I I I # -180 coedge $-1 -1 -1 $-1 $279 $280 $281 $282 reversed $116 $-1 # -181 rgb_color-st-attrib $-1 -1 $-1 $119 $73 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -182 integer_attrib-name_attrib-gen-attrib $-1 -1 $283 $-1 $120 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -183 face $284 -1 -1 $-1 $285 $286 $37 $-1 $287 forward single F F # -184 loop $-1 -1 -1 $-1 $-1 $288 $120 F unknown # -185 plane-surface $-1 -1 -1 $-1 4 0 0 0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 -999.8476951563913 forward_v I I I I # -186 coedge $-1 -1 -1 $-1 $289 $290 $291 $292 reversed $121 $-1 # -187 coedge $-1 -1 -1 $-1 $293 $123 $294 $295 forward $74 $-1 # -188 coedge $-1 -1 -1 $-1 $123 $293 $296 $297 reversed $74 $-1 # -189 coedge $-1 -1 -1 $-1 $298 $298 $123 $190 forward $299 $-1 # -190 edge $-1 -1 -1 $-1 $300 3.1415926535897931 $301 6.2831853071795862 $189 $302 forward @7 unknown F # -191 rgb_color-st-attrib $-1 -1 $-1 $125 $77 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -192 integer_attrib-name_attrib-gen-attrib $-1 -1 $303 $-1 $126 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface2 0 # -193 face $304 -1 -1 $-1 $-1 $305 $39 $-1 $306 forward single F F # -194 loop $-1 -1 -1 $-1 $-1 $307 $126 F unknown # -195 plane-surface $-1 -1 -1 $-1 0 0 70 0 0 1 1000 0 0 forward_v I I I I # -196 coedge $-1 -1 -1 $-1 $308 $309 $310 $311 reversed $127 $-1 # -197 coedge $-1 -1 -1 $-1 $312 $129 $-1 $313 reversed $78 $314 # -198 coedge $-1 -1 -1 $-1 $129 $312 $-1 $315 forward $78 $316 # -199 coedge $-1 -1 -1 $-1 $317 $318 $129 $200 forward $194 $-1 # -200 edge $-1 -1 -1 $-1 $319 1 $320 0 $199 $321 forward @7 unknown F # -201 pcurve $-1 -1 -1 $-1 0 forward { exppc 1 nubs 1 open 2 -1 1 -0 1 1 1 0 1 0.001 -1 spline forward { ref 0 } I I I I } 0 0 # -202 rgb_color-st-attrib $-1 -1 $-1 $131 $81 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -203 integer_attrib-name_attrib-gen-attrib $-1 -1 $322 $-1 $132 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -204 face $323 -1 -1 $-1 $324 $325 $41 $-1 $326 reversed single F F # -205 loop $-1 -1 -1 $-1 $-1 $327 $132 F unknown # -206 spline-surface $-1 -1 -1 $-1 forward { exactsur 2 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160964 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.068573951343077 3 -368.00045536948699 12.399560796582341 70 -368.00045536948699 12.500436330928478 69.900000951927936 -368.12475308377634 12.399569170564812 69.999999999999986 -368.13135532893921 12.50044502400999 69.900029761232105 -368.24904556507158 12.387318810708432 70 -368.26224978983623 12.487543843639195 69.900055728227031 -368.43190879509791 12.350945902592622 70 -368.45482609026203 12.449238753233157 69.900089678971526 -368.49226686928051 12.335826919627324 69.999999999999986 -368.51839018240327 12.433316643519678 69.900100163628849 -368.61121118427542 12.299745811425783 70.000000000000014 -368.64365242584194 12.395318917022616 69.900119368089122 -368.66979686927624 12.278783650573766 69.999999999999986 -368.70534999180529 12.373243262732053 69.900128087754936 -368.78463170247727 12.231217770466488 70.000000000000014 -368.82628448424936 12.323150738925786 69.900143678075281 -368.84088055266 12.204614174653365 69.999999999999986 -368.88552109688305 12.29513399940933 69.900150548689254 -368.95050000863466 12.146021596972687 70.000000000000014 -369.00096320127011 12.233429084996851 69.900162374729987 -369.00387032994399 12.114032767163573 69.999999999999986 -369.05716839343012 12.19974107023636 69.900167330125953 -369.107218738977 12.044977756795197 70.000000000000014 -369.16600636611582 12.127018002881485 69.900175277998585 -369.15719655849267 12.007911755446292 69.999999999999986 -369.2186388641872 12.08798313901675 69.900178270454546 -369.25327864301624 11.929059333781547 70.000000000000014 -369.31982456138542 12.00494226464915 69.900182263618561 -369.29938265867355 11.887273118102145 69.999999999999986 -369.36837749791692 11.960936469652522 69.900183264316226 -369.38727311810209 11.799382658673615 70.000000000000014 -369.46093646965249 11.868377497916946 69.900183264316254 -369.42905933378148 11.753278643016293 69.999999999999986 -369.50494226464912 11.81982456138544 69.900182263618561 -369.50791175544629 11.657196558492709 70.000000000000014 -369.58798313901673 11.718638864187209 69.900178270454546 -369.54497775679516 11.607218738977016 69.999999999999986 -369.62701800288147 11.666006366115875 69.900175277998585 -369.61403276716351 11.503870329943982 70.000000000000014 -369.69974107023637 11.557168393430116 69.900167330125953 -369.64602159697267 11.450500008634659 69.999999999999986 -369.73342908499683 11.500963201270137 69.900162374730002 -369.70461417465333 11.340880552660046 70.000000000000014 -369.7951339994093 11.385521096883085 69.90015054868924 -369.73121777046646 11.284631702477281 69.999999999999986 -369.82315073892573 11.326284484249388 69.900143678075281 -369.77878365057376 11.169796869276313 70.000000000000014 -369.87324326273205 11.205349991805274 69.900128087754936 -369.79974581142579 11.111211184275477 69.999999999999986 -369.89531891702262 11.143652425841969 69.900119368089122 -369.83582691962732 10.992266869280522 70.000000000000014 -369.93331664351962 11.018390182403277 69.900100163628849 -369.85094590259257 10.931908795097922 69.999999999999986 -369.94923875323309 10.954826090262076 69.900089678971511 -369.88731881070839 10.749045565071626 70.000000000000028 -369.98754384363917 10.762249789836218 69.900055728227045 -369.89956917056475 10.624753083776401 69.999999999999986 -370.00044502400999 10.631355328939209 69.900029761232105 -369.89956079658231 10.500455369487009 70 -370.00043633092844 10.500455369487009 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I # -207 coedge $-1 -1 -1 $-1 $328 $329 $-1 $330 reversed $133 $-1 # -208 coedge $-1 -1 -1 $-1 $331 $135 $332 $333 forward $82 $-1 # -209 coedge $-1 -1 -1 $-1 $135 $331 $334 $335 reversed $82 $-1 # -210 coedge $-1 -1 -1 $-1 $336 $336 $135 $211 forward $337 $-1 # -211 edge $-1 -1 -1 $-1 $338 3.1415926535897931 $339 6.2831853071795862 $210 $340 forward @7 unknown F # -212 rgb_color-st-attrib $-1 -1 $-1 $137 $85 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -213 integer_attrib-name_attrib-gen-attrib $-1 -1 $341 $-1 $138 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -214 face $342 -1 -1 $-1 $343 $344 $43 $-1 $345 forward single F T -19.315162740347287 0.34378701836381703 1.517516990141053 3.1944151394865896 # -215 loop $-1 -1 -1 $-1 $-1 $346 $138 F unknown # -216 plane-surface $-1 -1 -1 $-1 -6 0 0 0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 -999.8476951563913 forward_v I I I I # -217 coedge $-1 -1 -1 $-1 $347 $348 $349 $350 reversed $139 $-1 # -218 coedge $-1 -1 -1 $-1 $351 $141 $352 $353 forward $86 $-1 # -219 coedge $-1 -1 -1 $-1 $141 $351 $354 $355 reversed $86 $-1 # -220 coedge $-1 -1 -1 $-1 $356 $357 $141 $221 forward $358 $-1 # -221 edge $-1 -1 -1 $-1 $359 -3.1415926535897931 $360 -1.5707963267948948 $141 $361 forward @7 unknown F # -222 rgb_color-st-attrib $-1 -1 $-1 $143 $89 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -223 integer_attrib-name_attrib-gen-attrib $-1 -1 $362 $-1 $144 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface2 0 # -224 face $363 -1 -1 $-1 $364 $365 $45 $-1 $366 forward single F F # -225 loop $-1 -1 -1 $-1 $-1 $367 $144 F unknown # -226 plane-surface $-1 -1 -1 $-1 -17.049999999999994 7.1651081150078255 3.2000000000000002 0 -0.99965732497555737 0.026176948307873212 0 -26.176948307873214 -999.65732497555746 forward_v I I I I # -227 coedge $-1 -1 -1 $-1 $368 $369 $370 $371 reversed $145 $-1 # -228 coedge $-1 -1 -1 $-1 $372 $147 $-1 $373 forward $90 $-1 # -229 coedge $-1 -1 -1 $-1 $147 $372 $-1 $374 forward $90 $-1 # -230 coedge $-1 -1 -1 $-1 $369 $368 $147 $231 reversed $145 $-1 # -231 edge $-1 -1 -1 $-1 $375 -0.016298093612580174 $376 -0.00047416577932428455 $230 $377 forward @7 unknown F # -232 coedge $-1 -1 -1 $-1 $378 $149 $-1 $379 forward $93 $-1 # -233 coedge $-1 -1 -1 $-1 $149 $378 $-1 $380 forward $93 $-1 # -234 edge $-1 -1 -1 $-1 $381 1 $382 0 $149 $383 forward @7 unknown F # -235 rgb_color-st-attrib $-1 -1 $-1 $151 $96 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -236 integer_attrib-name_attrib-gen-attrib $-1 -1 $384 $-1 $152 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -237 face $385 -1 -1 $-1 $386 $387 $49 $-1 $388 forward single F T -19.315162740398808 0.34378701837715919 1.517516990127711 3.1944151394999314 # -238 loop $-1 -1 -1 $-1 $-1 $389 $152 F unknown # -239 plane-surface $-1 -1 -1 $-1 -356 0 0 0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 -999.8476951563913 forward_v I I I I # -240 coedge $-1 -1 -1 $-1 $390 $391 $392 $393 reversed $153 $-1 # -241 coedge $-1 -1 -1 $-1 $394 $155 $395 $396 forward $97 $-1 # -242 coedge $-1 -1 -1 $-1 $155 $394 $397 $398 reversed $97 $-1 # -243 coedge $-1 -1 -1 $-1 $399 $400 $155 $244 forward $401 $-1 # -244 edge $-1 -1 -1 $-1 $402 -3.1415926535897931 $403 -1.5707963267948966 $155 $404 forward @7 unknown F # -245 rgb_color-st-attrib $-1 -1 $-1 $157 $100 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -246 integer_attrib-name_attrib-gen-attrib $-1 -1 $405 $-1 $158 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface2 0 # -247 face $406 -1 -1 $-1 $407 $408 $51 $-1 $409 forward single F F # -248 loop $-1 -1 -1 $-1 $-1 $410 $158 F unknown # -249 plane-surface $-1 -1 -1 $-1 -367.05000000000001 7.1651081150078255 3.2000000000000002 0 -0.99965732497555737 0.026176948307873212 0 -26.176948307873214 -999.65732497555746 forward_v I I I I # -250 coedge $-1 -1 -1 $-1 $411 $412 $413 $414 reversed $159 $-1 # -251 coedge $-1 -1 -1 $-1 $415 $161 $-1 $416 forward $101 $-1 # -252 coedge $-1 -1 -1 $-1 $161 $415 $-1 $417 forward $101 $-1 # -253 coedge $-1 -1 -1 $-1 $412 $411 $161 $254 reversed $159 $-1 # -254 edge $-1 -1 -1 $-1 $418 -0.016298093612580174 $419 -0.00047416577932428417 $161 $420 forward @7 unknown F # -255 coedge $-1 -1 -1 $-1 $421 $163 $-1 $422 forward $104 $-1 # -256 coedge $-1 -1 -1 $-1 $163 $421 $-1 $423 forward $104 $-1 # -257 edge $-1 -1 -1 $-1 $424 1 $425 0 $163 $426 forward @7 unknown F # -258 rgb_color-st-attrib $-1 -1 $-1 $165 $107 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89411764705882346 0.89411764705882346 0.89411764705882346 # -259 coedge $-1 -1 -1 $-1 $427 $428 $260 $429 reversed $166 $-1 # -260 coedge $-1 -1 -1 $-1 $430 $168 $259 $429 forward $108 $-1 # -261 coedge $-1 -1 -1 $-1 $168 $430 $431 $432 reversed $108 $-1 # -262 edge $-1 -1 -1 $-1 $433 2.2608659458987287e-15 $434 3.1415926535897905 $168 $435 forward @7 unknown F # -263 rgb_color-st-attrib $-1 -1 $-1 $170 $111 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -264 integer_attrib-name_attrib-gen-attrib $-1 -1 $436 $-1 $171 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -265 face $437 -1 -1 $-1 $438 $439 $57 $-1 $440 reversed single F F # -266 loop $-1 -1 -1 $-1 $-1 $441 $171 F unknown # -267 plane-surface $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 7.75 -0.86602540378443904 0 -0.49999999999999944 -499.99999999999943 0 866.02540378443905 forward_v I I I I # -268 coedge $-1 -1 -1 $-1 $442 $443 $444 $445 reversed $172 $-1 # -269 coedge $-1 -1 -1 $-1 $446 $174 $447 $448 forward $112 $-1 # -270 coedge $-1 -1 -1 $-1 $174 $446 $449 $450 reversed $112 $-1 # -271 coedge $-1 -1 -1 $-1 $451 $451 $174 $272 forward $452 $-1 # -272 edge $-1 -1 -1 $-1 $453 0 $454 3.1415926535897931 $174 $455 forward @7 unknown F # -273 rgb_color-st-attrib $-1 -1 $-1 $176 $115 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -274 integer_attrib-name_attrib-gen-attrib $-1 -1 $456 $-1 $177 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -275 face $457 -1 -1 $-1 $458 $459 $59 $-1 $460 reversed single F F # -276 loop $-1 -1 -1 $-1 $-1 $461 $177 F unknown # -277 plane-surface $-1 -1 -1 $-1 0.7216878364870325 -7.6601126184587462 7.75 -0.86602540378443904 0 -0.49999999999999944 -499.99999999999943 0 866.02540378443905 forward_v I I I I # -278 coedge $-1 -1 -1 $-1 $462 $463 $464 $465 reversed $178 $-1 # -279 coedge $-1 -1 -1 $-1 $466 $180 $467 $468 forward $116 $-1 # -280 coedge $-1 -1 -1 $-1 $180 $466 $469 $470 reversed $116 $-1 # -281 coedge $-1 -1 -1 $-1 $471 $471 $180 $282 forward $472 $-1 # -282 edge $-1 -1 -1 $-1 $473 1.4232381719820589e-16 $474 3.1415926535897931 $180 $475 forward @7 unknown F # -283 rgb_color-st-attrib $-1 -1 $-1 $182 $120 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -284 integer_attrib-name_attrib-gen-attrib $-1 -1 $476 $-1 $183 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -285 face $477 -1 -1 $-1 $478 $479 $37 $-1 $480 forward single F F # -286 loop $-1 -1 -1 $-1 $-1 $481 $183 F unknown # -287 cone-surface $-1 -1 -1 $-1 3.4990104011236705 -8.306405117585669 -0.052330647759374418 -0.017449749160682721 -0.017449749160682725 -0.99969545988188746 0 0.49992384757819536 -0.0087262032186417749 1 I I 0 1 0.49999999999999967 forward I I I I # -288 coedge $-1 -1 -1 $-1 $482 $483 $484 $485 reversed $184 $-1 # -289 coedge $-1 -1 -1 $-1 $486 $186 $487 $488 forward $121 $-1 # -290 coedge $-1 -1 -1 $-1 $186 $486 $489 $490 reversed $121 $-1 # -291 coedge $-1 -1 -1 $-1 $491 $491 $186 $292 forward $492 $-1 # -292 edge $-1 -1 -1 $-1 $493 0 $494 3.1415926535897301 $186 $495 forward @7 unknown F # -293 coedge $-1 -1 -1 $-1 $188 $187 $496 $497 forward $74 $-1 # -294 coedge $-1 -1 -1 $-1 $498 $499 $187 $295 reversed $500 $-1 # -295 edge $-1 -1 -1 $-1 $300 1.9223743611091138e-05 $501 0.0050768463244239264 $294 $502 forward @7 unknown F # -296 coedge $-1 -1 -1 $-1 $499 $498 $188 $297 forward $500 $-1 # -297 edge $-1 -1 -1 $-1 $301 3.7549817058035727e-05 $503 0.0051501575971224416 $296 $504 forward @7 unknown F # -298 coedge $-1 -1 -1 $-1 $189 $189 $498 $505 forward $299 $-1 # -299 loop $-1 -1 -1 $-1 $506 $298 $507 F unknown # -300 vertex $-1 -1 -1 $-1 $295 $508 # -301 vertex $-1 -1 -1 $-1 $190 $509 # -302 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 3 full nurbs 3 open 2 3.1415926535897931 3 6.2831853071795862 3 6.1799831082412012e-16 -12.786235813838019 4.3999999999999995 1 -4.2000000000000002 -12.786235813838021 4.3999999999999977 0.33333333333333337 -4.2000000000000002 -12.767909740391074 8.5999999999999996 0.33333333333333337 3.6082248300317588e-16 -12.767909740391074 8.5999999999999996 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -303 rgb_color-st-attrib $-1 -1 $-1 $192 $126 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -304 integer_attrib-name_attrib-gen-attrib $-1 -1 $510 $-1 $193 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface2 0 # -305 loop $-1 -1 -1 $-1 $-1 $511 $193 F unknown # -306 plane-surface $-1 -1 -1 $-1 4.6610576923076934 0.96153846153846134 69.700000000000017 0 1 0 0 0 1000 forward_v I I I I # -307 coedge $-1 -1 -1 $-1 $512 $317 $511 $513 forward $194 $-1 # -308 coedge $-1 -1 -1 $-1 $514 $196 $-1 $515 reversed $127 $-1 # -309 coedge $-1 -1 -1 $-1 $196 $514 $-1 $516 forward $127 $-1 # -310 coedge $-1 -1 -1 $-1 $318 $512 $196 $311 forward $194 $-1 # -311 edge $-1 -1 -1 $-1 $517 1 $518 0 $196 $519 forward @7 unknown F # -312 coedge $-1 -1 -1 $-1 $198 $197 $-1 $520 forward $78 $521 # -313 edge $-1 -1 -1 $-1 $522 1 $319 0 $197 $523 forward @7 unknown F # -314 pcurve $-1 -1 -1 $-1 0 forward { exppc 4 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 0 } I I I I } 0 0 # -315 edge $-1 -1 -1 $-1 $524 1 $320 0 $198 $525 forward @7 unknown F # -316 pcurve $-1 -1 -1 $-1 0 forward { exppc 5 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 1 0.001 -1 spline forward { ref 0 } I I I I } 0 0 # -317 coedge $-1 -1 -1 $-1 $307 $199 $-1 $526 forward $194 $-1 # -318 coedge $-1 -1 -1 $-1 $199 $310 $-1 $527 forward $194 $-1 # -319 vertex $-1 -1 -1 $-1 $527 $528 # -320 vertex $-1 -1 -1 $-1 $200 $529 # -321 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 6 full nubs 3 open 9 0 3 0.14289460138111959 1 0.27687984692362982 1 0.40540672551010898 1 0.53183337293000854 1 0.65422498686988773 1 0.76981094079089651 1 0.88410967174314881 1 1 3 5.2179487179487198 0.52133413461538458 70 5.217201891971297 0.54678349988430253 70 5.2157548039756083 0.59609548432497272 70 5.2011750321252954 0.66705391140847703 70.000000000000014 5.1783170300215815 0.73262075615986944 69.999999999999986 5.1455910977011747 0.79155463164533446 70.000000000000014 5.1059832004887804 0.84325533715776257 70 5.0594249567503047 0.88555502444175771 70 5.007409036612767 0.91937206552130013 70 4.9685714767704932 0.93276196464488326 70.000000000000014 4.9490184294871824 0.93950320512820507 70.000000000000014 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 7 0.14289460138111959 0.27687984692362982 0.40540672551010898 0.53183337293000854 0.65422498686988773 0.76981094079089651 0.88410967174314881 -1 none F F 1 F 0 } I I # -322 rgb_color-st-attrib $-1 -1 $-1 $203 $132 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -323 integer_attrib-name_attrib-gen-attrib $-1 -1 $530 $-1 $204 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -324 face $531 -1 -1 $-1 $532 $533 $41 $-1 $534 forward single F F # -325 loop $-1 -1 -1 $-1 $-1 $535 $204 F unknown # -326 plane-surface $-1 -1 -1 $-1 -350 12.399560796582341 70 0 -0.7040147244559376 -0.71018537562331585 -1000 0 0 forward_v I I I I # -327 coedge $-1 -1 -1 $-1 $536 $537 $538 $539 forward $205 $540 # -328 coedge $-1 -1 -1 $-1 $541 $207 $542 $543 forward $133 $-1 # -329 coedge $-1 -1 -1 $-1 $207 $541 $544 $545 reversed $133 $-1 # -330 edge $-1 -1 -1 $-1 $546 -3.1415926535897931 $547 0 $207 $548 forward @7 unknown F # -331 coedge $-1 -1 -1 $-1 $209 $208 $549 $550 forward $82 $-1 # -332 coedge $-1 -1 -1 $-1 $551 $552 $208 $333 reversed $553 $-1 # -333 edge $-1 -1 -1 $-1 $338 1.9223743611091138e-05 $554 0.0050768463244239264 $332 $555 forward @7 unknown F # -334 coedge $-1 -1 -1 $-1 $552 $551 $209 $335 forward $553 $-1 # -335 edge $-1 -1 -1 $-1 $339 3.7549817058035727e-05 $556 0.0051501575971224416 $334 $557 forward @7 unknown F # -336 coedge $-1 -1 -1 $-1 $210 $210 $551 $558 forward $337 $-1 # -337 loop $-1 -1 -1 $-1 $559 $336 $560 F unknown # -338 vertex $-1 -1 -1 $-1 $333 $561 # -339 vertex $-1 -1 -1 $-1 $211 $562 # -340 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 7 full nurbs 3 open 2 3.1415926535897931 3 6.2831853071795862 3 -350 -12.786235813838019 4.3999999999999995 1 -354.19999999999993 -12.786235813838021 4.3999999999999977 0.33333333333333337 -354.19999999999993 -12.767909740391074 8.5999999999999996 0.33333333333333337 -350 -12.767909740391074 8.5999999999999996 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -341 rgb_color-st-attrib $-1 -1 $-1 $213 $138 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -342 integer_attrib-name_attrib-gen-attrib $-1 -1 $563 $-1 $214 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -343 face $564 -1 -1 $-1 $565 $566 $43 $-1 $567 forward single F F # -344 loop $-1 -1 -1 $-1 $-1 $568 $214 F unknown # -345 cone-surface $-1 -1 -1 $-1 -6.9955329566815463 -9.4427272707434255 0.26464360810796728 -0.017446427754125811 -0.026172964163168867 -0.99950517662768201 0 0.99965732497555793 -0.026176948307873215 1 I I 0 1 1.0000000000000007 forward I I I I # -346 coedge $-1 -1 -1 $-1 $569 $570 $571 $572 reversed $215 $-1 # -347 coedge $-1 -1 -1 $-1 $573 $217 $574 $575 forward $139 $-1 # -348 coedge $-1 -1 -1 $-1 $217 $573 $576 $577 reversed $139 $-1 # -349 coedge $-1 -1 -1 $-1 $578 $579 $217 $350 forward $580 $-1 # -350 edge $-1 -1 -1 $-1 $581 0 $582 1.5707963267948966 $217 $583 forward @7 unknown F # -351 coedge $-1 -1 -1 $-1 $219 $218 $-1 $584 forward $86 $-1 # -352 coedge $-1 -1 -1 $-1 $585 $586 $218 $353 reversed $587 $-1 # -353 edge $-1 -1 -1 $-1 $359 0 $588 0.0032000000000000002 $352 $589 forward @7 unknown F # -354 coedge $-1 -1 -1 $-1 $590 $591 $219 $355 forward $592 $-1 # -355 edge $-1 -1 -1 $-1 $360 0 $593 0.0032000000000000002 $354 $594 forward @7 unknown F # -356 coedge $-1 -1 -1 $-1 $595 $220 $591 $596 forward $358 $-1 # -357 coedge $-1 -1 -1 $-1 $220 $597 $585 $598 forward $358 $-1 # -358 loop $-1 -1 -1 $-1 $580 $597 $599 F unknown # -359 vertex $-1 -1 -1 $-1 $353 $600 # -360 vertex $-1 -1 -1 $-1 $221 $601 # -361 ellipse-curve $-1 -1 -1 $-1 -7.9999999999999964 1.799999999999998 0 0 0 1 -2.2499999999999969 0 0 1 I I # -362 rgb_color-st-attrib $-1 -1 $-1 $223 $144 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -363 integer_attrib-name_attrib-gen-attrib $-1 -1 $602 $-1 $224 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface2 0 # -364 face $603 -1 -1 $-1 $-1 $604 $45 $-1 $605 reversed single F T -32.439696383882541 -0.77641356033128783 -0.0045895633697223583 1.5747006574882869 # -365 loop $-1 -1 -1 $-1 $-1 $606 $224 F unknown # -366 plane-surface $-1 -1 -1 $-1 -13.765108115007818 10.450000000000001 3.2000000000000002 0.99965732497555737 0 0.026176948307873212 26.176948307873214 0 -999.65732497555746 forward_v I I I I # -367 coedge $-1 -1 -1 $-1 $607 $608 $609 $610 forward $225 $-1 # -368 coedge $-1 -1 -1 $-1 $230 $227 $-1 $611 forward $145 $-1 # -369 coedge $-1 -1 -1 $-1 $227 $230 $-1 $612 reversed $145 $-1 # -370 coedge $-1 -1 -1 $-1 $608 $607 $227 $371 forward $225 $-1 # -371 edge $-1 -1 -1 $-1 $613 -0.015837007341831064 $614 -1.3079508575164441e-05 $370 $615 forward @7 unknown F # -372 coedge $-1 -1 -1 $-1 $229 $228 $-1 $616 forward $90 $-1 # -373 edge $-1 -1 -1 $-1 $376 1 $617 0 $228 $618 forward @7 unknown F # -374 edge $-1 -1 -1 $-1 $619 1 $375 0 $229 $620 forward @7 unknown F # -375 vertex $-1 -1 -1 $-1 $231 $621 # -376 vertex $-1 -1 -1 $-1 $611 $622 # -377 straight-curve $-1 -1 -1 $-1 13.76545037938242 6.665621716894635 3.2130705491377989 -26.167984264979392 -26.167984264979399 -999.31500198837 I I # -378 coedge $-1 -1 -1 $-1 $233 $232 $-1 $623 forward $93 $-1 # -379 edge $-1 -1 -1 $-1 $382 1 $624 0 $232 $625 forward @7 unknown F # -380 edge $-1 -1 -1 $-1 $626 1 $381 0 $233 $627 forward @7 unknown F # -381 vertex $-1 -1 -1 $-1 $234 $628 # -382 vertex $-1 -1 -1 $-1 $234 $629 # -383 straight-curve $-1 -1 -1 $-1 8.6347743546685667 -3.749402754214715 3.5829624551256476 26.167984264979399 26.167984264979395 -999.31500198837 I I # -384 rgb_color-st-attrib $-1 -1 $-1 $236 $152 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -385 integer_attrib-name_attrib-gen-attrib $-1 -1 $630 $-1 $237 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -386 face $631 -1 -1 $-1 $632 $633 $49 $-1 $634 forward single F F # -387 loop $-1 -1 -1 $-1 $-1 $635 $237 F unknown # -388 cone-surface $-1 -1 -1 $-1 -356.99553295668153 -9.4427272707434255 0.26464360810796728 -0.017446427754125811 -0.026172964163168867 -0.99950517662768201 0 0.99965732497555793 -0.026176948307873215 1 I I 0 1 1.0000000000000007 forward I I I I # -389 coedge $-1 -1 -1 $-1 $636 $637 $638 $639 reversed $238 $-1 # -390 coedge $-1 -1 -1 $-1 $640 $240 $641 $642 forward $153 $-1 # -391 coedge $-1 -1 -1 $-1 $240 $640 $643 $644 reversed $153 $-1 # -392 coedge $-1 -1 -1 $-1 $645 $646 $240 $393 forward $647 $-1 # -393 edge $-1 -1 -1 $-1 $648 0 $649 1.5707963267948966 $392 $650 forward @7 unknown F # -394 coedge $-1 -1 -1 $-1 $242 $241 $-1 $651 forward $97 $-1 # -395 coedge $-1 -1 -1 $-1 $652 $653 $241 $396 reversed $654 $-1 # -396 edge $-1 -1 -1 $-1 $402 0 $655 0.0032000000000000002 $241 $656 forward @7 unknown F # -397 coedge $-1 -1 -1 $-1 $657 $658 $242 $398 forward $659 $-1 # -398 edge $-1 -1 -1 $-1 $403 0 $660 0.0032000000000000002 $242 $661 forward @7 unknown F # -399 coedge $-1 -1 -1 $-1 $662 $243 $658 $663 forward $401 $-1 # -400 coedge $-1 -1 -1 $-1 $243 $664 $652 $665 forward $401 $-1 # -401 loop $-1 -1 -1 $-1 $647 $664 $666 F unknown # -402 vertex $-1 -1 -1 $-1 $396 $667 # -403 vertex $-1 -1 -1 $-1 $244 $668 # -404 ellipse-curve $-1 -1 -1 $-1 -358 1.799999999999998 0 0 0 1 -2.2499999999999742 0 0 1 I I # -405 rgb_color-st-attrib $-1 -1 $-1 $246 $158 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -406 integer_attrib-name_attrib-gen-attrib $-1 -1 $669 $-1 $247 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface2 0 # -407 face $670 -1 -1 $-1 $-1 $671 $51 $-1 $672 reversed single F T -32.439696383884041 -0.77641356033130415 -0.0045895633704321689 1.5747006574889784 # -408 loop $-1 -1 -1 $-1 $-1 $673 $247 F unknown # -409 plane-surface $-1 -1 -1 $-1 -363.76510811500776 10.450000000000001 3.2000000000000002 0.99965732497555737 0 0.026176948307873212 26.176948307873214 0 -999.65732497555746 forward_v I I I I # -410 coedge $-1 -1 -1 $-1 $674 $675 $676 $677 forward $248 $-1 # -411 coedge $-1 -1 -1 $-1 $253 $250 $-1 $678 forward $159 $-1 # -412 coedge $-1 -1 -1 $-1 $250 $253 $-1 $679 reversed $159 $-1 # -413 coedge $-1 -1 -1 $-1 $675 $674 $250 $414 forward $248 $-1 # -414 edge $-1 -1 -1 $-1 $680 -0.015837007341831064 $681 -1.3079508575164256e-05 $413 $682 forward @7 unknown F # -415 coedge $-1 -1 -1 $-1 $252 $251 $-1 $683 forward $101 $-1 # -416 edge $-1 -1 -1 $-1 $419 1 $684 0 $251 $685 forward @7 unknown F # -417 edge $-1 -1 -1 $-1 $686 1 $418 0 $252 $687 forward @7 unknown F # -418 vertex $-1 -1 -1 $-1 $254 $688 # -419 vertex $-1 -1 -1 $-1 $678 $689 # -420 straight-curve $-1 -1 -1 $-1 -336.23454962061754 6.665621716894635 3.2130705491377989 -26.167984264979392 -26.167984264979399 -999.31500198837 I I # -421 coedge $-1 -1 -1 $-1 $256 $255 $-1 $690 forward $104 $-1 # -422 edge $-1 -1 -1 $-1 $425 1 $691 0 $255 $692 forward @7 unknown F # -423 edge $-1 -1 -1 $-1 $693 1 $424 0 $256 $694 forward @7 unknown F # -424 vertex $-1 -1 -1 $-1 $257 $695 # -425 vertex $-1 -1 -1 $-1 $257 $696 # -426 straight-curve $-1 -1 -1 $-1 -341.36522564533141 -3.749402754214715 3.5829624551256476 26.167984264979399 26.167984264979395 -999.31500198837 I I # -427 coedge $-1 -1 -1 $-1 $431 $259 $-1 $697 reversed $166 $-1 # -428 coedge $-1 -1 -1 $-1 $259 $431 $-1 $698 forward $166 $-1 # -429 edge $-1 -1 -1 $-1 $433 -3.5032461608120428e-49 $699 0.34999999999999998 $259 $700 forward @7 unknown F # -430 coedge $-1 -1 -1 $-1 $261 $260 $-1 $701 forward $108 $-1 # -431 coedge $-1 -1 -1 $-1 $428 $427 $261 $432 forward $166 $-1 # -432 edge $-1 -1 -1 $-1 $434 3.5032461608120428e-49 $702 0.34999999999999998 $431 $703 forward @7 unknown F # -433 vertex $-1 -1 -1 $-1 $429 $704 # -434 vertex $-1 -1 -1 $-1 $262 $705 # -435 ellipse-curve $-1 -1 -1 $-1 0 -1.9123551086977569e-14 57 1 -9.7144514654701333e-17 9.4370567274974817e-33 0 -7.722988915048742e-16 -7.9499999999999984 1 I I # -436 rgb_color-st-attrib $-1 -1 $-1 $264 $171 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -437 integer_attrib-name_attrib-gen-attrib $-1 -1 $706 $-1 $265 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -438 face $707 -1 -1 $-1 $708 $709 $57 $-1 $710 reversed single F F # -439 loop $-1 -1 -1 $-1 $-1 $711 $265 F unknown # -440 plane-surface $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 5.2499999999999991 0.86602540378443904 0 -0.4999999999999995 -499.99999999999955 0 -866.02540378443916 forward_v I I I I # -441 coedge $-1 -1 -1 $-1 $712 $713 $714 $715 reversed $266 $-1 # -442 coedge $-1 -1 -1 $-1 $716 $268 $717 $718 reversed $172 $-1 # -443 coedge $-1 -1 -1 $-1 $268 $716 $712 $719 forward $172 $-1 # -444 coedge $-1 -1 -1 $-1 $714 $720 $268 $445 forward $721 $-1 # -445 edge $-1 -1 -1 $-1 $722 1 $723 0 $444 $724 forward @7 unknown F # -446 coedge $-1 -1 -1 $-1 $270 $269 $-1 $725 forward $112 $-1 # -447 coedge $-1 -1 -1 $-1 $726 $727 $269 $448 reversed $728 $-1 # -448 edge $-1 -1 -1 $-1 $453 0 $729 0.00073246475325687392 $447 $730 forward @7 unknown F # -449 coedge $-1 -1 -1 $-1 $727 $726 $270 $450 forward $728 $-1 # -450 edge $-1 -1 -1 $-1 $454 0 $731 0.00073246475325687479 $449 $732 forward @7 unknown F # -451 coedge $-1 -1 -1 $-1 $271 $271 $726 $733 forward $452 $-1 # -452 loop $-1 -1 -1 $-1 $-1 $451 $734 F unknown # -453 vertex $-1 -1 -1 $-1 $448 $735 # -454 vertex $-1 -1 -1 $-1 $272 $736 # -455 ellipse-curve $-1 -1 -1 $-1 -350 -11.660112618458747 6.5 -0 -1 -0 0 0 -1.850000000000001 1 I I # -456 rgb_color-st-attrib $-1 -1 $-1 $274 $177 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -457 integer_attrib-name_attrib-gen-attrib $-1 -1 $737 $-1 $275 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -458 face $738 -1 -1 $-1 $739 $740 $59 $-1 $741 reversed single F F # -459 loop $-1 -1 -1 $-1 $-1 $742 $275 F unknown # -460 plane-surface $-1 -1 -1 $-1 0.72168783648703272 -7.6601126184587462 5.2499999999999991 0.86602540378443904 0 -0.4999999999999995 -499.99999999999955 0 -866.02540378443916 forward_v I I I I # -461 coedge $-1 -1 -1 $-1 $743 $744 $745 $746 reversed $276 $-1 # -462 coedge $-1 -1 -1 $-1 $747 $278 $748 $749 reversed $178 $-1 # -463 coedge $-1 -1 -1 $-1 $278 $747 $743 $750 forward $178 $-1 # -464 coedge $-1 -1 -1 $-1 $745 $751 $278 $465 forward $752 $-1 # -465 edge $-1 -1 -1 $-1 $753 1 $754 0 $278 $755 forward @7 unknown F # -466 coedge $-1 -1 -1 $-1 $280 $279 $-1 $756 forward $116 $-1 # -467 coedge $-1 -1 -1 $-1 $757 $758 $279 $468 reversed $759 $-1 # -468 edge $-1 -1 -1 $-1 $473 3.685593875729626e-36 $760 0.00073246475325687728 $279 $761 forward @7 unknown F # -469 coedge $-1 -1 -1 $-1 $758 $757 $280 $470 forward $759 $-1 # -470 edge $-1 -1 -1 $-1 $474 0 $762 0.00073246475325687728 $469 $763 forward @7 unknown F # -471 coedge $-1 -1 -1 $-1 $281 $281 $757 $764 forward $472 $-1 # -472 loop $-1 -1 -1 $-1 $-1 $471 $765 F unknown # -473 vertex $-1 -1 -1 $-1 $468 $766 # -474 vertex $-1 -1 -1 $-1 $282 $767 # -475 ellipse-curve $-1 -1 -1 $-1 3.6082248300317588e-16 -11.660112618458747 6.5 -0 -1 -0 0 0 -1.850000000000001 1 I I # -476 rgb_color-st-attrib $-1 -1 $-1 $284 $183 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -477 integer_attrib-name_attrib-gen-attrib $-1 -1 $768 $-1 $285 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -478 face $769 -1 -1 $-1 $770 $771 $37 $-1 $772 forward single F F # -479 loop $-1 -1 -1 $-1 $-1 $773 $285 F unknown # -480 plane-surface $-1 -1 -1 $-1 16.707331730769226 -1.25 69.700000000000017 0.8242746587228893 -0.56619015090980207 0 566.19015090980201 824.27465872288928 0 forward_v I I I I # -481 coedge $-1 -1 -1 $-1 $774 $775 $776 $777 reversed $286 $-1 # -482 coedge $-1 -1 -1 $-1 $778 $288 $775 $779 forward $184 $-1 # -483 coedge $-1 -1 -1 $-1 $288 $778 $780 $781 forward $184 $-1 # -484 coedge $-1 -1 -1 $-1 $782 $776 $288 $485 forward $783 $-1 # -485 edge $-1 -1 -1 $-1 $784 0.0083053393662875369 $785 0.010305491671131145 $288 $786 forward @7 unknown F # -486 coedge $-1 -1 -1 $-1 $290 $289 $-1 $787 forward $121 $-1 # -487 coedge $-1 -1 -1 $-1 $788 $789 $289 $488 reversed $790 $-1 # -488 edge $-1 -1 -1 $-1 $493 0.02397861958097857 $791 0.049000000000000002 $487 $792 forward @7 unknown F # -489 coedge $-1 -1 -1 $-1 $789 $788 $290 $490 forward $790 $-1 # -490 edge $-1 -1 -1 $-1 $494 0.023907933297683204 $793 0.049000000000000002 $489 $794 forward @7 unknown F # -491 coedge $-1 -1 -1 $-1 $291 $291 $788 $795 forward $492 $-1 # -492 loop $-1 -1 -1 $-1 $796 $491 $797 F unknown # -493 vertex $-1 -1 -1 $-1 $488 $798 # -494 vertex $-1 -1 -1 $-1 $292 $799 # -495 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 8 full nurbs 3 open 2 0 3 3.1415926535897301 3 -20.02138041902143 -5.9885228478305568e-15 65.100000000000009 1 -20.02138041902143 -16.199999999999498 65.099999999998971 0.33333333333335441 -20.092066702316792 -16.19999999999898 48.899999999999991 0.33333333333335441 -20.092066702316796 -6.9804867551399129e-15 48.899999999999999 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -496 coedge $-1 -1 -1 $-1 $800 $800 $293 $497 reversed $801 $-1 # -497 edge $-1 -1 -1 $-1 $501 3.1415926535897869 $503 6.28318530717958 $293 $802 forward @7 unknown F # -498 coedge $-1 -1 -1 $-1 $296 $294 $298 $505 reversed $500 $-1 # -499 coedge $-1 -1 -1 $-1 $294 $296 $800 $803 forward $500 $-1 # -500 loop $-1 -1 -1 $-1 $-1 $294 $804 F unknown # -501 vertex $-1 -1 -1 $-1 $295 $805 # -502 straight-curve $-1 -1 -1 $-1 6.1799831082412012e-16 -12.80545955744911 4.3999999999999995 0 1000 0 I I # -503 vertex $-1 -1 -1 $-1 $497 $806 # -504 straight-curve $-1 -1 -1 $-1 3.6082248300317588e-16 -12.80545955744911 8.5999999999999996 0 1000 0 I I # -505 edge $-1 -1 -1 $-1 $301 0 $300 3.1415926535897931 $298 $807 forward @7 unknown F # -506 loop $-1 -1 -1 $-1 $-1 $808 $507 F unknown # -507 face $809 -1 -1 $-1 $804 $299 $37 $-1 $810 forward single F F # -508 point $-1 -1 -1 $-1 6.1799831082412012e-16 -12.786235813838019 4.3999999999999995 # -509 point $-1 -1 -1 $-1 3.6082248300317588e-16 -12.767909740391074 8.5999999999999996 # -510 rgb_color-st-attrib $-1 -1 $-1 $304 $193 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -511 coedge $-1 -1 -1 $-1 $811 $812 $307 $513 reversed $305 $-1 # -512 coedge $-1 -1 -1 $-1 $310 $307 $-1 $813 forward $194 $-1 # -513 edge $-1 -1 -1 $-1 $814 1 $815 0 $307 $816 forward @7 unknown F # -514 coedge $-1 -1 -1 $-1 $309 $308 $-1 $817 forward $127 $-1 # -515 edge $-1 -1 -1 $-1 $818 1 $517 0 $308 $819 forward @7 unknown F # -516 edge $-1 -1 -1 $-1 $820 1 $518 0 $309 $821 forward @7 unknown F # -517 vertex $-1 -1 -1 $-1 $813 $822 # -518 vertex $-1 -1 -1 $-1 $311 $823 # -519 straight-curve $-1 -1 -1 $-1 4.0641025641025657 0.064102564102564041 70 1000 0 0 I I # -520 edge $-1 -1 -1 $-1 $522 1 $524 0 $312 $824 forward @7 unknown F # -521 pcurve $-1 -1 -1 $-1 0 forward { exppc 9 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 0 } I I I I } 0 0 # -522 vertex $-1 -1 -1 $-1 $313 $825 # -523 straight-curve $-1 -1 -1 $-1 5.2179487179487198 0.52133413461538458 69.700000000000017 0 0 1000 I I # -524 vertex $-1 -1 -1 $-1 $520 $826 # -525 straight-curve $-1 -1 -1 $-1 4.9490184294871824 0.93950320512820507 69.700000000000031 0 0 1000 I I # -526 edge $-1 -1 -1 $-1 $320 1 $814 0 $317 $827 forward @7 unknown F # -527 edge $-1 -1 -1 $-1 $518 1 $319 0 $318 $828 forward @7 unknown F # -528 point $-1 -1 -1 $-1 5.2179487179487198 0.52133413461538458 70 # -529 point $-1 -1 -1 $-1 4.9490184294871824 0.93950320512820507 70.000000000000014 # -530 rgb_color-st-attrib $-1 -1 $-1 $323 $204 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -531 integer_attrib-name_attrib-gen-attrib $-1 -1 $829 $-1 $324 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -532 face $830 -1 -1 $-1 $831 $832 $41 $-1 $833 forward single F F # -533 loop $-1 -1 -1 $-1 $-1 $834 $324 F unknown # -534 spline-surface $-1 -1 -1 $-1 forward { exactsur 10 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160964 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.0685739513430752 3 -330.10043920341764 10.500455369487009 70 -329.99956366907151 10.500455369487009 69.900000951927936 -330.1004308294352 10.624753083776408 69.999999999999986 -329.99955497599001 10.631355328939222 69.900029761232105 -330.11268118929155 10.749045565071652 70 -330.01245615636077 10.762249789836245 69.900055728227031 -330.14905409740737 10.931908795097927 70 -330.05076124676685 10.954826090262081 69.900089678971526 -330.16417308037268 10.992266869280533 69.999999999999986 -330.06668335648033 11.018390182403289 69.900100163628849 -330.20025418857421 11.111211184275479 70.000000000000014 -330.10468108297738 11.143652425841969 69.900119368089122 -330.22121634942619 11.169796869276309 69.999999999999986 -330.12675673726795 11.205349991805267 69.900128087754936 -330.26878222953349 11.284631702477281 70.000000000000014 -330.17684926107421 11.326284484249385 69.900143678075281 -330.29538582534661 11.340880552660048 69.999999999999986 -330.20486600059064 11.385521096883094 69.900150548689254 -330.35397840302727 11.450500008634668 70.000000000000014 -330.26657091500311 11.500963201270146 69.900162374729987 -330.38596723283644 11.503870329943995 69.999999999999986 -330.30025892976363 11.557168393430132 69.900167330125953 -330.45502224320478 11.607218738977025 70.000000000000014 -330.37298199711853 11.66600636611588 69.900175277998585 -330.49208824455366 11.657196558492714 69.999999999999986 -330.41201686098321 11.71863886418722 69.900178270454546 -330.57094066621846 11.753278643016298 70.000000000000014 -330.49505773535083 11.81982456138544 69.900182263618561 -330.61272688189786 11.799382658673617 69.999999999999986 -330.53906353034745 11.868377497916944 69.900183264316226 -330.70061734132639 11.887273118102144 70.000000000000014 -330.63162250208308 11.960936469652523 69.900183264316254 -330.7467213569837 11.929059333781547 69.999999999999986 -330.68017543861453 12.004942264649149 69.900182263618561 -330.84280344150727 12.007911755446299 70.000000000000014 -330.78136113581274 12.087983139016758 69.900178270454546 -330.89278126102295 12.044977756795202 69.999999999999986 -330.83399363388412 12.127018002881492 69.900175277998585 -330.99612967005601 12.114032767163582 70.000000000000014 -330.94283160656983 12.199741070236367 69.900167330125953 -331.04949999136534 12.146021596972689 69.999999999999986 -330.99903679872983 12.233429084996855 69.900162374730002 -331.15911944733995 12.20461417465337 70.000000000000014 -331.11447890311689 12.295133999409334 69.90015054868924 -331.21536829752267 12.231217770466484 69.999999999999986 -331.17371551575059 12.323150738925785 69.900143678075281 -331.3302031307237 12.27878365057377 70.000000000000014 -331.29465000819471 12.373243262732055 69.900128087754936 -331.38878881572447 12.299745811425783 69.999999999999986 -331.35634757415801 12.395318917022616 69.900119368089122 -331.50773313071949 12.335826919627332 70.000000000000014 -331.48160981759673 12.433316643519689 69.900100163628849 -331.56809120490203 12.35094590259262 69.999999999999986 -331.54517390973791 12.449238753233155 69.900089678971511 -331.75095443492836 12.387318810708441 70.000000000000028 -331.73775021016377 12.487543843639202 69.900055728227045 -331.87524691622355 12.399569170564812 69.999999999999986 -331.86864467106074 12.50044502400999 69.900029761232105 -331.99954463051296 12.399560796582341 70 -331.99954463051296 12.500436330928478 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I # -535 coedge $-1 -1 -1 $-1 $835 $836 $834 $837 reversed $325 $-1 # -536 tcoedge-coedge $-1 -1 -1 $-1 $838 $327 $839 $840 reversed $205 $841 -1 -0 F # -537 tcoedge-coedge $-1 -1 -1 $-1 $327 $838 $842 $843 reversed $205 $844 -1 -0 F # -538 coedge $-1 -1 -1 $-1 $836 $835 $327 $539 reversed $325 $-1 # -539 edge $-1 -1 -1 $-1 $845 0 $846 1 $538 $847 forward @7 unknown F # -540 pcurve $-1 -1 -1 $-1 0 forward { exppc 11 nubs 1 open 2 0 1 1 1 0 5.4977966630160964 1 5.4977966630160964 0.001 -1 spline forward { ref 2 } I I I I } 0 0 # -541 coedge $-1 -1 -1 $-1 $329 $328 $848 $849 reversed $133 $-1 # -542 coedge $-1 -1 -1 $-1 $850 $851 $328 $543 reversed $852 $-1 # -543 edge $-1 -1 -1 $-1 $546 0 $853 0.025021380419021511 $328 $854 forward @7 unknown F # -544 coedge $-1 -1 -1 $-1 $851 $850 $329 $545 forward $852 $-1 # -545 edge $-1 -1 -1 $-1 $547 0 $855 0.025092066702316798 $544 $856 forward @7 unknown F # -546 vertex $-1 -1 -1 $-1 $543 $857 # -547 vertex $-1 -1 -1 $-1 $330 $858 # -548 ellipse-curve $-1 -1 -1 $-1 -355 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I # -549 coedge $-1 -1 -1 $-1 $859 $859 $331 $550 reversed $860 $-1 # -550 edge $-1 -1 -1 $-1 $554 3.1415926535897869 $556 6.28318530717958 $331 $861 forward @7 unknown F # -551 coedge $-1 -1 -1 $-1 $334 $332 $336 $558 reversed $553 $-1 # -552 coedge $-1 -1 -1 $-1 $332 $334 $859 $862 forward $553 $-1 # -553 loop $-1 -1 -1 $-1 $-1 $332 $863 F unknown # -554 vertex $-1 -1 -1 $-1 $333 $864 # -555 straight-curve $-1 -1 -1 $-1 -350 -12.80545955744911 4.3999999999999995 0 1000 0 I I # -556 vertex $-1 -1 -1 $-1 $550 $865 # -557 straight-curve $-1 -1 -1 $-1 -350 -12.80545955744911 8.5999999999999996 0 1000 0 I I # -558 edge $-1 -1 -1 $-1 $339 0 $338 3.1415926535897931 $551 $866 forward @7 unknown F # -559 loop $-1 -1 -1 $-1 $-1 $867 $560 F unknown # -560 face $868 -1 -1 $-1 $869 $337 $41 $-1 $870 forward single F F # -561 point $-1 -1 -1 $-1 -350 -12.786235813838019 4.3999999999999995 # -562 point $-1 -1 -1 $-1 -350 -12.767909740391074 8.5999999999999996 # -563 rgb_color-st-attrib $-1 -1 $-1 $342 $214 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -564 integer_attrib-name_attrib-gen-attrib $-1 -1 $871 $-1 $343 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -565 face $872 -1 -1 $-1 $873 $874 $43 $-1 $875 forward single F T -19.544115197854396 -0.010731860109900154 -1.5747006574895526 0.0045895633709930736 # -566 loop $-1 -1 -1 $-1 $-1 $876 $343 F unknown # -567 plane-surface $-1 -1 -1 $-1 -17.049999999999994 -10.449999999999998 0 0 -0.99965732497555737 0.026176948307873212 0 -26.176948307873214 -999.65732497555746 forward_v I I I I # -568 coedge $-1 -1 -1 $-1 $877 $878 $-1 $879 reversed $344 $-1 # -569 coedge $-1 -1 -1 $-1 $880 $346 $881 $882 forward $215 $-1 # -570 coedge $-1 -1 -1 $-1 $346 $883 $878 $884 forward $215 $-1 # -571 coedge $-1 -1 -1 $-1 $885 $886 $346 $572 forward $887 $-1 # -572 edge $-1 -1 -1 $-1 $888 1 $889 0 $571 $890 forward @7 unknown F # -573 coedge $-1 -1 -1 $-1 $348 $347 $-1 $891 forward $139 $-1 # -574 coedge $-1 -1 -1 $-1 $892 $893 $347 $575 reversed $894 $-1 # -575 edge $-1 -1 -1 $-1 $581 0 $895 0.0032000000000000002 $574 $896 forward @7 unknown F # -576 coedge $-1 -1 -1 $-1 $897 $898 $348 $577 forward $899 $-1 # -577 edge $-1 -1 -1 $-1 $582 0 $900 0.0032000000000000002 $348 $901 forward @7 unknown F # -578 coedge $-1 -1 -1 $-1 $902 $349 $898 $903 forward $580 $-1 # -579 coedge $-1 -1 -1 $-1 $349 $904 $892 $905 forward $580 $-1 # -580 loop $-1 -1 -1 $-1 $887 $578 $599 F unknown # -581 vertex $-1 -1 -1 $-1 $575 $906 # -582 vertex $-1 -1 -1 $-1 $350 $907 # -583 ellipse-curve $-1 -1 -1 $-1 9.9999999999999982 1.8000000000000005 0 0 0 1 2.2499999999999969 0 0 1 I I # -584 edge $-1 -1 -1 $-1 $588 -3.1415926535897931 $593 -1.5707963267948948 $351 $908 forward @7 unknown F # -585 coedge $-1 -1 -1 $-1 $909 $352 $357 $598 reversed $587 $-1 # -586 coedge $-1 -1 -1 $-1 $352 $909 $-1 $910 forward $587 $-1 # -587 loop $-1 -1 -1 $-1 $-1 $352 $911 F unknown # -588 vertex $-1 -1 -1 $-1 $353 $912 # -589 straight-curve $-1 -1 -1 $-1 -5.75 1.799999999999998 0 0 0 1000 I I # -590 coedge $-1 -1 -1 $-1 $913 $354 $-1 $914 forward $592 $-1 # -591 coedge $-1 -1 -1 $-1 $354 $913 $356 $596 reversed $592 $-1 # -592 loop $-1 -1 -1 $-1 $-1 $590 $915 F unknown # -593 vertex $-1 -1 -1 $-1 $584 $916 # -594 straight-curve $-1 -1 -1 $-1 -8 4.0499999999999972 0 0 0 1000 I I # -595 coedge $-1 -1 -1 $-1 $597 $356 $917 $918 forward $358 $-1 # -596 edge $-1 -1 -1 $-1 $360 1 $919 0 $356 $920 forward @7 unknown F # -597 coedge $-1 -1 -1 $-1 $357 $595 $921 $922 forward $358 $-1 # -598 edge $-1 -1 -1 $-1 $923 1.5707963267948979 $359 3.1415926535897931 $357 $924 forward @7 unknown F # -599 face $925 -1 -1 $-1 $926 $358 $43 $-1 $927 reversed single F F # -600 point $-1 -1 -1 $-1 -5.75 1.799999999999998 0 # -601 point $-1 -1 -1 $-1 -8 4.0499999999999972 0 # -602 rgb_color-st-attrib $-1 -1 $-1 $363 $224 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -603 integer_attrib-name_attrib-gen-attrib $-1 -1 $928 $-1 $364 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface2 0 # -604 loop $-1 -1 -1 $-1 $-1 $929 $364 F unknown # -605 cone-surface $-1 -1 -1 $-1 -13.267871090632044 6.6678710906320511 3.312059140706864 0.026167984264979398 -0.026167984264979398 -0.99931500198836998 -0.49982866248777896 0 -0.013088474153936675 1 I I 0 1 0.50000000000000033 forward I I I I # -606 coedge $-1 -1 -1 $-1 $930 $931 $-1 $932 forward $365 $-1 # -607 coedge $-1 -1 -1 $-1 $370 $367 $-1 $933 forward $225 $-1 # -608 coedge $-1 -1 -1 $-1 $367 $370 $-1 $934 forward $225 $-1 # -609 coedge $-1 -1 -1 $-1 $935 $936 $367 $610 reversed $604 $-1 # -610 edge $-1 -1 -1 $-1 $937 -0.016298093612580174 $938 -0.0004741657793242846 $609 $939 forward @7 unknown F # -611 edge $-1 -1 -1 $-1 $613 4.4452289071905605e-18 $376 1.5701110941185608 $368 $940 forward @7 unknown F # -612 edge $-1 -1 -1 $-1 $614 2.356537106530511 $375 3.9266482006490735 $369 $941 forward @7 unknown F # -613 vertex $-1 -1 -1 $-1 $933 $942 # -614 vertex $-1 -1 -1 $-1 $371 $943 # -615 straight-curve $-1 -1 -1 $-1 13.692452238472384 7.5922809009601613 19.513070549137797 26.167984264979395 26.167984264979395 999.31500198837 I I # -616 edge $-1 -1 -1 $-1 $617 1 $619 0 $372 $944 forward @7 unknown F # -617 vertex $-1 -1 -1 $-1 $373 $945 # -618 straight-curve $-1 -1 -1 $-1 13.777858342034772 -6.6652794525200383 3.6869115258460634 1.6600224650495763e-13 -1000 -7.7010780968790789e-31 I I # -619 vertex $-1 -1 -1 $-1 $616 $946 # -620 straight-curve $-1 -1 -1 $-1 14.191938636585579 10.450000000000001 19.5 -1.6600224650495763e-13 1000 0 I I # -621 point $-1 -1 -1 $-1 14.191938636585579 7.0921099740977942 19.5 # -622 point $-1 -1 -1 $-1 13.777858342034769 6.6780296795469845 3.6869115258460634 # -623 edge $-1 -1 -1 $-1 $624 1 $626 0 $378 $947 forward @7 unknown F # -624 vertex $-1 -1 -1 $-1 $379 $948 # -625 straight-curve $-1 -1 -1 $-1 -6 -3.75212475642779 3.6869115258460634 -1000 0 0 I I # -626 vertex $-1 -1 -1 $-1 $623 $949 # -627 straight-curve $-1 -1 -1 $-1 0 -4.1662050509785997 19.5 1000 0 0 I I # -628 point $-1 -1 -1 $-1 8.2179720579046833 -4.1662050509785997 19.5 # -629 point $-1 -1 -1 $-1 8.6320523524554922 -3.7521247564277895 3.6869115258460634 # -630 rgb_color-st-attrib $-1 -1 $-1 $385 $237 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -631 integer_attrib-name_attrib-gen-attrib $-1 -1 $950 $-1 $386 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -632 face $951 -1 -1 $-1 $952 $953 $49 $-1 $954 forward single F T -19.544115197854637 -0.010731860109698812 -1.5747006574894351 0.004589563370891921 # -633 loop $-1 -1 -1 $-1 $-1 $955 $386 F unknown # -634 plane-surface $-1 -1 -1 $-1 -367.05000000000001 -10.449999999999998 0 0 -0.99965732497555737 0.026176948307873212 0 -26.176948307873214 -999.65732497555746 forward_v I I I I # -635 coedge $-1 -1 -1 $-1 $956 $957 $-1 $958 reversed $387 $-1 # -636 coedge $-1 -1 -1 $-1 $959 $389 $960 $961 forward $238 $-1 # -637 coedge $-1 -1 -1 $-1 $389 $962 $957 $963 forward $238 $-1 # -638 coedge $-1 -1 -1 $-1 $964 $965 $389 $639 forward $966 $-1 # -639 edge $-1 -1 -1 $-1 $967 1 $968 0 $638 $969 forward @7 unknown F # -640 coedge $-1 -1 -1 $-1 $391 $390 $-1 $970 forward $153 $-1 # -641 coedge $-1 -1 -1 $-1 $971 $972 $390 $642 reversed $973 $-1 # -642 edge $-1 -1 -1 $-1 $648 0 $974 0.0032000000000000002 $641 $975 forward @7 unknown F # -643 coedge $-1 -1 -1 $-1 $976 $977 $391 $644 forward $978 $-1 # -644 edge $-1 -1 -1 $-1 $649 0 $979 0.0032000000000000002 $391 $980 forward @7 unknown F # -645 coedge $-1 -1 -1 $-1 $981 $392 $977 $982 forward $647 $-1 # -646 coedge $-1 -1 -1 $-1 $392 $983 $971 $984 forward $647 $-1 # -647 loop $-1 -1 -1 $-1 $966 $645 $666 F unknown # -648 vertex $-1 -1 -1 $-1 $642 $985 # -649 vertex $-1 -1 -1 $-1 $393 $986 # -650 ellipse-curve $-1 -1 -1 $-1 -339.99999999999994 1.8000000000000005 0 0 0 1 2.2499999999999742 0 0 1 I I # -651 edge $-1 -1 -1 $-1 $655 -3.1415926535897931 $660 -1.5707963267948966 $394 $987 forward @7 unknown F # -652 coedge $-1 -1 -1 $-1 $988 $395 $400 $665 reversed $654 $-1 # -653 coedge $-1 -1 -1 $-1 $395 $988 $-1 $989 forward $654 $-1 # -654 loop $-1 -1 -1 $-1 $-1 $395 $990 F unknown # -655 vertex $-1 -1 -1 $-1 $396 $991 # -656 straight-curve $-1 -1 -1 $-1 -355.75 1.799999999999998 0 0 0 1000 I I # -657 coedge $-1 -1 -1 $-1 $992 $397 $-1 $993 forward $659 $-1 # -658 coedge $-1 -1 -1 $-1 $397 $992 $399 $663 reversed $659 $-1 # -659 loop $-1 -1 -1 $-1 $-1 $657 $994 F unknown # -660 vertex $-1 -1 -1 $-1 $651 $995 # -661 straight-curve $-1 -1 -1 $-1 -358 4.0499999999999972 0 0 0 1000 I I # -662 coedge $-1 -1 -1 $-1 $664 $399 $996 $997 forward $401 $-1 # -663 edge $-1 -1 -1 $-1 $403 1 $998 0 $658 $999 forward @7 unknown F # -664 coedge $-1 -1 -1 $-1 $400 $662 $1000 $1001 forward $401 $-1 # -665 edge $-1 -1 -1 $-1 $1002 1.5707963267948966 $402 3.1415926535897931 $400 $1003 forward @7 unknown F # -666 face $1004 -1 -1 $-1 $1005 $401 $49 $-1 $1006 reversed single F F # -667 point $-1 -1 -1 $-1 -355.75 1.799999999999998 0 # -668 point $-1 -1 -1 $-1 -358 4.0499999999999972 0 # -669 rgb_color-st-attrib $-1 -1 $-1 $406 $247 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -670 integer_attrib-name_attrib-gen-attrib $-1 -1 $1007 $-1 $407 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface2 0 # -671 loop $-1 -1 -1 $-1 $-1 $1008 $407 F unknown # -672 cone-surface $-1 -1 -1 $-1 -363.26787109063201 6.6678710906320511 3.312059140706864 0.026167984264979398 -0.026167984264979398 -0.99931500198836998 -0.49982866248776681 0 -0.013088474153936675 1 I I 0 1 0.49999999999998818 forward I I I I # -673 coedge $-1 -1 -1 $-1 $1009 $1010 $-1 $1011 forward $408 $-1 # -674 coedge $-1 -1 -1 $-1 $413 $410 $-1 $1012 forward $248 $-1 # -675 coedge $-1 -1 -1 $-1 $410 $413 $-1 $1013 forward $248 $-1 # -676 coedge $-1 -1 -1 $-1 $1014 $1015 $410 $677 reversed $671 $-1 # -677 edge $-1 -1 -1 $-1 $1016 -0.016298093612580174 $1017 -0.00047416577932428569 $676 $1018 forward @7 unknown F # -678 edge $-1 -1 -1 $-1 $680 4.4452289071905605e-18 $419 1.5701110941185608 $411 $1019 forward @7 unknown F # -679 edge $-1 -1 -1 $-1 $681 2.3565371065305079 $418 3.9266482006490735 $412 $1020 forward @7 unknown F # -680 vertex $-1 -1 -1 $-1 $1012 $1021 # -681 vertex $-1 -1 -1 $-1 $414 $1022 # -682 straight-curve $-1 -1 -1 $-1 -336.30754776152759 7.5922809009601613 19.513070549137797 26.167984264979395 26.167984264979395 999.31500198837 I I # -683 edge $-1 -1 -1 $-1 $684 1 $686 0 $415 $1023 forward @7 unknown F # -684 vertex $-1 -1 -1 $-1 $416 $1024 # -685 straight-curve $-1 -1 -1 $-1 -336.22214165796521 -6.6652794525200383 3.6869115258460634 1.6600224650495763e-13 -1000 -7.7010780968790789e-31 I I # -686 vertex $-1 -1 -1 $-1 $683 $1025 # -687 straight-curve $-1 -1 -1 $-1 -335.80806136341442 10.450000000000001 19.5 -1.6600224650495763e-13 1000 0 I I # -688 point $-1 -1 -1 $-1 -335.80806136341442 7.0921099740977942 19.5 # -689 point $-1 -1 -1 $-1 -336.22214165796521 6.6780296795469845 3.6869115258460634 # -690 edge $-1 -1 -1 $-1 $691 1 $693 0 $421 $1026 forward @7 unknown F # -691 vertex $-1 -1 -1 $-1 $422 $1027 # -692 straight-curve $-1 -1 -1 $-1 -356 -3.75212475642779 3.6869115258460634 -1000 0 0 I I # -693 vertex $-1 -1 -1 $-1 $690 $1028 # -694 straight-curve $-1 -1 -1 $-1 -350 -4.1662050509785997 19.5 1000 0 0 I I # -695 point $-1 -1 -1 $-1 -341.78202794209528 -4.1662050509785997 19.5 # -696 point $-1 -1 -1 $-1 -341.36794764754444 -3.7521247564277895 3.6869115258460634 # -697 edge $-1 -1 -1 $-1 $434 -3.1415926535897958 $433 2.2608659458987287e-15 $427 $1029 forward @7 unknown F # -698 edge $-1 -1 -1 $-1 $702 -3.1415926535897905 $699 -2.0159365860692576e-15 $428 $1030 forward @7 unknown F # -699 vertex $-1 -1 -1 $-1 $429 $1031 # -700 straight-curve $-1 -1 -1 $-1 9.4579336546649491e-32 -1.8922255773160299e-14 49.050000000000004 -1000 9.7144514654701336e-14 -9.4370567274974823e-30 I I # -701 edge $-1 -1 -1 $-1 $699 -2.0159365860692576e-15 $702 3.1415926535897958 $430 $1032 forward @7 unknown F # -702 vertex $-1 -1 -1 $-1 $701 $1033 # -703 straight-curve $-1 -1 -1 $-1 0 -1.8351252195472696e-14 64.950000000000003 -1000 9.7144514654701336e-14 -9.4370567274974823e-30 I I # -704 point $-1 -1 -1 $-1 1.7460642638587095e-30 -1.9219657085875622e-15 49.050000000000004 # -705 point $-1 -1 -1 $-1 1.6514849273120579e-30 -1.3509621308999749e-15 64.950000000000003 # -706 rgb_color-st-attrib $-1 -1 $-1 $437 $265 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -707 integer_attrib-name_attrib-gen-attrib $-1 -1 $1034 $-1 $438 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -708 face $1035 -1 -1 $-1 $1036 $1037 $57 $-1 $1038 forward single F F # -709 loop $-1 -1 -1 $-1 $-1 $1039 $438 F unknown # -710 plane-surface $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 5.2499999999999991 0 0 -1 -1000 0 0 forward_v I I I I # -711 coedge $-1 -1 -1 $-1 $1040 $1041 $1042 $1043 forward $439 $-1 # -712 coedge $-1 -1 -1 $-1 $1044 $441 $443 $719 reversed $266 $-1 # -713 coedge $-1 -1 -1 $-1 $441 $1044 $1040 $1045 forward $266 $-1 # -714 coedge $-1 -1 -1 $-1 $1042 $444 $441 $715 forward $721 $-1 # -715 edge $-1 -1 -1 $-1 $723 1 $1046 0 $714 $1047 forward @7 unknown F # -716 coedge $-1 -1 -1 $-1 $443 $442 $-1 $1048 forward $172 $-1 # -717 coedge $-1 -1 -1 $-1 $1049 $1050 $442 $718 forward $1051 $-1 # -718 edge $-1 -1 -1 $-1 $1052 1 $722 0 $442 $1053 forward @7 unknown F # -719 edge $-1 -1 -1 $-1 $1054 1 $723 0 $443 $1055 forward @7 unknown F # -720 coedge $-1 -1 -1 $-1 $444 $1056 $1049 $1057 reversed $721 $-1 # -721 loop $-1 -1 -1 $-1 $452 $720 $734 F unknown # -722 vertex $-1 -1 -1 $-1 $1057 $1058 # -723 vertex $-1 -1 -1 $-1 $445 $1059 # -724 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -11.660112618458747 7.75 1000 0 0 I I # -725 edge $-1 -1 -1 $-1 $729 0 $731 3.1415926535897931 $446 $1060 forward @7 unknown F # -726 coedge $-1 -1 -1 $-1 $449 $447 $451 $733 reversed $728 $-1 # -727 coedge $-1 -1 -1 $-1 $447 $449 $-1 $1061 forward $728 $-1 # -728 loop $-1 -1 -1 $-1 $-1 $447 $1062 F unknown # -729 vertex $-1 -1 -1 $-1 $448 $1063 # -730 straight-curve $-1 -1 -1 $-1 -350 -11.660112618458747 4.6499999999999986 1.0031719290535236e-13 573.57643635104739 -819.15204428899096 I I # -731 vertex $-1 -1 -1 $-1 $725 $1064 # -732 straight-curve $-1 -1 -1 $-1 -350 -11.660112618458747 8.3499999999999996 0 573.57643635104739 819.15204428899096 I I # -733 edge $-1 -1 -1 $-1 $454 -3.1415926535897931 $453 0 $451 $1065 forward @7 unknown F # -734 face $1066 -1 -1 $-1 $1062 $721 $57 $-1 $1067 forward single F F # -735 point $-1 -1 -1 $-1 -350 -11.660112618458747 4.6499999999999986 # -736 point $-1 -1 -1 $-1 -350 -11.660112618458747 8.3499999999999996 # -737 rgb_color-st-attrib $-1 -1 $-1 $457 $275 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -738 integer_attrib-name_attrib-gen-attrib $-1 -1 $1068 $-1 $458 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -739 face $1069 -1 -1 $-1 $1070 $1071 $59 $-1 $1072 forward single F F # -740 loop $-1 -1 -1 $-1 $-1 $1073 $458 F unknown # -741 plane-surface $-1 -1 -1 $-1 -0.7216878364870335 -7.6601126184587462 5.2499999999999991 0 0 -1 -1000 0 0 forward_v I I I I # -742 coedge $-1 -1 -1 $-1 $1074 $1075 $1076 $1077 forward $459 $-1 # -743 coedge $-1 -1 -1 $-1 $1078 $461 $463 $750 reversed $276 $-1 # -744 coedge $-1 -1 -1 $-1 $461 $1078 $1074 $1079 forward $276 $-1 # -745 coedge $-1 -1 -1 $-1 $1076 $464 $461 $746 forward $752 $-1 # -746 edge $-1 -1 -1 $-1 $754 1 $1080 0 $461 $1081 forward @7 unknown F # -747 coedge $-1 -1 -1 $-1 $463 $462 $-1 $1082 forward $178 $-1 # -748 coedge $-1 -1 -1 $-1 $1083 $1084 $462 $749 forward $1085 $-1 # -749 edge $-1 -1 -1 $-1 $1086 1 $753 0 $748 $1087 forward @7 unknown F # -750 edge $-1 -1 -1 $-1 $1088 1 $754 0 $743 $1089 forward @7 unknown F # -751 coedge $-1 -1 -1 $-1 $464 $1090 $1083 $1091 reversed $752 $-1 # -752 loop $-1 -1 -1 $-1 $472 $751 $765 F unknown # -753 vertex $-1 -1 -1 $-1 $1091 $1092 # -754 vertex $-1 -1 -1 $-1 $465 $1093 # -755 straight-curve $-1 -1 -1 $-1 -0.72168783648703183 -11.660112618458747 7.75 1000 0 0 I I # -756 edge $-1 -1 -1 $-1 $760 1.2246467991473535e-16 $762 3.1415926535897931 $466 $1094 forward @7 unknown F # -757 coedge $-1 -1 -1 $-1 $469 $467 $471 $764 reversed $759 $-1 # -758 coedge $-1 -1 -1 $-1 $467 $469 $-1 $1095 forward $759 $-1 # -759 loop $-1 -1 -1 $-1 $-1 $467 $1096 F unknown # -760 vertex $-1 -1 -1 $-1 $468 $1097 # -761 straight-curve $-1 -1 -1 $-1 5.8738214084543633e-16 -11.660112618458747 4.6499999999999986 1.0031719290535236e-13 573.57643635104739 -819.15204428899096 I I # -762 vertex $-1 -1 -1 $-1 $756 $1098 # -763 straight-curve $-1 -1 -1 $-1 3.6082248300317588e-16 -11.660112618458747 8.3499999999999996 0 573.57643635104739 819.15204428899096 I I # -764 edge $-1 -1 -1 $-1 $474 -3.1415926535897931 $473 1.4232381719820589e-16 $471 $1099 forward @7 unknown F # -765 face $1100 -1 -1 $-1 $1096 $752 $59 $-1 $1101 forward single F F # -766 point $-1 -1 -1 $-1 6.24121544819857e-16 -11.660112618458747 4.6499999999999986 # -767 point $-1 -1 -1 $-1 3.6082248300317588e-16 -11.660112618458747 8.3499999999999996 # -768 rgb_color-st-attrib $-1 -1 $-1 $477 $285 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -769 integer_attrib-name_attrib-gen-attrib $-1 -1 $1102 $-1 $478 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -770 face $1103 -1 -1 $-1 $1104 $1105 $37 $-1 $1106 forward single F F # -771 loop $-1 -1 -1 $-1 $-1 $1107 $478 F unknown # -772 plane-surface $-1 -1 -1 $-1 17.63131009615384 0.095152243589743474 69.700000000000017 0.8234371583441723 0.567407478147825 0 -567.40747814782503 823.4371583441723 0 forward_v I I I I # -773 coedge $-1 -1 -1 $-1 $1108 $1109 $1110 $1111 reversed $479 $-1 # -774 coedge $-1 -1 -1 $-1 $1112 $481 $1113 $1114 reversed $286 $-1 # -775 coedge $-1 -1 -1 $-1 $481 $1112 $482 $779 reversed $286 $-1 # -776 coedge $-1 -1 -1 $-1 $484 $1115 $481 $777 forward $783 $-1 # -777 edge $-1 -1 -1 $-1 $1116 2.3563467834399257 $784 3.9268385237396641 $776 $1117 forward @7 unknown F # -778 coedge $-1 -1 -1 $-1 $483 $482 $-1 $1118 forward $184 $-1 # -779 edge $-1 -1 -1 $-1 $784 -0.00014492608863606111 $1119 0.048128984168028355 $775 $1120 forward @7 unknown F # -780 coedge $-1 -1 -1 $-1 $1121 $1122 $483 $781 reversed $1123 $-1 # -781 edge $-1 -1 -1 $-1 $1124 -0.050444054674802022 $785 -8.7235457396829072e-06 $780 $1125 forward @7 unknown F # -782 coedge $-1 -1 -1 $-1 $1126 $484 $1122 $1127 forward $783 $-1 # -783 loop $-1 -1 -1 $-1 $1128 $1129 $1130 F unknown # -784 vertex $-1 -1 -1 $-1 $777 $1131 # -785 vertex $-1 -1 -1 $-1 $1127 $1132 # -786 straight-curve $-1 -1 -1 $-1 4 0 0 0 -1000 0 I I # -787 edge $-1 -1 -1 $-1 $791 -3.1415926535897931 $793 0 $486 $1133 forward @7 unknown F # -788 coedge $-1 -1 -1 $-1 $489 $487 $491 $795 reversed $790 $-1 # -789 coedge $-1 -1 -1 $-1 $487 $489 $-1 $1134 forward $790 $-1 # -790 loop $-1 -1 -1 $-1 $1135 $487 $1136 F unknown # -791 vertex $-1 -1 -1 $-1 $488 $1137 # -792 straight-curve $-1 -1 -1 $-1 -44 -5.9885228478305568e-15 65.100000000000009 1000 0 0 I I # -793 vertex $-1 -1 -1 $-1 $787 $1138 # -794 straight-curve $-1 -1 -1 $-1 -44 -6.9804867551399129e-15 48.899999999999999 1000 0 0 I I # -795 edge $-1 -1 -1 $-1 $494 3.1415926535897301 $493 6.2831853071795862 $788 $1139 forward @7 unknown F # -796 loop $-1 -1 -1 $-1 $-1 $1140 $797 F unknown # -797 face $1141 -1 -1 $-1 $1142 $492 $37 $-1 $1143 forward single F F # -798 point $-1 -1 -1 $-1 -20.02138041902143 -5.9885228478305568e-15 65.100000000000009 # -799 point $-1 -1 -1 $-1 -20.092066702316796 -6.9804867551399129e-15 48.899999999999999 # -800 coedge $-1 -1 -1 $-1 $496 $496 $499 $803 reversed $801 $-1 # -801 loop $-1 -1 -1 $-1 $1144 $800 $1145 F unknown # -802 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 12 full nurbs 3 open 2 3.1415926535897869 3 6.28318530717958 3 6.1799831082412012e-16 -7.7286132330251833 4.3999999999999995 1 -4.2000000000000268 -7.7286132330251842 4.3999999999999986 0.33333333333333126 -4.2000000000000144 -7.6553019603266685 8.6000000000000263 0.33333333333333126 3.6082248300317588e-16 -7.6553019603266685 8.5999999999999996 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -803 edge $-1 -1 -1 $-1 $503 -6.2172489379008766e-15 $501 3.1415926535897869 $800 $1146 forward @7 unknown F # -804 face $1147 -1 -1 $-1 $1145 $500 $37 $-1 $1148 reversed single F T -0.017036092364431821 2.4786497895886166 -0.02619379095888252 3.1677864445486756 # -805 point $-1 -1 -1 $-1 6.1799831082412012e-16 -7.7286132330251833 4.3999999999999995 # -806 point $-1 -1 -1 $-1 3.6082248300317588e-16 -7.6553019603266685 8.5999999999999996 # -807 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 13 full nurbs 3 open 2 0 3 3.1415926535897931 3 3.6082248300317588e-16 -12.767909740391074 8.5999999999999996 1 4.2000000000000002 -12.767909740391074 8.5999999999999996 0.33333333333333337 4.2000000000000011 -12.786235813838021 4.4000000000000004 0.33333333333333337 6.1799831082412012e-16 -12.786235813838019 4.3999999999999995 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -808 coedge $-1 -1 -1 $-1 $1149 $1150 $1151 $1152 forward $506 $-1 # -809 integer_attrib-name_attrib-gen-attrib $-1 -1 $1153 $-1 $507 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -810 plane-surface $-1 -1 -1 $-1 -19.999999999999989 -12.499999999999996 70 0 -0.99999048072073449 0.0043633092847465806 0 -4.3633092847465802 -999.99048072073447 forward_v I I I I # -811 coedge $-1 -1 -1 $-1 $1154 $511 $-1 $1155 reversed $305 $-1 # -812 coedge $-1 -1 -1 $-1 $511 $1154 $-1 $1156 forward $305 $-1 # -813 edge $-1 -1 -1 $-1 $815 1 $517 0 $512 $1157 forward @7 unknown F # -814 vertex $-1 -1 -1 $-1 $513 $1158 # -815 vertex $-1 -1 -1 $-1 $513 $1159 # -816 straight-curve $-1 -1 -1 $-1 4.6610576923076934 0.96153846153846134 70 -1000 0 0 I I # -817 edge $-1 -1 -1 $-1 $818 1 $820 0 $514 $1160 forward @7 unknown F # -818 vertex $-1 -1 -1 $-1 $515 $1161 # -819 straight-curve $-1 -1 -1 $-1 4.0641025641025657 0.064102564102564041 69.700000000000017 0 0 1000 I I # -820 vertex $-1 -1 -1 $-1 $817 $1162 # -821 straight-curve $-1 -1 -1 $-1 4.6670673076923093 0.064102564102564041 69.700000000000017 0 0 1000 I I # -822 point $-1 -1 -1 $-1 4.0641025641025657 0.064102564102564041 70.000000000003922 # -823 point $-1 -1 -1 $-1 4.6670673076923093 0.064102564102564041 70 # -824 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 14 full nubs 3 open 9 0 3 0.14289460138111959 1 0.27687984692362982 1 0.40540672551010898 1 0.53183337293000854 1 0.65422498686988773 1 0.76981094079089651 1 0.88410967174314881 1 1 3 5.2179487179487198 0.52133413461538458 69.700000000000017 5.217201891971297 0.54678349988430253 69.700000000000017 5.2157548039756083 0.59609548432497272 69.700000000000017 5.2011750321252954 0.66705391140847703 69.700000000000031 5.1783170300215815 0.73262075615986944 69.700000000000003 5.1455910977011747 0.79155463164533446 69.700000000000031 5.1059832004887804 0.84325533715776257 69.700000000000017 5.0594249567503047 0.88555502444175771 69.700000000000017 5.007409036612767 0.91937206552130013 69.700000000000017 4.9685714767704932 0.93276196464488326 69.700000000000031 4.9490184294871824 0.93950320512820507 69.700000000000031 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 7 0.14289460138111959 0.27687984692362982 0.40540672551010898 0.53183337293000854 0.65422498686988773 0.76981094079089651 0.88410967174314881 -1 none F F 1 F 0 } I I # -825 point $-1 -1 -1 $-1 5.2179487179487198 0.52133413461538458 69.700000000000017 # -826 point $-1 -1 -1 $-1 4.9490184294871824 0.93950320512820507 69.700000000000031 # -827 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 15 full nubs 3 open 9 0 3 0.076382997603700334 1 0.16598550546553281 1 0.27071488026173696 1 0.38882408268341101 1 0.52060187004266734 1 0.66602947825765135 1 0.82524345980202074 1 1 3 4.9490184294871824 0.93950320512820507 70.000000000000014 4.9418574769636212 0.94125421624900396 70.000000000000014 4.9262962347824155 0.9450592838043459 70.000000000000014 4.9005191589469286 0.94937809283453656 70 4.8706448861679323 0.95346762136608143 70.000000000000028 4.8365277942949678 0.95618083320301961 70.000000000000014 4.7984790226719714 0.95887539778761144 70 4.7563822514512362 0.96011752494415903 70 4.7101415852836528 0.96119036865416874 70.000000000000014 4.677918858063669 0.96141888561518618 70 4.6610576923076934 0.96153846153846134 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 7 0.076382997603700334 0.16598550546553281 0.27071488026173696 0.38882408268341101 0.52060187004266734 0.66602947825765135 0.82524345980202074 -1 none F F 1 F 0 } I I # -828 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 16 full nubs 3 open 17 0 3 0.087731022644373852 1 0.16900568466054067 1 0.24480214439621206 1 0.31423176177156398 1 0.37894158052044552 1 0.4391718549354317 1 0.49578670264116959 1 0.54943476897067245 1 0.60200033542346798 1 0.65425452529127315 1 0.70690469303237224 1 0.76120214638759343 1 0.81686230673305205 1 0.87466999575077498 1 0.93600774456319713 1 1 3 4.6670673076923093 0.064102564102564041 70 4.6911159110586649 0.064504665887946844 70 4.7374433167420111 0.065279277712743611 70 4.8043843050515411 0.070684939792953871 70.000000000000014 4.8658196142486831 0.080041891690076777 69.999999999999986 4.9219196604151829 0.093092100131209388 70.000000000000028 4.972755877143574 0.10931313463909009 70 5.0182373079390494 0.12982827852153309 69.999999999999986 5.0581294193304176 0.15443735933651906 70 5.0926965464182157 0.18288960835816054 70.000000000000028 5.1223685240356271 0.21476306878442192 70.000000000000014 5.148078587262841 0.24953525487704942 70.000000000000014 5.1699232467027443 0.28745465334432274 70 5.1870468782784007 0.32867991553551945 70.000000000000028 5.2015529550607891 0.37240912988207381 70.000000000000014 5.2106073657914722 0.41954836854591815 70 5.2169028691222836 0.46941404333392228 70 5.2175952136890489 0.50378477856451431 70.000000000000014 5.2179487179487198 0.52133413461538458 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.087731022644373852 0.16900568466054067 0.24480214439621206 0.31423176177156398 0.37894158052044552 0.4391718549354317 0.49578670264116959 0.54943476897067245 0.60200033542346798 0.65425452529127315 0.70690469303237224 0.76120214638759343 0.81686230673305205 0.87466999575077498 0.93600774456319713 -1 none F F 1 F 0 } I I # -829 rgb_color-st-attrib $-1 -1 $-1 $531 $324 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -830 integer_attrib-name_attrib-gen-attrib $-1 -1 $1163 $-1 $532 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -831 face $1164 -1 -1 $-1 $1165 $1166 $41 $-1 $1167 forward single F F # -832 loop $-1 -1 -1 $-1 $-1 $1168 $532 F unknown # -833 plane-surface $-1 -1 -1 $-1 -350 0 70 0 0 1 1000 0 0 forward_v I I I I # -834 coedge $-1 -1 -1 $-1 $1169 $1170 $535 $837 forward $533 $1171 # -835 coedge $-1 -1 -1 $-1 $538 $535 $1172 $1173 reversed $325 $-1 # -836 coedge $-1 -1 -1 $-1 $535 $538 $1174 $1175 reversed $325 $-1 # -837 edge $-1 -1 -1 $-1 $1176 0 $1177 1 $535 $1178 forward @7 unknown F # -838 coedge $-1 -1 -1 $-1 $537 $536 $-1 $1179 reversed $205 $1180 # -839 tcoedge-coedge $-1 -1 -1 $-1 $1181 $1182 $536 $840 forward $1183 $1184 0 1 F # -840 tedge-edge $-1 -1 -1 $-1 $1185 0 $846 1 $839 $1186 forward @7 unknown F 0.00012679381170014421 # -841 pcurve $-1 -1 -1 $-1 0 forward { exppc 17 nubs 1 open 2 -1 1 -0 1 1 5.4977966630160964 1 7.068573951343077 0.001 -1 spline forward { ref 2 } I I I I } 0 0 # -842 tcoedge-coedge $-1 -1 -1 $-1 $1187 $1174 $537 $843 forward $832 $1188 0 1 F # -843 tedge-edge $-1 -1 -1 $-1 $845 0 $1189 1 $537 $1190 forward @7 unknown F 0.0004894892332516816 # -844 pcurve $-1 -1 -1 $-1 0 forward { exppc 18 nubs 1 open 2 -1 1 -0 1 0 7.068573951343077 0 5.4977966630160964 0.001 -1 spline forward { ref 2 } I I I I } 0 0 # -845 tvertex-vertex $-1 -1 -1 $-1 $1175 $1191 0 # -846 tvertex-vertex $-1 -1 -1 $-1 $1192 $1193 2.3092638912203256e-14 # -847 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 19 full nubs 1 open 2 0 1 1 1 -368.00045536948699 12.399560796582341 70 -368.00045536948699 12.50043633092848 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -848 coedge $-1 -1 -1 $-1 $1194 $1194 $541 $849 forward $1195 $-1 # -849 edge $-1 -1 -1 $-1 $855 0 $853 3.1415926535897931 $541 $1196 forward @7 unknown F # -850 coedge $-1 -1 -1 $-1 $544 $542 $-1 $1197 reversed $852 $-1 # -851 coedge $-1 -1 -1 $-1 $542 $544 $1194 $1198 reversed $852 $-1 # -852 loop $-1 -1 -1 $-1 $-1 $542 $1199 F unknown # -853 vertex $-1 -1 -1 $-1 $543 $1200 # -854 straight-curve $-1 -1 -1 $-1 -355 -5.9885228478305568e-15 65.100000000000009 1000 0 0 I I # -855 vertex $-1 -1 -1 $-1 $1198 $1201 # -856 straight-curve $-1 -1 -1 $-1 -355 -6.9804867551399129e-15 48.899999999999999 1000 0 0 I I # -857 point $-1 -1 -1 $-1 -355 -5.9885228478305568e-15 65.100000000000009 # -858 point $-1 -1 -1 $-1 -355 -6.9804867551399129e-15 48.899999999999999 # -859 coedge $-1 -1 -1 $-1 $549 $549 $552 $862 reversed $860 $-1 # -860 loop $-1 -1 -1 $-1 $1202 $859 $1203 F unknown # -861 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 20 full nurbs 3 open 2 3.1415926535897869 3 6.28318530717958 3 -350 -7.7286132330251833 4.3999999999999995 1 -354.19999999999999 -7.7286132330251842 4.3999999999999986 0.33333333333333126 -354.19999999999999 -7.6553019603266685 8.6000000000000263 0.33333333333333126 -350 -7.6553019603266685 8.5999999999999996 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -862 edge $-1 -1 -1 $-1 $556 -6.2172489379008766e-15 $554 3.1415926535897869 $859 $1204 forward @7 unknown F # -863 face $1205 -1 -1 $-1 $-1 $553 $41 $-1 $1206 reversed single F T -0.017036092364305474 2.4786497895870077 -0.026193790957270036 3.1677864445470632 # -864 point $-1 -1 -1 $-1 -350 -7.7286132330251833 4.3999999999999995 # -865 point $-1 -1 -1 $-1 -350 -7.6553019603266685 8.5999999999999996 # -866 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 21 full nurbs 3 open 2 0 3 3.1415926535897931 3 -350 -12.767909740391074 8.5999999999999996 1 -345.80000000000001 -12.767909740391074 8.5999999999999996 0.33333333333333337 -345.80000000000001 -12.786235813838021 4.4000000000000004 0.33333333333333337 -350 -12.786235813838019 4.3999999999999995 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -867 coedge $-1 -1 -1 $-1 $1207 $1208 $1209 $1210 forward $559 $-1 # -868 integer_attrib-name_attrib-gen-attrib $-1 -1 $1211 $-1 $560 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -869 face $1212 -1 -1 $-1 $1213 $1214 $41 $-1 $1215 reversed single F T -134.43718043661809 0.63322241947456603 -3.1461848798373615 -1.5665086870424882 # -870 plane-surface $-1 -1 -1 $-1 -370 -12.499999999999996 70 0 -0.99999048072073449 0.0043633092847465806 0 -4.3633092847465802 -999.99048072073447 forward_v I I I I # -871 rgb_color-st-attrib $-1 -1 $-1 $564 $343 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -872 integer_attrib-name_attrib-gen-attrib $-1 -1 $1216 $-1 $565 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -873 face $1217 -1 -1 $-1 $1218 $1219 $43 $-1 $1220 forward single F F # -874 loop $-1 -1 -1 $-1 $-1 $1221 $565 F unknown # -875 cone-surface $-1 -1 -1 $-1 -16.051027203773611 -9.4510272037736165 -0.052318046583470813 -0.026167984264979398 -0.026167984264979398 -0.99931500198836998 -0.99965732497555793 0 0.026176948307873215 1 I I 0 1 1.0000000000000007 forward I I I I # -876 coedge $-1 -1 -1 $-1 $1222 $1223 $1224 $1225 forward $566 $-1 # -877 coedge $-1 -1 -1 $-1 $1226 $568 $1222 $1227 reversed $344 $-1 # -878 coedge $-1 -1 -1 $-1 $568 $1226 $570 $884 reversed $344 $-1 # -879 edge $-1 -1 -1 $-1 $1228 0.58771560753960761 $1229 2.1589687850915507 $568 $1230 forward @7 unknown F # -880 coedge $-1 -1 -1 $-1 $1231 $569 $-1 $1232 reversed $215 $-1 # -881 coedge $-1 -1 -1 $-1 $1233 $1234 $569 $882 reversed $1235 $-1 # -882 edge $-1 -1 -1 $-1 $888 0.0012289229713456252 $1236 0.011987318658924587 $881 $1237 forward @7 unknown F # -883 coedge $-1 -1 -1 $-1 $570 $1231 $-1 $1238 reversed $215 $-1 # -884 edge $-1 -1 -1 $-1 $1229 -0.019535847729997897 $889 -2.6193897295641226e-05 $878 $1239 forward @7 unknown F # -885 coedge $-1 -1 -1 $-1 $1224 $571 $1226 $1240 forward $887 $-1 # -886 coedge $-1 -1 -1 $-1 $571 $1241 $1233 $1242 forward $887 $-1 # -887 loop $-1 -1 -1 $-1 $-1 $1243 $599 F unknown # -888 vertex $-1 -1 -1 $-1 $1242 $1244 # -889 vertex $-1 -1 -1 $-1 $572 $1245 # -890 straight-curve $-1 -1 -1 $-1 -6 0 0 0 -1000 0 I I # -891 edge $-1 -1 -1 $-1 $895 0 $900 1.5707963267948966 $573 $1246 forward @7 unknown F # -892 coedge $-1 -1 -1 $-1 $1247 $574 $579 $905 reversed $894 $-1 # -893 coedge $-1 -1 -1 $-1 $574 $1247 $-1 $1248 forward $894 $-1 # -894 loop $-1 -1 -1 $-1 $-1 $574 $1249 F unknown # -895 vertex $-1 -1 -1 $-1 $575 $1250 # -896 straight-curve $-1 -1 -1 $-1 12.249999999999995 1.8000000000000005 0 0 0 1000 I I # -897 coedge $-1 -1 -1 $-1 $1251 $576 $-1 $1252 forward $899 $-1 # -898 coedge $-1 -1 -1 $-1 $576 $1251 $578 $903 reversed $899 $-1 # -899 loop $-1 -1 -1 $-1 $-1 $897 $1253 F unknown # -900 vertex $-1 -1 -1 $-1 $891 $1254 # -901 straight-curve $-1 -1 -1 $-1 9.9999999999999982 4.0499999999999989 0 0 0 1000 I I # -902 coedge $-1 -1 -1 $-1 $904 $578 $1255 $1256 forward $580 $-1 # -903 edge $-1 -1 -1 $-1 $582 1 $1257 0 $578 $1258 forward @7 unknown F # -904 coedge $-1 -1 -1 $-1 $579 $902 $1259 $1260 forward $580 $-1 # -905 edge $-1 -1 -1 $-1 $1261 -1.5707963267948948 $581 0 $892 $1262 forward @7 unknown F # -906 point $-1 -1 -1 $-1 12.249999999999995 1.8000000000000005 0 # -907 point $-1 -1 -1 $-1 9.9999999999999982 4.0499999999999989 0 # -908 ellipse-curve $-1 -1 -1 $-1 -7.9999999999999964 1.799999999999998 3.2000000000000002 0 0 1 -2.2499999999999969 0 0 1 I I # -909 coedge $-1 -1 -1 $-1 $586 $585 $1263 $1264 forward $587 $-1 # -910 edge $-1 -1 -1 $-1 $1265 1.5707963267948979 $588 3.1415926535897931 $586 $1266 forward @7 unknown F # -911 face $1267 -1 -1 $-1 $1268 $587 $43 $-1 $1269 reversed single F T 0 1.4222222222222243 -1.5707963267948952 0 # -912 point $-1 -1 -1 $-1 -5.75 1.799999999999998 3.2000000000000002 # -913 coedge $-1 -1 -1 $-1 $591 $590 $1270 $1271 reversed $592 $-1 # -914 edge $-1 -1 -1 $-1 $593 1 $1272 0 $590 $1273 forward @7 unknown F # -915 face $1274 -1 -1 $-1 $911 $592 $43 $-1 $1275 reversed single F F # -916 point $-1 -1 -1 $-1 -8 4.0499999999999972 3.2000000000000002 # -917 coedge $-1 -1 -1 $-1 $1270 $1276 $595 $918 reversed $1277 $-1 # -918 edge $-1 -1 -1 $-1 $919 -1.5707963267948948 $1278 1.5707963267948948 $595 $1279 forward @7 unknown F # -919 vertex $-1 -1 -1 $-1 $596 $1280 # -920 straight-curve $-1 -1 -1 $-1 -8 4.0499999999999972 0 -1000 -4.3368086899420213e-13 0 I I # -921 coedge $-1 -1 -1 $-1 $1281 $1263 $597 $922 reversed $1282 $-1 # -922 edge $-1 -1 -1 $-1 $1278 1 $923 0 $921 $1283 forward @7 unknown F # -923 vertex $-1 -1 -1 $-1 $922 $1284 # -924 ellipse-curve $-1 -1 -1 $-1 -7.9999999999999964 1.799999999999998 0 0 0 1 -2.2499999999999969 0 0 1 I I # -925 integer_attrib-name_attrib-gen-attrib $-1 -1 $1285 $-1 $599 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -926 face $1286 -1 -1 $-1 $-1 $1235 $43 $-1 $1287 reversed single F T -11.174855379776536 -0.18636267498909481 -1.5822670997899533 0.015390737163212754 # -927 plane-surface $-1 -1 -1 $-1 0 0 0 0 0 1 1000 0 0 forward_v I I I I # -928 rgb_color-st-attrib $-1 -1 $-1 $603 $364 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -929 coedge $-1 -1 -1 $-1 $936 $935 $1288 $1289 reversed $604 $-1 # -930 coedge $-1 -1 -1 $-1 $1288 $606 $-1 $1290 forward $365 $-1 # -931 coedge $-1 -1 -1 $-1 $606 $1288 $-1 $1291 forward $365 $-1 # -932 edge $-1 -1 -1 $-1 $1292 1 $1293 0 $606 $1294 forward @7 unknown F # -933 edge $-1 -1 -1 $-1 $938 1 $613 0 $607 $1295 forward @7 unknown F # -934 edge $-1 -1 -1 $-1 $614 1 $937 0 $608 $1296 forward @7 unknown F # -935 coedge $-1 -1 -1 $-1 $929 $609 $-1 $1297 reversed $604 $-1 # -936 coedge $-1 -1 -1 $-1 $609 $929 $-1 $1298 forward $604 $-1 # -937 vertex $-1 -1 -1 $-1 $610 $1299 # -938 vertex $-1 -1 -1 $-1 $1298 $1300 # -939 straight-curve $-1 -1 -1 $-1 -13.265621716894627 7.1654503793824134 3.2130705491377989 26.167984264979399 -26.167984264979395 -999.31500198837 I I # -940 ellipse-curve $-1 -1 -1 $-1 13.278029679546986 6.6780296795469853 3.7000000000000002 -0.026167984264979394 -0.026167984264979398 -0.99931500198836998 0 0.49982866248777896 -0.013088474153936675 1 I I # -941 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 22 full nurbs 3 open 2 2.356537106530511 3 3.9266482006490735 3 13.692109974097797 7.5919386365855726 19.5 1 13.984944362354446 7.5919386365855743 19.500000000000004 0.80489933734377939 14.191938636585578 7.3849443623544442 19.500000000000004 0.80489933734377939 14.191938636585579 7.0921099740977942 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -942 point $-1 -1 -1 $-1 13.278029679546986 7.1778583420347628 3.6869115258460554 # -943 point $-1 -1 -1 $-1 13.692109974097797 7.5919386365855726 19.5 # -944 straight-curve $-1 -1 -1 $-1 14.192280900960171 -7.0924522384723767 19.513070549137797 26.167984264979399 -26.167984264979399 999.31500198837 I I # -945 point $-1 -1 -1 $-1 13.777858342034772 -6.6780296795469782 3.6869115258460554 # -946 point $-1 -1 -1 $-1 14.191938636585583 -7.092109974097788 19.5 # -947 straight-curve $-1 -1 -1 $-1 -8.6429915154744705 -3.741185593408809 3.2691617441521736 26.167984264979399 -26.167984264979395 999.31500198837 I I # -948 point $-1 -1 -1 $-1 -8.6320523524554904 -3.75212475642779 3.6869115258460634 # -949 point $-1 -1 -1 $-1 -8.2179720579046798 -4.1662050509785997 19.5 # -950 rgb_color-st-attrib $-1 -1 $-1 $631 $386 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -951 integer_attrib-name_attrib-gen-attrib $-1 -1 $1301 $-1 $632 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -952 face $1302 -1 -1 $-1 $1303 $1304 $49 $-1 $1305 forward single F F # -953 loop $-1 -1 -1 $-1 $-1 $1306 $632 F unknown # -954 cone-surface $-1 -1 -1 $-1 -366.05102720377357 -9.4510272037736165 -0.052318046583470813 -0.026167984264979398 -0.026167984264979398 -0.99931500198836998 -0.99965732497553361 0 0.026176948307873215 1 I I 0 1 0.99999999999997635 forward I I I I # -955 coedge $-1 -1 -1 $-1 $1307 $1308 $1309 $1310 forward $633 $-1 # -956 coedge $-1 -1 -1 $-1 $1311 $635 $1307 $1312 reversed $387 $-1 # -957 coedge $-1 -1 -1 $-1 $635 $1311 $637 $963 reversed $387 $-1 # -958 edge $-1 -1 -1 $-1 $1313 0.58771560753959551 $1314 2.1589687850915507 $635 $1315 forward @7 unknown F # -959 coedge $-1 -1 -1 $-1 $1316 $636 $-1 $1317 reversed $238 $-1 # -960 coedge $-1 -1 -1 $-1 $1318 $1319 $636 $961 reversed $1320 $-1 # -961 edge $-1 -1 -1 $-1 $967 0.0012289229713456247 $1321 0.011987318658924585 $636 $1322 forward @7 unknown F # -962 coedge $-1 -1 -1 $-1 $637 $1316 $-1 $1323 reversed $238 $-1 # -963 edge $-1 -1 -1 $-1 $1314 -0.019535847729997897 $968 -2.6193897295641179e-05 $957 $1324 forward @7 unknown F # -964 coedge $-1 -1 -1 $-1 $1309 $638 $1311 $1325 forward $966 $-1 # -965 coedge $-1 -1 -1 $-1 $638 $1326 $1318 $1327 forward $966 $-1 # -966 loop $-1 -1 -1 $-1 $-1 $1328 $666 F unknown # -967 vertex $-1 -1 -1 $-1 $1327 $1329 # -968 vertex $-1 -1 -1 $-1 $639 $1330 # -969 straight-curve $-1 -1 -1 $-1 -356 0 0 0 -1000 0 I I # -970 edge $-1 -1 -1 $-1 $974 0 $979 1.5707963267948966 $640 $1331 forward @7 unknown F # -971 coedge $-1 -1 -1 $-1 $1332 $641 $646 $984 reversed $973 $-1 # -972 coedge $-1 -1 -1 $-1 $641 $1332 $-1 $1333 forward $973 $-1 # -973 loop $-1 -1 -1 $-1 $-1 $641 $1334 F unknown # -974 vertex $-1 -1 -1 $-1 $642 $1335 # -975 straight-curve $-1 -1 -1 $-1 -337.75 1.8000000000000005 0 0 0 1000 I I # -976 coedge $-1 -1 -1 $-1 $1336 $643 $-1 $1337 forward $978 $-1 # -977 coedge $-1 -1 -1 $-1 $643 $1336 $645 $982 reversed $978 $-1 # -978 loop $-1 -1 -1 $-1 $-1 $976 $1338 F unknown # -979 vertex $-1 -1 -1 $-1 $970 $1339 # -980 straight-curve $-1 -1 -1 $-1 -339.99999999999994 4.0499999999999989 0 0 0 1000 I I # -981 coedge $-1 -1 -1 $-1 $983 $645 $1340 $1341 forward $647 $-1 # -982 edge $-1 -1 -1 $-1 $649 1 $1342 0 $645 $1343 forward @7 unknown F # -983 coedge $-1 -1 -1 $-1 $646 $981 $1344 $1345 forward $647 $-1 # -984 edge $-1 -1 -1 $-1 $1346 -1.5707963267948966 $648 0 $646 $1347 forward @7 unknown F # -985 point $-1 -1 -1 $-1 -337.75 1.8000000000000005 0 # -986 point $-1 -1 -1 $-1 -339.99999999999994 4.0499999999999989 0 # -987 ellipse-curve $-1 -1 -1 $-1 -358 1.799999999999998 3.2000000000000002 0 0 1 -2.2499999999999742 0 0 1 I I # -988 coedge $-1 -1 -1 $-1 $653 $652 $1348 $1349 forward $654 $-1 # -989 edge $-1 -1 -1 $-1 $1350 1.5707963267948966 $655 3.1415926535897931 $653 $1351 forward @7 unknown F # -990 face $1352 -1 -1 $-1 $1353 $654 $49 $-1 $1354 reversed single F T 0 1.4222222222222385 -1.5707963267948966 0 # -991 point $-1 -1 -1 $-1 -355.75 1.799999999999998 3.2000000000000002 # -992 coedge $-1 -1 -1 $-1 $658 $657 $1355 $1356 reversed $659 $-1 # -993 edge $-1 -1 -1 $-1 $660 1 $1357 0 $657 $1358 forward @7 unknown F # -994 face $1359 -1 -1 $-1 $990 $659 $49 $-1 $1360 reversed single F F # -995 point $-1 -1 -1 $-1 -358 4.0499999999999972 3.2000000000000002 # -996 coedge $-1 -1 -1 $-1 $1355 $1361 $662 $997 reversed $1362 $-1 # -997 edge $-1 -1 -1 $-1 $998 -1.5707963267948966 $1363 1.5707963267948966 $996 $1364 forward @7 unknown F # -998 vertex $-1 -1 -1 $-1 $663 $1365 # -999 straight-curve $-1 -1 -1 $-1 -358 4.0499999999999972 0 -1000 -4.3368086899420213e-13 0 I I # -1000 coedge $-1 -1 -1 $-1 $1366 $1348 $664 $1001 reversed $1367 $-1 # -1001 edge $-1 -1 -1 $-1 $1363 1 $1002 0 $664 $1368 forward @7 unknown F # -1002 vertex $-1 -1 -1 $-1 $1001 $1369 # -1003 ellipse-curve $-1 -1 -1 $-1 -358 1.799999999999998 0 0 0 1 -2.2499999999999742 0 0 1 I I # -1004 integer_attrib-name_attrib-gen-attrib $-1 -1 $1370 $-1 $666 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1005 face $1371 -1 -1 $-1 $-1 $1320 $49 $-1 $1372 reversed single F T -11.174855379776533 -0.18636267498920106 -1.5822670997898471 0.015390737163111984 # -1006 plane-surface $-1 -1 -1 $-1 -350 0 0 0 0 1 1000 0 0 forward_v I I I I # -1007 rgb_color-st-attrib $-1 -1 $-1 $670 $407 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1008 coedge $-1 -1 -1 $-1 $1015 $1014 $1373 $1374 reversed $671 $-1 # -1009 coedge $-1 -1 -1 $-1 $1373 $673 $-1 $1375 forward $408 $-1 # -1010 coedge $-1 -1 -1 $-1 $673 $1373 $-1 $1376 forward $408 $-1 # -1011 edge $-1 -1 -1 $-1 $1377 1 $1378 0 $673 $1379 forward @7 unknown F # -1012 edge $-1 -1 -1 $-1 $1017 1 $680 0 $674 $1380 forward @7 unknown F # -1013 edge $-1 -1 -1 $-1 $681 1 $1016 0 $675 $1381 forward @7 unknown F # -1014 coedge $-1 -1 -1 $-1 $1008 $676 $-1 $1382 reversed $671 $-1 # -1015 coedge $-1 -1 -1 $-1 $676 $1008 $-1 $1383 forward $671 $-1 # -1016 vertex $-1 -1 -1 $-1 $677 $1384 # -1017 vertex $-1 -1 -1 $-1 $1383 $1385 # -1018 straight-curve $-1 -1 -1 $-1 -363.2656217168946 7.1654503793824134 3.2130705491377989 26.167984264979399 -26.167984264979395 -999.31500198837 I I # -1019 ellipse-curve $-1 -1 -1 $-1 -336.72197032045295 6.6780296795469853 3.7000000000000002 -0.026167984264979394 -0.026167984264979398 -0.99931500198836998 0 0.49982866248777896 -0.013088474153936675 1 I I # -1020 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 23 full nurbs 3 open 2 2.3565371065305079 3 3.9266482006490735 3 -336.30789002590217 7.5919386365855726 19.5 1 -336.0150556376455 7.5919386365855743 19.500000000000004 0.8048993373437785 -335.80806136341437 7.3849443623544442 19.500000000000004 0.8048993373437785 -335.80806136341442 7.0921099740977942 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1021 point $-1 -1 -1 $-1 -336.72197032045295 7.1778583420347628 3.6869115258460554 # -1022 point $-1 -1 -1 $-1 -336.30789002590217 7.5919386365855726 19.5 # -1023 straight-curve $-1 -1 -1 $-1 -335.80771909903979 -7.0924522384723767 19.513070549137797 26.167984264979399 -26.167984264979399 999.31500198837 I I # -1024 point $-1 -1 -1 $-1 -336.22214165796521 -6.6780296795469782 3.6869115258460554 # -1025 point $-1 -1 -1 $-1 -335.80806136341442 -7.092109974097788 19.5 # -1026 straight-curve $-1 -1 -1 $-1 -358.64299151547448 -3.741185593408809 3.2691617441521736 26.167984264979399 -26.167984264979395 999.31500198837 I I # -1027 point $-1 -1 -1 $-1 -358.6320523524555 -3.75212475642779 3.6869115258460634 # -1028 point $-1 -1 -1 $-1 -358.21797205790466 -4.1662050509785997 19.5 # -1029 ellipse-curve $-1 -1 -1 $-1 0 -1.9123551086977569e-14 57 1 -9.7144514654701333e-17 9.4370567274974817e-33 0 -7.722988915048742e-16 -7.9499999999999984 1 I I # -1030 ellipse-curve $-1 -1 -1 $-1 -350 1.4877029042167894e-14 57 1 -9.7144514654701333e-17 9.4370567274974817e-33 0 -7.722988915048742e-16 -7.9499999999999984 1 I I # -1031 point $-1 -1 -1 $-1 -350 -1.9219657085875685e-15 49.050000000000004 # -1032 ellipse-curve $-1 -1 -1 $-1 -350 1.4877029042167894e-14 57 1 -9.7144514654701333e-17 9.4370567274974817e-33 0 -7.722988915048742e-16 -7.9499999999999984 1 I I # -1033 point $-1 -1 -1 $-1 -350 -1.3509621308999502e-15 64.950000000000003 # -1034 rgb_color-st-attrib $-1 -1 $-1 $707 $438 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1035 integer_attrib-name_attrib-gen-attrib $-1 -1 $1386 $-1 $708 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -1036 face $1387 -1 -1 $-1 $734 $1051 $57 $-1 $1388 reversed single F F # -1037 loop $-1 -1 -1 $-1 $-1 $1389 $708 F unknown # -1038 plane-surface $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 5.2499999999999991 0.8660254037844396 0 0.49999999999999839 499.99999999999841 0 -866.02540378443962 forward_v I I I I # -1039 coedge $-1 -1 -1 $-1 $1390 $1391 $1392 $1393 forward $709 $-1 # -1040 coedge $-1 -1 -1 $-1 $1394 $711 $713 $1045 reversed $439 $-1 # -1041 coedge $-1 -1 -1 $-1 $711 $1394 $1390 $1395 forward $439 $-1 # -1042 coedge $-1 -1 -1 $-1 $1392 $714 $711 $1043 reversed $721 $-1 # -1043 edge $-1 -1 -1 $-1 $1396 1 $1046 0 $711 $1397 forward @7 unknown F # -1044 coedge $-1 -1 -1 $-1 $713 $712 $-1 $1398 forward $266 $-1 # -1045 edge $-1 -1 -1 $-1 $1399 1 $1046 0 $713 $1400 forward @7 unknown F # -1046 vertex $-1 -1 -1 $-1 $715 $1401 # -1047 straight-curve $-1 -1 -1 $-1 -349.27831216351296 -11.660112618458747 7.75 499.99999999999949 0 -866.02540378443905 I I # -1048 edge $-1 -1 -1 $-1 $1052 1 $1054 0 $716 $1402 forward @7 unknown F # -1049 coedge $-1 -1 -1 $-1 $1403 $717 $720 $1057 forward $1051 $-1 # -1050 coedge $-1 -1 -1 $-1 $717 $1403 $-1 $1404 reversed $1051 $-1 # -1051 loop $-1 -1 -1 $-1 $-1 $1049 $1036 F unknown # -1052 vertex $-1 -1 -1 $-1 $1404 $1405 # -1053 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 7.75 -0 -1000 -0 I I # -1054 vertex $-1 -1 -1 $-1 $719 $1406 # -1055 straight-curve $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 7.75 -0 -1000 -0 I I # -1056 coedge $-1 -1 -1 $-1 $720 $1392 $1389 $1407 forward $721 $-1 # -1057 edge $-1 -1 -1 $-1 $722 1 $1408 0 $1049 $1409 forward @7 unknown F # -1058 point $-1 -1 -1 $-1 -350.72168783648698 -11.660112618458747 7.75 # -1059 point $-1 -1 -1 $-1 -349.27831216351296 -11.660112618458747 7.75 # -1060 ellipse-curve $-1 -1 -1 $-1 -350 -11.239988095532919 6.5 -0 -1 -0 0 0 -2.4500000000000015 1 I I # -1061 edge $-1 -1 -1 $-1 $731 -3.1415926535897931 $729 0 $727 $1410 forward @7 unknown F # -1062 face $1411 -1 -1 $-1 $-1 $728 $57 $-1 $1412 forward single F T -1.9663599140289809e-16 0.39592689365236533 -3.1415926535897931 0 # -1063 point $-1 -1 -1 $-1 -350 -11.239988095532919 4.0499999999999998 # -1064 point $-1 -1 -1 $-1 -350 -11.239988095532919 8.9499999999999993 # -1065 ellipse-curve $-1 -1 -1 $-1 -350 -11.660112618458747 6.5 -0 -1 -0 0 0 -1.850000000000001 1 I I # -1066 integer_attrib-name_attrib-gen-attrib $-1 -1 $1413 $-1 $734 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -1067 plane-surface $-1 -1 -1 $-1 -350 -11.660112618458747 6.5 0 -1 0 0 0 -1000 forward_v I I I I # -1068 rgb_color-st-attrib $-1 -1 $-1 $738 $458 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1069 integer_attrib-name_attrib-gen-attrib $-1 -1 $1414 $-1 $739 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -1070 face $1415 -1 -1 $-1 $765 $1085 $59 $-1 $1416 reversed single F F # -1071 loop $-1 -1 -1 $-1 $-1 $1417 $739 F unknown # -1072 plane-surface $-1 -1 -1 $-1 -0.7216878364870335 -7.6601126184587462 5.2499999999999991 0.8660254037844396 0 0.49999999999999839 499.99999999999841 0 -866.02540378443962 forward_v I I I I # -1073 coedge $-1 -1 -1 $-1 $1418 $1419 $1420 $1421 forward $740 $-1 # -1074 coedge $-1 -1 -1 $-1 $1422 $742 $744 $1079 reversed $459 $-1 # -1075 coedge $-1 -1 -1 $-1 $742 $1422 $1418 $1423 forward $459 $-1 # -1076 coedge $-1 -1 -1 $-1 $1420 $745 $742 $1077 reversed $752 $-1 # -1077 edge $-1 -1 -1 $-1 $1424 1 $1080 0 $742 $1425 forward @7 unknown F # -1078 coedge $-1 -1 -1 $-1 $744 $743 $-1 $1426 forward $276 $-1 # -1079 edge $-1 -1 -1 $-1 $1427 1 $1080 0 $1074 $1428 forward @7 unknown F # -1080 vertex $-1 -1 -1 $-1 $746 $1429 # -1081 straight-curve $-1 -1 -1 $-1 0.7216878364870325 -11.660112618458747 7.75 499.99999999999949 0 -866.02540378443905 I I # -1082 edge $-1 -1 -1 $-1 $1086 1 $1088 0 $747 $1430 forward @7 unknown F # -1083 coedge $-1 -1 -1 $-1 $1431 $748 $751 $1091 forward $1085 $-1 # -1084 coedge $-1 -1 -1 $-1 $748 $1431 $-1 $1432 reversed $1085 $-1 # -1085 loop $-1 -1 -1 $-1 $-1 $1083 $1070 F unknown # -1086 vertex $-1 -1 -1 $-1 $1432 $1433 # -1087 straight-curve $-1 -1 -1 $-1 -0.72168783648703183 -7.6601126184587462 7.75 -0 -1000 -0 I I # -1088 vertex $-1 -1 -1 $-1 $750 $1434 # -1089 straight-curve $-1 -1 -1 $-1 0.7216878364870325 -7.6601126184587462 7.75 -0 -1000 -0 I I # -1090 coedge $-1 -1 -1 $-1 $751 $1420 $1417 $1435 forward $752 $-1 # -1091 edge $-1 -1 -1 $-1 $753 1 $1436 0 $751 $1437 forward @7 unknown F # -1092 point $-1 -1 -1 $-1 -0.72168783648703183 -11.660112618458747 7.75 # -1093 point $-1 -1 -1 $-1 0.7216878364870325 -11.660112618458747 7.75 # -1094 ellipse-curve $-1 -1 -1 $-1 3.6082248300317588e-16 -11.239988095532917 6.5 -0 -1 -0 0 0 -2.4500000000000015 1 I I # -1095 edge $-1 -1 -1 $-1 $762 -3.1415926535897931 $760 1.2246467991473535e-16 $758 $1438 forward @7 unknown F # -1096 face $1439 -1 -1 $-1 $-1 $759 $59 $-1 $1440 forward single F T -1.9663599140289809e-16 0.3959268936523665 -3.1415926535897931 0 # -1097 point $-1 -1 -1 $-1 6.6086094879427776e-16 -11.239988095532917 4.0499999999999972 # -1098 point $-1 -1 -1 $-1 3.6082248300317588e-16 -11.239988095532917 8.9500000000000011 # -1099 ellipse-curve $-1 -1 -1 $-1 3.6082248300317588e-16 -11.660112618458747 6.5 -0 -1 -0 0 0 -1.850000000000001 1 I I # -1100 integer_attrib-name_attrib-gen-attrib $-1 -1 $1441 $-1 $765 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -1101 plane-surface $-1 -1 -1 $-1 3.6082248300317588e-16 -11.660112618458747 6.5 0 -1 0 0 0 -1000 forward_v I I I I # -1102 rgb_color-st-attrib $-1 -1 $-1 $769 $478 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1103 integer_attrib-name_attrib-gen-attrib $-1 -1 $1442 $-1 $770 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1104 face $1443 -1 -1 $-1 $1444 $1445 $37 $-1 $1446 forward single F F # -1105 loop $-1 -1 -1 $-1 $-1 $1447 $770 F unknown # -1106 plane-surface $-1 -1 -1 $-1 17.989383012820507 0.61648637820512808 69.700000000000017 0.82455509019156259 -0.56578167453460726 0 565.7816745346073 824.55509019156261 0 forward_v I I I I # -1107 coedge $-1 -1 -1 $-1 $1448 $1449 $1450 $1451 reversed $771 $-1 # -1108 coedge $-1 -1 -1 $-1 $1452 $773 $-1 $1453 reversed $479 $-1 # -1109 coedge $-1 -1 -1 $-1 $773 $1452 $1448 $1454 forward $479 $-1 # -1110 coedge $-1 -1 -1 $-1 $1450 $1455 $773 $1111 forward $1456 $-1 # -1111 edge $-1 -1 -1 $-1 $1457 0 $1458 0.001631922356649771 $1110 $1459 forward @7 unknown F # -1112 tcoedge-coedge $-1 -1 -1 $-1 $775 $774 $-1 $1460 reversed $286 $1461 -0.0011226492396442191 -1.7040954328532715e-17 F # -1113 coedge $-1 -1 -1 $-1 $1462 $1463 $774 $1114 forward $1144 $-1 # -1114 edge $-1 -1 -1 $-1 $1464 -0.047581229853169052 $1116 -6.107545090304798e-05 $774 $1465 forward @7 unknown F # -1115 coedge $-1 -1 -1 $-1 $776 $1466 $1462 $1467 forward $783 $-1 # -1116 vertex $-1 -1 -1 $-1 $1467 $1468 # -1117 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 24 full nurbs 3 open 2 2.3563467834399257 3 3.9268385237396641 3 3.5000761524218045 -7.8054155187093404 0 1 3.7929432325800594 -7.8054155187093386 0 0.80480964038278469 4.0000000000000009 -8.012472286129281 0 0.80480964038278469 4 -8.3053393662875372 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1118 edge $-1 -1 -1 $-1 $1119 3.847801548957809 $1124 4.1023063481821005 $778 $1469 forward @7 unknown F # -1119 tvertex-vertex $-1 -1 -1 $-1 $1460 $1470 3.6415315207705135e-14 # -1120 straight-curve $-1 -1 -1 $-1 4.0025289238935384 -8.3028104423939979 0.1448819528279103 17.449749160682725 17.449749160682725 999.69545988188759 I I # -1121 coedge $-1 -1 -1 $-1 $1471 $780 $-1 $1472 reversed $1123 $-1 # -1122 coedge $-1 -1 -1 $-1 $780 $1471 $782 $1127 reversed $1123 $-1 # -1123 loop $-1 -1 -1 $-1 $-1 $1122 $1473 F unknown # -1124 vertex $-1 -1 -1 $-1 $781 $1474 # -1125 straight-curve $-1 -1 -1 $-1 3.9998477763150513 -10.305643894816095 -0.0087208890700329854 -17.449749160682725 -17.449749160682721 -999.69545988188759 I I # -1126 coedge $-1 -1 -1 $-1 $1475 $782 $1476 $1477 forward $783 $-1 # -1127 edge $-1 -1 -1 $-1 $785 2.3563467834399257 $1478 3.9268385237396606 $782 $1479 forward @7 unknown F # -1128 loop $-1 -1 -1 $-1 $-1 $1480 $1130 F unknown # -1129 coedge $-1 -1 -1 $-1 $1466 $1481 $1482 $1483 forward $783 $-1 # -1130 face $1484 -1 -1 $-1 $1473 $783 $37 $-1 $1485 reversed single F F # -1131 point $-1 -1 -1 $-1 4 -8.3053393662875372 0 # -1132 point $-1 -1 -1 $-1 4 -10.305491671131145 0 # -1133 ellipse-curve $-1 -1 -1 $-1 5.0000000000000009 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I # -1134 edge $-1 -1 -1 $-1 $793 0 $791 3.1415926535897931 $789 $1486 forward @7 unknown F # -1135 loop $-1 -1 -1 $-1 $-1 $1487 $1136 F unknown # -1136 face $1488 -1 -1 $-1 $797 $790 $37 $-1 $1489 reversed single F T 2.9379091998070579 6.0493827160493803 -0.013687503610620225 3.1552801572004134 # -1137 point $-1 -1 -1 $-1 5.0000000000000009 -5.9885228478305568e-15 65.100000000000009 # -1138 point $-1 -1 -1 $-1 5.0000000000000009 -6.9804867551399129e-15 48.899999999999999 # -1139 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 25 full nurbs 3 open 2 3.1415926535897301 3 6.2831853071795862 3 -20.092066702316796 -6.9804867551399129e-15 48.899999999999999 1 -20.092066702316799 16.200000000001015 48.900000000000006 0.33333333333331233 -20.02138041902143 16.200000000000497 65.100000000001032 0.33333333333331233 -20.02138041902143 -5.9885228478305568e-15 65.100000000000009 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1140 coedge $-1 -1 -1 $-1 $1490 $1491 $1492 $1493 forward $796 $-1 # -1141 integer_attrib-name_attrib-gen-attrib $-1 -1 $1494 $-1 $797 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1142 face $1495 -1 -1 $-1 $1496 $1497 $37 $-1 $1498 forward single F F # -1143 plane-surface $-1 -1 -1 $-1 -19.999999999999996 12.500000000000004 70 -0.99999048072073449 -2.7755311402553455e-16 0.0043633092847465806 4.3633092847465802 0 999.99048072073447 forward_v I I I I # -1144 loop $-1 -1 -1 $-1 $-1 $1499 $1145 F unknown # -1145 face $1500 -1 -1 $-1 $1501 $801 $37 $-1 $1502 forward single F F # -1146 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 26 full nurbs 3 open 2 -6.2172489379008766e-15 3 3.1415926535897869 3 3.6082248300317588e-16 -7.6553019603266685 8.5999999999999996 1 4.2000000000000002 -7.6553019603266677 8.5999999999999996 0.33333333333333337 4.2000000000000011 -7.7286132330251824 4.4000000000000004 0.33333333333333337 6.1799831082412012e-16 -7.7286132330251833 4.3999999999999995 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1147 integer_attrib-name_attrib-gen-attrib $-1 -1 $1503 $-1 $804 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1148 cone-surface $-1 -1 -1 $-1 3.6082248300317588e-16 -12.80545955744911 6.5 0 1 0 0 0 2.1000000000000001 1 I I 0 1 2.1000000000000001 forward I I I I # -1149 coedge $-1 -1 -1 $-1 $1504 $808 $1505 $1506 forward $506 $-1 # -1150 coedge $-1 -1 -1 $-1 $808 $1504 $1480 $1507 forward $506 $-1 # -1151 coedge $-1 -1 -1 $-1 $1508 $1509 $808 $1152 reversed $1510 $-1 # -1152 edge $-1 -1 -1 $-1 $1511 -0.070167136963009955 $1512 -0.0002658052094964866 $808 $1513 forward @7 unknown F # -1153 rgb_color-st-attrib $-1 -1 $-1 $809 $507 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1154 coedge $-1 -1 -1 $-1 $812 $811 $-1 $1514 forward $305 $-1 # -1155 edge $-1 -1 -1 $-1 $1515 1 $814 0 $811 $1516 forward @7 unknown F # -1156 edge $-1 -1 -1 $-1 $1517 1 $815 0 $812 $1518 forward @7 unknown F # -1157 straight-curve $-1 -1 -1 $-1 4.0641025641025657 0.96153846153846134 70 0 -1000 0 I I # -1158 point $-1 -1 -1 $-1 4.6610576923076934 0.96153846153846134 70 # -1159 point $-1 -1 -1 $-1 4.0641025641025657 0.96153846153846134 70 # -1160 straight-curve $-1 -1 -1 $-1 4.0641025641025657 0.064102564102564041 69.700000000000017 1000 0 0 I I # -1161 point $-1 -1 -1 $-1 4.0641025641025657 0.064102564102564041 69.700000000000017 # -1162 point $-1 -1 -1 $-1 4.6670673076923093 0.064102564102564041 69.700000000003911 # -1163 rgb_color-st-attrib $-1 -1 $-1 $830 $532 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1164 integer_attrib-name_attrib-gen-attrib $-1 -1 $1519 $-1 $831 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1165 face $1520 -1 -1 $-1 $1521 $1522 $41 $-1 $1523 reversed single F F # -1166 loop $-1 -1 -1 $-1 $-1 $1524 $831 F unknown # -1167 spline-surface $-1 -1 -1 $-1 forward { exactsur 27 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160973 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.0685739513430761 3 -331.99954463051296 -12.399560796582334 70 -331.99954463051296 -12.500436330928471 69.900000951927936 -331.87524691622355 -12.399569170564806 69.999999999999986 -331.86864467106074 -12.500445024009981 69.900029761232105 -331.75095443492836 -12.387318810708434 70 -331.73775021016377 -12.487543843639191 69.900055728227031 -331.56809120490203 -12.350945902592613 70 -331.54517390973791 -12.449238753233152 69.900089678971526 -331.50773313071949 -12.335826919627321 69.999999999999986 -331.48160981759673 -12.433316643519673 69.900100163628849 -331.38878881572447 -12.299745811425773 70.000000000000014 -331.35634757415801 -12.395318917022612 69.900119368089122 -331.33020313072365 -12.278783650573761 69.999999999999986 -331.29465000819471 -12.373243262732045 69.900128087754936 -331.21536829752267 -12.231217770466476 70.000000000000014 -331.17371551575059 -12.323150738925774 69.900143678075281 -331.15911944733995 -12.204614174653356 69.999999999999986 -331.11447890311683 -12.29513399940932 69.900150548689254 -331.04949999136528 -12.146021596972682 70.000000000000014 -330.99903679872983 -12.233429084996846 69.900162374729987 -330.99612967005601 -12.114032767163566 69.999999999999986 -330.94283160656983 -12.19974107023635 69.900167330125953 -330.89278126102295 -12.044977756795191 70.000000000000014 -330.83399363388412 -12.127018002881478 69.900175277998585 -330.84280344150721 -12.007911755446285 69.999999999999986 -330.78136113581274 -12.087983139016746 69.900178270454546 -330.7467213569837 -11.92905933378154 70.000000000000014 -330.68017543861453 -12.00494226464914 69.900182263618561 -330.70061734132639 -11.887273118102138 69.999999999999986 -330.63162250208308 -11.960936469652516 69.900183264316226 -330.61272688189786 -11.799382658673604 70.000000000000014 -330.53906353034745 -11.868377497916933 69.900183264316254 -330.57094066621846 -11.753278643016289 69.999999999999986 -330.49505773535083 -11.819824561385433 69.900182263618561 -330.49208824455366 -11.657196558492698 70.000000000000014 -330.41201686098321 -11.718638864187206 69.900178270454546 -330.45502224320478 -11.607218738977005 69.999999999999986 -330.37298199711853 -11.666006366115862 69.900175277998585 -330.38596723283644 -11.503870329943979 70.000000000000014 -330.30025892976363 -11.557168393430111 69.900167330125953 -330.35397840302727 -11.45050000863465 69.999999999999986 -330.26657091500311 -11.500963201270123 69.900162374730002 -330.29538582534661 -11.340880552660041 70.000000000000014 -330.20486600059064 -11.385521096883082 69.90015054868924 -330.26878222953349 -11.284631702477277 69.999999999999986 -330.17684926107421 -11.326284484249376 69.900143678075281 -330.22121634942619 -11.169796869276302 70.000000000000014 -330.12675673726795 -11.205349991805265 69.900128087754936 -330.20025418857421 -11.11121118427547 69.999999999999986 -330.10468108297738 -11.143652425841957 69.900119368089122 -330.16417308037268 -10.992266869280515 70.000000000000014 -330.06668335648033 -11.018390182403273 69.900100163628849 -330.14905409740737 -10.931908795097915 69.999999999999986 -330.0507612467668 -10.954826090262067 69.900089678971511 -330.11268118929155 -10.749045565071622 70.000000000000028 -330.01245615636077 -10.76224978983622 69.900055728227045 -330.1004308294352 -10.624753083776394 69.999999999999986 -329.99955497599001 -10.631355328939204 69.900029761232105 -330.10043920341764 -10.500455369487002 70 -329.99956366907151 -10.500455369487002 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I # -1168 tcoedge-coedge $-1 -1 -1 $-1 $1525 $1187 $1526 $1527 forward $832 $1528 0 1 F # -1169 tcoedge-coedge $-1 -1 -1 $-1 $1529 $834 $1530 $1531 reversed $533 $1532 -1 -0 F # -1170 tcoedge-coedge $-1 -1 -1 $-1 $834 $1529 $1533 $1534 reversed $533 $1535 -1 -0 F # -1171 pcurve $-1 -1 -1 $-1 0 forward { exppc 28 nubs 1 open 2 0 1 1 1 1 7.0685739513430752 0 7.0685739513430752 0.001 -1 spline forward { ref 10 } I I I I } 0 0 # -1172 coedge $-1 -1 -1 $-1 $1536 $1537 $835 $1173 forward $1538 $-1 # -1173 edge $-1 -1 -1 $-1 $846 -0.036000474408045532 $1176 4.3633092849404422e-07 $1172 $1539 forward @7 unknown F # -1174 coedge $-1 -1 -1 $-1 $842 $1530 $836 $1175 forward $832 $-1 # -1175 edge $-1 -1 -1 $-1 $1177 -0.036000474408045532 $845 4.3633092849404422e-07 $1174 $1540 forward @7 unknown F # -1176 tvertex-vertex $-1 -1 -1 $-1 $1541 $1542 2.4868995751603507e-14 # -1177 tvertex-vertex $-1 -1 -1 $-1 $1531 $1543 5.6843418860808015e-14 # -1178 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 29 full nubs 1 open 2 0 1 1 1 -331.99954463051296 12.50043633092848 69.900000951927936 -331.99954463051296 12.399560796582341 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1179 edge $-1 -1 -1 $-1 $1189 0 $1185 1 $838 $1544 forward @7 unknown F # -1180 pcurve $-1 -1 -1 $-1 0 forward { exppc 30 nubs 1 open 2 -1 1 -0 1 1 7.068573951343077 0 7.068573951343077 0.001 -1 spline forward { ref 2 } I I I I } 0 0 # -1181 coedge $-1 -1 -1 $-1 $1545 $839 $1537 $1192 reversed $1183 $-1 # -1182 coedge $-1 -1 -1 $-1 $839 $1545 $1546 $1547 reversed $1183 $-1 # -1183 loop $-1 -1 -1 $-1 $-1 $1182 $1548 F unknown # -1184 pcurve $-1 -1 -1 $-1 0 forward { exppc 31 nubs 5 open 10 0 5 0.12500000000003603 4 0.18750000000005404 4 0.25000000000007205 4 0.50000000000010558 4 0.62500000000010325 4 0.6875000000001027 4 0.75000000000010203 4 0.87500000000005096 4 1 5 0.045637249744624721 -1.1093285578328272e-15 0.045802488022163815 0.039878809921844664 0.045957892594653965 0.079358260264132147 0.046103636600171589 0.11856309514046345 0.046239893176794077 0.15761625870480234 0.046430306605499724 0.21613048720742575 0.04649204854679951 0.23583313113965187 0.046551685451490708 0.25563176890783279 0.046608841484550821 0.27542228284516268 0.046717440137391618 0.31478495975568466 0.046768416892748618 0.33411877013928137 0.046816669347271647 0.3533688749495677 0.046862795771224229 0.37280578947426568 0.047085789089303727 0.47224845251163738 0.047219587911160633 0.55124994136651584 0.047308790898993675 0.62983028435821742 0.047353398051330153 0.70788470600660724 0.047353415024457578 0.82414061324197518 0.04734226889444379 0.86302393151637624 0.047319970976704512 0.90203557158142389 0.047286521271238662 0.94117271517188772 0.047219619031446169 1.0000768634840997 0.047194530337921287 1.0197440623457152 0.04716665369747193 1.0394434922292697 0.047135989110084507 1.0591750604700492 0.047069084041435109 1.0987032242430663 0.047032251909658297 1.1187623696915754 0.046992631830950565 1.1388563372748308 0.046950815455835085 1.1587172687203926 0.046820552392829194 1.2168143612947238 0.046722059751390869 1.2560633675377391 0.046612964169092656 1.2955517470224995 0.046494313304476162 1.3349722532083723 0.046239996327747265 1.4131344299109576 0.046103740530033868 1.4521940085377045 0.045958073469353357 1.4913782519494583 0.045802681192089661 1.5308518585376281 0.045637249744624693 1.5707772883269748 3.4335103832854912e-07 1.6667551916427244e-07 cone -368.00005711440696 10.500057114406992 69.982547095137605 -0.004363267749977741 0.0043632677499777402 -0.99998096171331385 -1.9999809614414943 0 0.0087266185694878651 1 I I 0 1 2.0000000000000253 forward I I I I } 0 0 # -1185 tvertex-vertex $-1 -1 -1 $-1 $1547 $1549 5.8592855021084639e-14 # -1186 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 32 full nubs 3 open 10 0 3 0.12500000000003603 2 0.18750000000005404 2 0.25000000000007205 2 0.50000000000010558 2 0.62500000000010325 2 0.6875000000001027 2 0.75000000000010203 2 0.87500000000005096 2 1 3 -370.00043633092844 10.500455369487007 69.900000951927936 -370.00043620344405 10.633385873788312 69.900030169051874 -369.98730181686904 10.763653720188962 69.900056017966889 -369.94919660540893 10.954943798047132 69.900089693766333 -369.93305961213412 11.019368067426017 69.900100341817947 -369.894898493737 11.144905476977351 69.900119592828304 -369.87356702496919 11.204568357631041 69.900127995920613 -369.746716904268 11.510812759612504 69.900167430893134 -369.59733551775145 11.73197844948875 69.900183302033582 -369.32331771680128 12.005996250932725 69.900183245457569 -369.22248148558833 12.089076925946582 69.900180099544386 -369.0593658418598 12.19837259837831 69.900168275840187 -369.00302423668887 12.232253891036114 69.900163197521096 -368.88688188968365 12.294478052559574 69.900150954703662 -368.82545599134255 12.323493910615932 69.90014357997714 -368.6465397313973 12.39760318125491 69.900120488791117 -368.51913135448808 12.43639731351727 69.900100984880169 -368.26361476184132 12.48732261190734 69.900056020683735 -368.13354127467687 12.500436203294885 69.900030203207805 -368.00045536948699 12.50043633092848 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.12500000000003603 0.18750000000005404 0.25000000000007205 0.50000000000010558 0.62500000000010325 0.6875000000001027 0.75000000000010203 0.87500000000005096 0 -1 none F F 1 F 0 } I I # -1187 coedge $-1 -1 -1 $-1 $1168 $842 $-1 $1550 forward $832 $-1 # -1188 pcurve $-1 -1 -1 $-1 0 forward { exppc 33 nubs 3 open 8 0 3 0.12500000000002065 2 0.2500000000000413 2 0.5000000000000312 2 0.75000000000002109 2 0.87500000000001521 2 0.93750000000000766 2 1 3 -0.018000455369486967 0.01239956079658234 -0.018123958645842597 0.012399569117043235 -0.018250286694630524 0.012387035699456293 -0.018491622075547609 0.012339104711139488 -0.018613538614985936 0.012302048041531941 -0.018954565627658293 0.012160906048496505 -0.019169291933784971 0.012017263469788342 -0.019517363842990743 0.011669392306987417 -0.019660774905574607 0.011454511304726191 -0.019802113612992778 0.011113565776452101 -0.019839042882511204 0.010991568854586201 -0.019875083866691123 0.010810647150340635 -0.019884370222958192 0.010747751763409797 -0.01989645351346675 0.010625449661870266 -0.019899565038846656 0.010563424661816824 -0.019899560796582283 0.010500455369487009 0 0 plane -350 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -1189 tvertex-vertex $-1 -1 -1 $-1 $843 $1551 1.7763568394002505e-15 # -1190 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 34 full nubs 3 open 8 0 3 0.12500000000002065 2 0.2500000000000413 2 0.5000000000000312 2 0.75000000000002109 2 0.87500000000001521 2 0.93750000000000766 2 1 3 -368.00045536948699 12.399560796582341 70 -368.12395864584261 12.399569117043235 70.000000000000014 -368.25028669463057 12.387035699456293 69.999999999999986 -368.49162207554764 12.339104711139488 70.000000000000014 -368.61353861498594 12.30204804153194 70.000000000000014 -368.95456562765833 12.160906048496503 70 -369.16929193378502 12.017263469788341 69.999999999999986 -369.51736384299079 11.669392306987417 70 -369.66077490557461 11.454511304726191 69.999999999999986 -369.8021136129928 11.1135657764521 70 -369.83904288251125 10.9915688545862 70 -369.87508386669117 10.810647150340635 70.000000000000014 -369.88437022295824 10.747751763409797 70.000000000000014 -369.89645351346678 10.625449661870265 70 -369.89956503884667 10.563424661816823 70 -369.89956079658231 10.500455369487009 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12500000000002065 0.2500000000000413 0.5000000000000312 0.75000000000002109 0.87500000000001521 0.93750000000000766 0 -1 none F F 1 F 0 } I I # -1191 point $-1 -1 -1 $-1 -368.00045536948699 12.399560796582341 70 # -1192 edge $-1 -1 -1 $-1 $1552 -0.06999260625301082 $846 -9.1274499489240232e-05 $1537 $1553 forward @7 unknown F # -1193 point $-1 -1 -1 $-1 -368.00045536948699 12.50043633092848 69.900000951927936 # -1194 coedge $-1 -1 -1 $-1 $848 $848 $851 $1198 forward $1195 $-1 # -1195 loop $-1 -1 -1 $-1 $1554 $848 $1555 F unknown # -1196 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 35 full nurbs 3 open 2 0 3 3.1415926535897931 3 -329.9079332976832 -6.9804867551399129e-15 48.899999999999999 1 -329.9079332976832 -16.200000000000003 48.899999999999999 0.33333333333333337 -329.97861958097849 -16.200000000000003 65.100000000000009 0.33333333333333337 -329.97861958097849 -5.9885228478305568e-15 65.100000000000009 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1197 edge $-1 -1 -1 $-1 $547 0 $546 3.1415926535897931 $850 $1556 forward @7 unknown F # -1198 edge $-1 -1 -1 $-1 $853 3.1415926535897931 $855 6.2831853071795862 $851 $1557 forward @7 unknown F # -1199 face $1558 -1 -1 $-1 $1555 $852 $41 $-1 $1559 reversed single F T 0 3.1114735185409272 -0.013687505909224927 3.1552801594990179 # -1200 point $-1 -1 -1 $-1 -329.97861958097849 -5.9885228478305568e-15 65.100000000000009 # -1201 point $-1 -1 -1 $-1 -329.9079332976832 -6.9804867551399129e-15 48.899999999999999 # -1202 loop $-1 -1 -1 $-1 $-1 $1560 $1203 F unknown # -1203 face $1561 -1 -1 $-1 $863 $860 $41 $-1 $1562 forward single F F # -1204 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 36 full nurbs 3 open 2 -6.2172489379008766e-15 3 3.1415926535897869 3 -350 -7.6553019603266685 8.5999999999999996 1 -345.80000000000001 -7.6553019603266677 8.5999999999999996 0.33333333333333337 -345.80000000000001 -7.7286132330251824 4.4000000000000004 0.33333333333333337 -350 -7.7286132330251833 4.3999999999999995 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1205 integer_attrib-name_attrib-gen-attrib $-1 -1 $1563 $-1 $863 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1206 cone-surface $-1 -1 -1 $-1 -350 -12.80545955744911 6.5 0 1 0 0 0 2.1000000000000001 1 I I 0 1 2.1000000000000001 forward I I I I # -1207 coedge $-1 -1 -1 $-1 $1564 $867 $1565 $1566 forward $559 $-1 # -1208 coedge $-1 -1 -1 $-1 $867 $1564 $1567 $1568 forward $559 $-1 # -1209 coedge $-1 -1 -1 $-1 $1569 $1570 $867 $1210 reversed $1571 $-1 # -1210 edge $-1 -1 -1 $-1 $1572 -0.070167136963009955 $1573 -0.00026580520949648649 $1209 $1574 forward @7 unknown F # -1211 rgb_color-st-attrib $-1 -1 $-1 $868 $560 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1212 integer_attrib-name_attrib-gen-attrib $-1 -1 $1575 $-1 $869 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1213 face $1576 -1 -1 $-1 $1577 $1578 $41 $-1 $1579 forward single F F # -1214 loop $-1 -1 -1 $-1 $-1 $1580 $869 F unknown # -1215 cone-surface $-1 -1 -1 $-1 -367.8000700102769 -10.300070010276913 0.30188053909533152 -0.017449749160682718 -0.017449749160682721 -0.99969545988188746 0 0.49992384757819619 -0.0087262032186417541 1 I I 0 1 0.50000000000000056 forward I I I I # -1216 rgb_color-st-attrib $-1 -1 $-1 $872 $565 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1217 integer_attrib-name_attrib-gen-attrib $-1 -1 $1581 $-1 $873 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1218 face $1582 -1 -1 $-1 $1583 $1584 $43 $-1 $1585 forward single F T -19.544115197854389 -0.010731860109899488 -0.0045895633709867748 1.5747006574895461 # -1219 loop $-1 -1 -1 $-1 $-1 $1586 $873 F unknown # -1220 plane-surface $-1 -1 -1 $-1 -17.049999999999994 10.450000000000001 0 -0.99965732497555737 0 0.026176948307873212 26.176948307873214 0 999.65732497555746 forward_v I I I I # -1221 coedge $-1 -1 -1 $-1 $1587 $1588 $-1 $1589 reversed $874 $-1 # -1222 coedge $-1 -1 -1 $-1 $1590 $876 $877 $1227 forward $566 $-1 # -1223 coedge $-1 -1 -1 $-1 $876 $1590 $1588 $1591 forward $566 $-1 # -1224 coedge $-1 -1 -1 $-1 $1592 $885 $876 $1225 reversed $887 $-1 # -1225 edge $-1 -1 -1 $-1 $1593 1 $1594 0 $1224 $1595 forward @7 unknown F # -1226 coedge $-1 -1 -1 $-1 $878 $877 $885 $1240 reversed $344 $-1 # -1227 edge $-1 -1 -1 $-1 $1594 -0.019527110889664169 $1228 -1.7457056961911322e-05 $877 $1596 forward @7 unknown F # -1228 vertex $-1 -1 -1 $-1 $1227 $1597 # -1229 vertex $-1 -1 -1 $-1 $879 $1598 # -1230 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 37 full nurbs 3 open 2 0.58771560753960761 3 2.1589687850915507 3 -6.6602354822760006 -9.9393745294008529 19.5 1 -6.0741476280289435 -9.9393745294008511 19.5 0.80463016107069341 -5.6596262338997594 -9.5247741957082859 19.5 0.80463016107069341 -5.6596262338997567 -8.9385747295638218 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1231 coedge $-1 -1 -1 $-1 $883 $880 $-1 $1599 forward $215 $-1 # -1232 edge $-1 -1 -1 $-1 $1600 1 $1236 0 $880 $1601 forward @7 unknown F # -1233 coedge $-1 -1 -1 $-1 $1602 $881 $886 $1242 reversed $1235 $-1 # -1234 coedge $-1 -1 -1 $-1 $881 $1602 $-1 $1603 reversed $1235 $-1 # -1235 loop $-1 -1 -1 $-1 $-1 $1233 $926 F unknown # -1236 vertex $-1 -1 -1 $-1 $1603 $1604 # -1237 straight-curve $-1 -1 -1 $-1 -6.0208998176907711 -5.1962117828920409 -1.1973497535941133 17.006613252485707 -224.57574707468291 974.30822070406873 I I # -1238 edge $-1 -1 -1 $-1 $1229 1 $1605 0 $883 $1606 forward @7 unknown F # -1239 straight-curve $-1 -1 -1 $-1 -6.0004569899367679 -9.449885772098181 -0.026180935943047226 -17.446427754125811 -26.172964163168864 -999.50517662768186 I I # -1240 edge $-1 -1 -1 $-1 $889 4.1242165220880338 $1594 5.695469699639979 $1226 $1607 forward @7 unknown F # -1241 coedge $-1 -1 -1 $-1 $886 $1608 $1609 $1610 reversed $887 $-1 # -1242 edge $-1 -1 -1 $-1 $1611 6.2095365995258609 $888 7.7764129621525999 $1233 $1612 forward @7 unknown F # -1243 coedge $-1 -1 -1 $-1 $1608 $1613 $1614 $1615 reversed $887 $-1 # -1244 point $-1 -1 -1 $-1 -6 -5.4721980772792236 0 # -1245 point $-1 -1 -1 $-1 -6 -9.4492002001629682 0 # -1246 ellipse-curve $-1 -1 -1 $-1 9.9999999999999982 1.8000000000000005 3.2000000000000002 0 0 1 2.2499999999999969 0 0 1 I I # -1247 coedge $-1 -1 -1 $-1 $893 $892 $1616 $1617 forward $894 $-1 # -1248 edge $-1 -1 -1 $-1 $1618 -1.5707963267948948 $895 0 $893 $1619 forward @7 unknown F # -1249 face $1620 -1 -1 $-1 $1621 $894 $43 $-1 $1622 reversed single F T 0 1.4222222222222243 -1.5707963267948948 0 # -1250 point $-1 -1 -1 $-1 12.249999999999995 1.8000000000000005 3.2000000000000002 # -1251 coedge $-1 -1 -1 $-1 $898 $897 $1623 $1624 reversed $899 $-1 # -1252 edge $-1 -1 -1 $-1 $900 1 $1625 0 $897 $1626 forward @7 unknown F # -1253 face $1627 -1 -1 $-1 $1628 $899 $43 $-1 $1629 reversed single F F # -1254 point $-1 -1 -1 $-1 9.9999999999999982 4.0499999999999989 3.2000000000000002 # -1255 coedge $-1 -1 -1 $-1 $1623 $1630 $902 $1256 reversed $1631 $-1 # -1256 edge $-1 -1 -1 $-1 $1257 1.5707963267948966 $1632 4.7123889803846879 $1255 $1633 forward @7 unknown F # -1257 vertex $-1 -1 -1 $-1 $903 $1634 # -1258 straight-curve $-1 -1 -1 $-1 8 4.0499999999999989 0 -1000 -0 -0 I I # -1259 coedge $-1 -1 -1 $-1 $1635 $1616 $904 $1260 reversed $1636 $-1 # -1260 edge $-1 -1 -1 $-1 $1632 1 $1261 0 $904 $1637 forward @7 unknown F # -1261 vertex $-1 -1 -1 $-1 $1260 $1638 # -1262 ellipse-curve $-1 -1 -1 $-1 9.9999999999999982 1.8000000000000005 0 0 0 1 2.2499999999999969 0 0 1 I I # -1263 coedge $-1 -1 -1 $-1 $921 $1639 $909 $1264 reversed $1282 $-1 # -1264 edge $-1 -1 -1 $-1 $923 0 $1265 0.0032000000000000002 $1263 $1640 forward @7 unknown F # -1265 vertex $-1 -1 -1 $-1 $1641 $1642 # -1266 ellipse-curve $-1 -1 -1 $-1 -7.9999999999999964 1.799999999999998 3.2000000000000002 0 0 1 -2.2499999999999969 0 0 1 I I # -1267 integer_attrib-name_attrib-gen-attrib $-1 -1 $1643 $-1 $911 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1268 face $1644 -1 -1 $-1 $599 $1282 $43 $-1 $1645 reversed single F F # -1269 cone-surface $-1 -1 -1 $-1 -7.9999999999999964 1.799999999999998 0 0 0 1 2.2499999999999969 0 0 1 I I 0 1 2.2499999999999969 forward I I I I # -1270 coedge $-1 -1 -1 $-1 $1646 $917 $913 $1271 forward $1277 $-1 # -1271 edge $-1 -1 -1 $-1 $919 0 $1272 0.0032000000000000002 $913 $1647 forward @7 unknown F # -1272 vertex $-1 -1 -1 $-1 $914 $1648 # -1273 straight-curve $-1 -1 -1 $-1 -8 4.0499999999999972 3.2000000000000002 -1000 -4.3368086899420213e-13 0 I I # -1274 integer_attrib-name_attrib-gen-attrib $-1 -1 $1649 $-1 $915 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1275 plane-surface $-1 -1 -1 $-1 -8 4.0499999999999972 0 -4.3368086899420217e-16 1 0 -1000 -4.3368086899420218e-13 0 forward_v I I I I # -1276 coedge $-1 -1 -1 $-1 $917 $1646 $1281 $1650 reversed $1277 $-1 # -1277 loop $-1 -1 -1 $-1 $-1 $1646 $1628 F unknown # -1278 vertex $-1 -1 -1 $-1 $922 $1651 # -1279 ellipse-curve $-1 -1 -1 $-1 -9.9999999999999947 1.799999999999998 0 0 0 1 -2.2499999999999969 0 0 1 I I # -1280 point $-1 -1 -1 $-1 -9.9999999999999982 4.0499999999999963 0 # -1281 coedge $-1 -1 -1 $-1 $1639 $921 $1276 $1650 forward $1282 $-1 # -1282 loop $-1 -1 -1 $-1 $-1 $1639 $1268 F unknown # -1283 straight-curve $-1 -1 -1 $-1 -7.9999999999999929 -0.44999999999999718 0 1000 5.4210108624275083e-14 0 I I # -1284 point $-1 -1 -1 $-1 -7.9999999999999929 -0.44999999999999718 0 # -1285 rgb_color-st-attrib $-1 -1 $-1 $925 $599 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1286 integer_attrib-name_attrib-gen-attrib $-1 -1 $1652 $-1 $926 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1287 cone-surface $-1 -1 -1 $-1 -5.0072348737640624 -5.3786713307774621 -0.42321250813726607 -0.017006613252485706 0.22457574707468297 -0.97430822070406886 0 0.97444914837073204 0.22460823056948653 1 I I 0 1 1.0000000000000002 forward I I I I # -1288 coedge $-1 -1 -1 $-1 $931 $930 $929 $1289 forward $365 $-1 # -1289 edge $-1 -1 -1 $-1 $1653 -0.01583700734183106 $1654 -1.3079508575160868e-05 $1288 $1655 forward @7 unknown F # -1290 edge $-1 -1 -1 $-1 $1293 1 $1653 0 $930 $1656 forward @7 unknown F # -1291 edge $-1 -1 -1 $-1 $1654 1 $1292 0 $931 $1657 forward @7 unknown F # -1292 vertex $-1 -1 -1 $-1 $932 $1658 # -1293 vertex $-1 -1 -1 $-1 $932 $1659 # -1294 straight-curve $-1 -1 -1 $-1 -13.765450379382406 -6.6656217168946315 3.2130705491377989 26.167984264979395 26.167984264979399 -999.31500198837 I I # -1295 straight-curve $-1 -1 -1 $-1 13.265279452520051 7.1778583420347628 3.6869115258460634 1000 0 0 I I # -1296 straight-curve $-1 -1 -1 $-1 -17.049999999999994 7.5919386365855726 19.5 -1000 0 0 I I # -1297 edge $-1 -1 -1 $-1 $1654 2.3565371065305145 $937 3.9266482006490753 $935 $1660 forward @7 unknown F # -1298 edge $-1 -1 -1 $-1 $1653 4.4452289071905605e-18 $938 1.5701110941185625 $936 $1661 forward @7 unknown F # -1299 point $-1 -1 -1 $-1 -13.692109974097786 7.5919386365855726 19.5 # -1300 point $-1 -1 -1 $-1 -13.278029679546977 7.1778583420347628 3.6869115258460634 # -1301 rgb_color-st-attrib $-1 -1 $-1 $951 $632 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1302 integer_attrib-name_attrib-gen-attrib $-1 -1 $1662 $-1 $952 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1303 face $1663 -1 -1 $-1 $1664 $1665 $49 $-1 $1666 forward single F T -19.544115197854477 -0.010731860109628929 -0.0045895633709618295 1.5747006574895051 # -1304 loop $-1 -1 -1 $-1 $-1 $1667 $952 F unknown # -1305 plane-surface $-1 -1 -1 $-1 -367.05000000000001 10.450000000000001 0 -0.99965732497555737 0 0.026176948307873212 26.176948307873214 0 999.65732497555746 forward_v I I I I # -1306 coedge $-1 -1 -1 $-1 $1668 $1669 $-1 $1670 reversed $953 $-1 # -1307 coedge $-1 -1 -1 $-1 $1671 $955 $956 $1312 forward $633 $-1 # -1308 coedge $-1 -1 -1 $-1 $955 $1671 $1669 $1672 forward $633 $-1 # -1309 coedge $-1 -1 -1 $-1 $1673 $964 $955 $1310 reversed $966 $-1 # -1310 edge $-1 -1 -1 $-1 $1674 1 $1675 0 $955 $1676 forward @7 unknown F # -1311 coedge $-1 -1 -1 $-1 $957 $956 $964 $1325 reversed $387 $-1 # -1312 edge $-1 -1 -1 $-1 $1675 -0.019527110889664169 $1313 -1.7457056961912003e-05 $956 $1677 forward @7 unknown F # -1313 vertex $-1 -1 -1 $-1 $1312 $1678 # -1314 vertex $-1 -1 -1 $-1 $958 $1679 # -1315 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 38 full nurbs 3 open 2 0.58771560753959551 3 2.1589687850915507 3 -356.66023548227599 -9.9393745294008529 19.5 1 -356.07414762802887 -9.9393745294008564 19.500000000000004 0.80463016107069063 -355.65962623389976 -9.524774195708293 19.500000000000004 0.80463016107069063 -355.65962623389976 -8.9385747295638218 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1316 coedge $-1 -1 -1 $-1 $962 $959 $-1 $1680 forward $238 $-1 # -1317 edge $-1 -1 -1 $-1 $1681 1 $1321 0 $959 $1682 forward @7 unknown F # -1318 coedge $-1 -1 -1 $-1 $1683 $960 $965 $1327 reversed $1320 $-1 # -1319 coedge $-1 -1 -1 $-1 $960 $1683 $-1 $1684 reversed $1320 $-1 # -1320 loop $-1 -1 -1 $-1 $-1 $1318 $1005 F unknown # -1321 vertex $-1 -1 -1 $-1 $1684 $1685 # -1322 straight-curve $-1 -1 -1 $-1 -356.02089981769075 -5.1962117828920409 -1.1973497535941133 17.006613252485707 -224.57574707468291 974.30822070406873 I I # -1323 edge $-1 -1 -1 $-1 $1314 1 $1686 0 $962 $1687 forward @7 unknown F # -1324 straight-curve $-1 -1 -1 $-1 -356.00045698993677 -9.449885772098181 -0.026180935943047226 -17.446427754125811 -26.172964163168864 -999.50517662768186 I I # -1325 edge $-1 -1 -1 $-1 $968 4.1242165220880338 $1675 5.6954696996399905 $964 $1688 forward @7 unknown F # -1326 coedge $-1 -1 -1 $-1 $965 $1689 $1690 $1691 reversed $966 $-1 # -1327 edge $-1 -1 -1 $-1 $1692 6.2095365995258396 $967 7.7764129621525999 $965 $1693 forward @7 unknown F # -1328 coedge $-1 -1 -1 $-1 $1689 $1694 $1695 $1696 reversed $966 $-1 # -1329 point $-1 -1 -1 $-1 -356 -5.4721980772792236 0 # -1330 point $-1 -1 -1 $-1 -356 -9.4492002001629682 0 # -1331 ellipse-curve $-1 -1 -1 $-1 -339.99999999999994 1.8000000000000005 3.2000000000000002 0 0 1 2.2499999999999742 0 0 1 I I # -1332 coedge $-1 -1 -1 $-1 $972 $971 $1697 $1698 forward $973 $-1 # -1333 edge $-1 -1 -1 $-1 $1699 -1.5707963267948966 $974 0 $972 $1700 forward @7 unknown F # -1334 face $1701 -1 -1 $-1 $1702 $973 $49 $-1 $1703 reversed single F T 0 1.4222222222222385 -1.5707963267948966 0 # -1335 point $-1 -1 -1 $-1 -337.75 1.8000000000000005 3.2000000000000002 # -1336 coedge $-1 -1 -1 $-1 $977 $976 $1704 $1705 reversed $978 $-1 # -1337 edge $-1 -1 -1 $-1 $979 1 $1706 0 $976 $1707 forward @7 unknown F # -1338 face $1708 -1 -1 $-1 $1709 $978 $49 $-1 $1710 reversed single F F # -1339 point $-1 -1 -1 $-1 -339.99999999999994 4.0499999999999989 3.2000000000000002 # -1340 coedge $-1 -1 -1 $-1 $1704 $1711 $981 $1341 reversed $1712 $-1 # -1341 edge $-1 -1 -1 $-1 $1342 1.5707963267948966 $1713 4.7123889803846897 $981 $1714 forward @7 unknown F # -1342 vertex $-1 -1 -1 $-1 $982 $1715 # -1343 straight-curve $-1 -1 -1 $-1 -341.99999999999994 4.0499999999999989 0 -1000 -0 -0 I I # -1344 coedge $-1 -1 -1 $-1 $1716 $1697 $983 $1345 reversed $1717 $-1 # -1345 edge $-1 -1 -1 $-1 $1713 1 $1346 0 $983 $1718 forward @7 unknown F # -1346 vertex $-1 -1 -1 $-1 $1345 $1719 # -1347 ellipse-curve $-1 -1 -1 $-1 -339.99999999999994 1.8000000000000005 0 0 0 1 2.2499999999999742 0 0 1 I I # -1348 coedge $-1 -1 -1 $-1 $1000 $1720 $988 $1349 reversed $1367 $-1 # -1349 edge $-1 -1 -1 $-1 $1002 0 $1350 0.0032000000000000002 $988 $1721 forward @7 unknown F # -1350 vertex $-1 -1 -1 $-1 $1722 $1723 # -1351 ellipse-curve $-1 -1 -1 $-1 -358 1.799999999999998 3.2000000000000002 0 0 1 -2.2499999999999742 0 0 1 I I # -1352 integer_attrib-name_attrib-gen-attrib $-1 -1 $1724 $-1 $990 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1353 face $1725 -1 -1 $-1 $666 $1367 $49 $-1 $1726 reversed single F F # -1354 cone-surface $-1 -1 -1 $-1 -358 1.799999999999998 0 0 0 1 2.2499999999999742 0 0 1 I I 0 1 2.2499999999999742 forward I I I I # -1355 coedge $-1 -1 -1 $-1 $1727 $996 $992 $1356 forward $1362 $-1 # -1356 edge $-1 -1 -1 $-1 $998 0 $1357 0.0032000000000000002 $992 $1728 forward @7 unknown F # -1357 vertex $-1 -1 -1 $-1 $993 $1729 # -1358 straight-curve $-1 -1 -1 $-1 -358 4.0499999999999972 3.2000000000000002 -1000 -4.3368086899420213e-13 0 I I # -1359 integer_attrib-name_attrib-gen-attrib $-1 -1 $1730 $-1 $994 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1360 plane-surface $-1 -1 -1 $-1 -358 4.0499999999999972 0 -4.3368086899420217e-16 1 0 -1000 -4.3368086899420218e-13 0 forward_v I I I I # -1361 coedge $-1 -1 -1 $-1 $996 $1727 $1366 $1731 reversed $1362 $-1 # -1362 loop $-1 -1 -1 $-1 $-1 $1727 $1709 F unknown # -1363 vertex $-1 -1 -1 $-1 $1001 $1732 # -1364 ellipse-curve $-1 -1 -1 $-1 -360 1.799999999999998 0 0 0 1 -2.2499999999999742 0 0 1 I I # -1365 point $-1 -1 -1 $-1 -360 4.0499999999999963 0 # -1366 coedge $-1 -1 -1 $-1 $1720 $1000 $1361 $1731 forward $1367 $-1 # -1367 loop $-1 -1 -1 $-1 $-1 $1720 $1353 F unknown # -1368 straight-curve $-1 -1 -1 $-1 -358 -0.44999999999999718 0 1000 5.4210108624275083e-14 0 I I # -1369 point $-1 -1 -1 $-1 -358 -0.44999999999999718 0 # -1370 rgb_color-st-attrib $-1 -1 $-1 $1004 $666 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1371 integer_attrib-name_attrib-gen-attrib $-1 -1 $1733 $-1 $1005 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1372 cone-surface $-1 -1 -1 $-1 -355.00723487376405 -5.3786713307774621 -0.42321250813726607 -0.017006613252485706 0.22457574707468297 -0.97430822070406886 0 0.97444914837073204 0.22460823056948653 1 I I 0 1 1.0000000000000002 forward I I I I # -1373 coedge $-1 -1 -1 $-1 $1010 $1009 $1008 $1374 forward $408 $-1 # -1374 edge $-1 -1 -1 $-1 $1734 -0.01583700734183106 $1735 -1.3079508575159194e-05 $1373 $1736 forward @7 unknown F # -1375 edge $-1 -1 -1 $-1 $1378 1 $1734 0 $1009 $1737 forward @7 unknown F # -1376 edge $-1 -1 -1 $-1 $1735 1 $1377 0 $1010 $1738 forward @7 unknown F # -1377 vertex $-1 -1 -1 $-1 $1011 $1739 # -1378 vertex $-1 -1 -1 $-1 $1011 $1740 # -1379 straight-curve $-1 -1 -1 $-1 -363.7654503793824 -6.6656217168946315 3.2130705491377989 26.167984264979395 26.167984264979399 -999.31500198837 I I # -1380 straight-curve $-1 -1 -1 $-1 -336.73472054747992 7.1778583420347628 3.6869115258460634 1000 0 0 I I # -1381 straight-curve $-1 -1 -1 $-1 -367.05000000000001 7.5919386365855726 19.5 -1000 0 0 I I # -1382 edge $-1 -1 -1 $-1 $1735 2.3565371065305145 $1016 3.9266482006490784 $1014 $1741 forward @7 unknown F # -1383 edge $-1 -1 -1 $-1 $1734 1.3335686721572949e-17 $1017 1.570111094118559 $1015 $1742 forward @7 unknown F # -1384 point $-1 -1 -1 $-1 -363.69210997409778 7.5919386365855726 19.5 # -1385 point $-1 -1 -1 $-1 -363.27802967954699 7.1778583420347628 3.6869115258460634 # -1386 rgb_color-st-attrib $-1 -1 $-1 $1035 $708 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1387 integer_attrib-name_attrib-gen-attrib $-1 -1 $1743 $-1 $1036 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -1388 plane-surface $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 7.75 -0.86602540378443926 0 0.49999999999999917 499.99999999999915 0 866.02540378443928 forward_v I I I I # -1389 coedge $-1 -1 -1 $-1 $1744 $1745 $1056 $1407 reversed $1037 $-1 # -1390 coedge $-1 -1 -1 $-1 $1746 $1039 $1041 $1395 reversed $709 $-1 # -1391 coedge $-1 -1 -1 $-1 $1039 $1746 $1744 $1747 forward $709 $-1 # -1392 coedge $-1 -1 -1 $-1 $1056 $1042 $1039 $1393 reversed $721 $-1 # -1393 edge $-1 -1 -1 $-1 $1748 1 $1396 0 $1392 $1749 forward @7 unknown F # -1394 coedge $-1 -1 -1 $-1 $1041 $1040 $-1 $1750 reversed $439 $-1 # -1395 edge $-1 -1 -1 $-1 $1751 1 $1396 0 $1041 $1752 forward @7 unknown F # -1396 vertex $-1 -1 -1 $-1 $1043 $1753 # -1397 straight-curve $-1 -1 -1 $-1 -349.27831216351296 -11.660112618458747 5.2499999999999991 499.99999999999966 0 866.02540378443939 I I # -1398 edge $-1 -1 -1 $-1 $1054 1 $1399 0 $1044 $1754 forward @7 unknown F # -1399 vertex $-1 -1 -1 $-1 $1045 $1755 # -1400 straight-curve $-1 -1 -1 $-1 -348.55662432702587 -7.6601126184587471 6.5 -0 -1000 -0 I I # -1401 point $-1 -1 -1 $-1 -348.55662432702587 -11.660112618458747 6.5 # -1402 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 7.75 1000 0 0 I I # -1403 coedge $-1 -1 -1 $-1 $1050 $1049 $1745 $1756 reversed $1051 $-1 # -1404 edge $-1 -1 -1 $-1 $1052 1 $1757 0 $1050 $1758 forward @7 unknown F # -1405 point $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 7.75 # -1406 point $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 7.75 # -1407 edge $-1 -1 -1 $-1 $1748 1 $1408 0 $1389 $1759 forward @7 unknown F # -1408 vertex $-1 -1 -1 $-1 $1057 $1760 # -1409 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -11.660112618458747 7.75 -499.99999999999909 0 -866.02540378443928 I I # -1410 ellipse-curve $-1 -1 -1 $-1 -350 -11.239988095532919 6.5 -0 -1 -0 0 0 -2.4500000000000015 1 I I # -1411 integer_attrib-name_attrib-gen-attrib $-1 -1 $1761 $-1 $1062 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-1-surface1 0 # -1412 cone-surface $-1 -1 -1 $-1 -350 -11.660112618458747 6.5 0 1 0 0 0 1.8500000000000001 1 I I 0.81915204428899091 0.57357643635104738 1.8500000000000001 forward I I I I # -1413 rgb_color-st-attrib $-1 -1 $-1 $1066 $734 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1414 rgb_color-st-attrib $-1 -1 $-1 $1069 $739 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1415 integer_attrib-name_attrib-gen-attrib $-1 -1 $1762 $-1 $1070 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -1416 plane-surface $-1 -1 -1 $-1 -0.72168783648703183 -7.6601126184587462 7.75 -0.86602540378443926 0 0.49999999999999917 499.99999999999915 0 866.02540378443928 forward_v I I I I # -1417 coedge $-1 -1 -1 $-1 $1763 $1764 $1090 $1435 reversed $1071 $-1 # -1418 coedge $-1 -1 -1 $-1 $1765 $1073 $1075 $1423 reversed $740 $-1 # -1419 coedge $-1 -1 -1 $-1 $1073 $1765 $1763 $1766 forward $740 $-1 # -1420 coedge $-1 -1 -1 $-1 $1090 $1076 $1073 $1421 reversed $752 $-1 # -1421 edge $-1 -1 -1 $-1 $1767 1 $1424 0 $1073 $1768 forward @7 unknown F # -1422 coedge $-1 -1 -1 $-1 $1075 $1074 $-1 $1769 reversed $459 $-1 # -1423 edge $-1 -1 -1 $-1 $1770 1 $1424 0 $1075 $1771 forward @7 unknown F # -1424 vertex $-1 -1 -1 $-1 $1077 $1772 # -1425 straight-curve $-1 -1 -1 $-1 0.72168783648703272 -11.660112618458747 5.2499999999999991 499.99999999999966 0 866.02540378443939 I I # -1426 edge $-1 -1 -1 $-1 $1088 1 $1427 0 $1078 $1773 forward @7 unknown F # -1427 vertex $-1 -1 -1 $-1 $1079 $1774 # -1428 straight-curve $-1 -1 -1 $-1 1.4433756729740639 -7.6601126184587462 6.5 -0 -1000 -0 I I # -1429 point $-1 -1 -1 $-1 1.4433756729740639 -11.660112618458747 6.5 # -1430 straight-curve $-1 -1 -1 $-1 -0.72168783648703183 -7.6601126184587462 7.75 1000 0 0 I I # -1431 coedge $-1 -1 -1 $-1 $1084 $1083 $1764 $1775 reversed $1085 $-1 # -1432 edge $-1 -1 -1 $-1 $1086 1 $1776 0 $1084 $1777 forward @7 unknown F # -1433 point $-1 -1 -1 $-1 -0.72168783648703183 -7.6601126184587462 7.75 # -1434 point $-1 -1 -1 $-1 0.7216878364870325 -7.6601126184587462 7.75 # -1435 edge $-1 -1 -1 $-1 $1767 1 $1436 0 $1090 $1778 forward @7 unknown F # -1436 vertex $-1 -1 -1 $-1 $1091 $1779 # -1437 straight-curve $-1 -1 -1 $-1 -0.72168783648703183 -11.660112618458747 7.75 -499.99999999999909 0 -866.02540378443928 I I # -1438 ellipse-curve $-1 -1 -1 $-1 3.6082248300317588e-16 -11.239988095532917 6.5 -0 -1 -0 0 0 -2.4500000000000015 1 I I # -1439 integer_attrib-name_attrib-gen-attrib $-1 -1 $1780 $-1 $1096 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @23 GSC M5 X 0.8-2-surface1 0 # -1440 cone-surface $-1 -1 -1 $-1 3.6082248300317588e-16 -11.660112618458747 6.5 0 1 0 0 0 1.8500000000000001 1 I I 0.81915204428899091 0.57357643635104738 1.8500000000000001 forward I I I I # -1441 rgb_color-st-attrib $-1 -1 $-1 $1100 $765 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1442 rgb_color-st-attrib $-1 -1 $-1 $1103 $770 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1443 integer_attrib-name_attrib-gen-attrib $-1 -1 $1781 $-1 $1104 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1444 face $1782 -1 -1 $-1 $1783 $1784 $37 $-1 $1785 forward single F F # -1445 loop $-1 -1 -1 $-1 $-1 $1786 $1104 F unknown # -1446 plane-surface $-1 -1 -1 $-1 18.854767628205121 1.25 69.700000000000017 -0.82435363288461827 0.56607516104306521 0 -566.07516104306524 -824.35363288461826 0 forward_v I I I I # -1447 coedge $-1 -1 -1 $-1 $1787 $1788 $1789 $1790 reversed $1105 $-1 # -1448 coedge $-1 -1 -1 $-1 $1791 $1107 $1109 $1454 reversed $771 $-1 # -1449 coedge $-1 -1 -1 $-1 $1107 $1791 $-1 $1792 forward $771 $-1 # -1450 coedge $-1 -1 -1 $-1 $1793 $1110 $1107 $1451 forward $1456 $-1 # -1451 edge $-1 -1 -1 $-1 $1458 0 $1794 0.0014024722405441474 $1107 $1795 forward @7 unknown F # -1452 coedge $-1 -1 -1 $-1 $1109 $1108 $1796 $1797 forward $479 $-1 # -1453 edge $-1 -1 -1 $-1 $1798 0 $1457 0.00029999999999998295 $1108 $1799 forward @7 unknown F # -1454 edge $-1 -1 -1 $-1 $1800 0 $1458 0.00029999999999998295 $1109 $1801 forward @7 unknown F # -1455 coedge $-1 -1 -1 $-1 $1110 $1802 $-1 $1803 forward $1456 $-1 # -1456 loop $-1 -1 -1 $-1 $-1 $1802 $1804 F unknown # -1457 vertex $-1 -1 -1 $-1 $1803 $1805 # -1458 vertex $-1 -1 -1 $-1 $1111 $1806 # -1459 straight-curve $-1 -1 -1 $-1 16.707331730769226 -1.25 70 566.19015090980201 824.27465872288928 0 I I # -1460 tedge-edge $-1 -1 -1 $-1 $1119 1.7040954328532715e-17 $1464 0.0011226492396442191 $1112 $1807 forward @7 unknown F 0.0002854611050523501 # -1461 pcurve $-1 -1 -1 $-1 0 reversed { exppc 39 nubs 5 open 11 1.7040954328532715e-17 5 0.00016037846280633162 3 0.0002806623099110675 4 0.00032075692561264616 3 0.00048113538841896073 3 0.00056132461982211798 4 0.00064151385122527529 3 0.00080189231403158992 3 0.00084198692973316846 4 0.00096227077683790443 3 0.0011226492396442191 5 -96.669971415135009 1.5704917402996652 -96.614803889558658 1.5369909645843647 -96.559898140457406 1.5033552566531463 -96.505259113513944 1.4695169673389772 -96.410116235083592 1.4097976605437095 -96.315820485567656 1.348909631758499 -96.275565703055975 1.322560238444394 -96.235470688570786 1.2959132337893282 -96.182226475239005 1.2599288817550871 -96.168932949646546 1.2508938097803586 -96.155658968537082 1.2418192528200773 -96.089396869117451 1.196245909351233 -96.023724218899432 1.1496509263402894 -95.971692417735838 1.1116730469069638 -95.894597801789615 1.0535308542532107 -95.819223225466189 0.99337753631570924 -95.794305616145579 0.97308922493733074 -95.769611390219083 0.9525482274511603 -95.720701973034764 0.91092757809419211 -95.696441279228395 0.88981768895518498 -95.672415984181015 0.86840267600845034 -95.601170447235347 0.8032073352674618 -95.532788410637878 0.73500051049503501 -95.488804124846467 0.68804951618385191 -95.436242280597824 0.62720236137750063 -95.387220877252275 0.56316878479659283 -95.377563387215986 0.55022975397857399 -95.36805786080906 0.53715332778399649 -95.330664301685658 0.48427730301290994 -95.304190788053134 0.44312969421020709 -95.279646116953529 0.40066822321429046 -95.227709286217987 0.2989434504696461 -95.19016329912219 0.19180480463479146 -95.174254165399191 0.12914830470403299 -95.164737412783964 0.065254796064552881 -95.162459706338169 2.220446049250316e-16 1.3791997351657695e-07 2.5583994703315405e-07 cone 3.4990104011236705 -8.306405117585669 -0.052330647759374418 -0.017449749160682721 -0.017449749160682725 -0.99969545988188746 0 0.49992384757819536 -0.0087262032186417749 1 I I 0 1 0.49999999999999967 forward I I I I } 0 0 # -1462 coedge $-1 -1 -1 $-1 $1808 $1113 $1115 $1467 reversed $1144 $-1 # -1463 coedge $-1 -1 -1 $-1 $1113 $1809 $-1 $1810 forward $1144 $-1 # -1464 tvertex-vertex $-1 -1 -1 $-1 $1810 $1811 0 # -1465 straight-curve $-1 -1 -1 $-1 3.4990104011236705 -7.8064812700074739 -0.061056850978016199 -17.449749160682725 -17.449749160682728 -999.69545988188759 I I # -1466 coedge $-1 -1 -1 $-1 $1115 $1129 $1812 $1813 forward $783 $-1 # -1467 edge $-1 -1 -1 $-1 $1814 -0.0035000761524218052 $1116 0.0035000761524218034 $1115 $1815 forward @7 unknown F # -1468 point $-1 -1 -1 $-1 3.5000761524218045 -7.8054155187093404 0 # -1469 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 40 full nurbs 3 open 2 3.847801548957809 3 4.1023063481821005 3 4.842367624984103 -7.4629717413033969 48.259208914333101 1 4.853448718646403 -8.20724677937074 48.8940443450728 0.9946095555243426 4.8660889390707629 -8.8649373749381208 49.618202088188774 0.9946095555243426 4.8800838770381105 -9.4254077940930348 50.419971547363254 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1470 point $-1 -1 -1 $-1 4.842367624984103 -7.4629717413033969 48.259208914333101 # -1471 coedge $-1 -1 -1 $-1 $1122 $1121 $1816 $1817 reversed $1123 $-1 # -1472 edge $-1 -1 -1 $-1 $1818 -3.1415926535897931 $1124 -1.5711009132900577 $1121 $1819 forward @7 unknown F # -1473 face $1820 -1 -1 $-1 $-1 $1123 $37 $-1 $1821 reversed single F T -0.37147618206499278 100.51100576884811 -3.1461848798380214 -1.5665086870418297 # -1474 point $-1 -1 -1 $-1 4.8800838770381105 -9.4254077940930348 50.419971547363254 # -1475 coedge $-1 -1 -1 $-1 $1822 $1126 $1823 $1824 forward $783 $-1 # -1476 coedge $-1 -1 -1 $-1 $1816 $1825 $1126 $1477 reversed $1826 $-1 # -1477 edge $-1 -1 -1 $-1 $1478 0.0044999238475781954 $1827 0.017805491671131154 $1126 $1828 forward @7 unknown F # -1478 vertex $-1 -1 -1 $-1 $1127 $1829 # -1479 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 41 full nurbs 3 open 2 2.3563467834399257 3 3.9268385237396606 3 4 -10.305491671131145 0 1 4 -10.598358751289403 0 0.80480964038278557 4.2070567674199415 -10.805415518709342 0 0.80480964038278557 4.4999238475781951 -10.805415518709342 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1480 coedge $-1 -1 -1 $-1 $1830 $1831 $1150 $1507 reversed $1128 $-1 # -1481 coedge $-1 -1 -1 $-1 $1129 $1832 $1833 $1834 forward $783 $-1 # -1482 coedge $-1 -1 -1 $-1 $1835 $1836 $1129 $1483 reversed $1837 $-1 # -1483 edge $-1 -1 -1 $-1 $1838 -0.010305491671131145 $1839 -0.0083053393662875369 $1129 $1840 forward @7 unknown F # -1484 integer_attrib-name_attrib-gen-attrib $-1 -1 $1841 $-1 $1130 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1485 plane-surface $-1 -1 -1 $-1 0 0 0 0 0 1 1000 0 0 forward_v I I I I # -1486 ellipse-curve $-1 -1 -1 $-1 5.0000000000000009 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I # -1487 coedge $-1 -1 -1 $-1 $1842 $1843 $-1 $1844 forward $1135 $-1 # -1488 integer_attrib-name_attrib-gen-attrib $-1 -1 $1845 $-1 $1136 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1489 cone-surface $-1 -1 -1 $-1 -44 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I 0 1 8.1000000000000032 forward I I I I # -1490 coedge $-1 -1 -1 $-1 $1846 $1140 $-1 $1847 forward $796 $-1 # -1491 coedge $-1 -1 -1 $-1 $1140 $1846 $1848 $1849 forward $796 $-1 # -1492 coedge $-1 -1 -1 $-1 $1850 $1851 $1140 $1493 reversed $1852 $-1 # -1493 edge $-1 -1 -1 $-1 $1853 -0.070101687946760277 $1854 -0.00020035619323867984 $1140 $1855 forward @7 unknown F # -1494 rgb_color-st-attrib $-1 -1 $-1 $1141 $797 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1495 integer_attrib-name_attrib-gen-attrib $-1 -1 $1856 $-1 $1142 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1496 face $1857 -1 -1 $-1 $1858 $1859 $37 $-1 $1860 forward single F F # -1497 loop $-1 -1 -1 $-1 $-1 $1861 $1142 F unknown # -1498 cone-surface $-1 -1 -1 $-1 -18.000057114406985 10.500057114406992 69.982547095137605 -0.004363267749977741 0.0043632677499777402 -0.99998096171331385 -1.9999809614414701 0 0.0087266185694878651 1 I I 0 1 2.0000000000000009 forward I I I I # -1499 coedge $-1 -1 -1 $-1 $1862 $1863 $-1 $1864 forward $1144 $-1 # -1500 integer_attrib-name_attrib-gen-attrib $-1 -1 $1865 $-1 $1145 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1501 face $1866 -1 -1 $-1 $1867 $1868 $37 $-1 $1869 forward single F F # -1502 plane-surface $-1 -1 -1 $-1 8.4626484625367381e-16 -7.8054155187093404 0 -1.0840370432431841e-16 0.99984769515639127 -0.01745240643728355 0 17.45240643728355 999.8476951563913 forward_v I I I I # -1503 rgb_color-st-attrib $-1 -1 $-1 $1147 $804 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1504 coedge $-1 -1 -1 $-1 $1150 $1149 $1870 $1871 forward $506 $-1 # -1505 coedge $-1 -1 -1 $-1 $1872 $1873 $1149 $1506 reversed $1874 $-1 # -1506 edge $-1 -1 -1 $-1 $1512 -0.03600047440804556 $1875 4.3633092847628061e-07 $1149 $1876 forward @7 unknown F # -1507 edge $-1 -1 -1 $-1 $1877 0.0016945464039923586 $1511 0.038305453596007635 $1480 $1878 forward @7 unknown F # -1508 coedge $-1 -1 -1 $-1 $1879 $1151 $1831 $1880 reversed $1510 $-1 # -1509 tcoedge-coedge $-1 -1 -1 $-1 $1151 $1879 $1881 $1882 forward $1510 $1883 0 1 F # -1510 loop $-1 -1 -1 $-1 $-1 $1879 $1884 F unknown # -1511 vertex $-1 -1 -1 $-1 $1507 $1885 # -1512 tvertex-vertex $-1 -1 -1 $-1 $1152 $1886 8.1286935220464286e-12 # -1513 straight-curve $-1 -1 -1 $-1 17.999295590188673 -12.499276551630135 70.165801100940513 -4.3632677499777399 4.363267749977739 999.98096171331383 I I # -1514 edge $-1 -1 -1 $-1 $1515 1 $1517 0 $1154 $1887 forward @7 unknown F # -1515 vertex $-1 -1 -1 $-1 $1155 $1888 # -1516 straight-curve $-1 -1 -1 $-1 4.6610576923076934 0.96153846153846134 69.700000000000017 0 0 1000 I I # -1517 vertex $-1 -1 -1 $-1 $1514 $1889 # -1518 straight-curve $-1 -1 -1 $-1 4.0641025641025657 0.96153846153846134 69.700000000000017 0 0 1000 I I # -1519 rgb_color-st-attrib $-1 -1 $-1 $1164 $831 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1520 integer_attrib-name_attrib-gen-attrib $-1 -1 $1890 $-1 $1165 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1521 face $1891 -1 -1 $-1 $1892 $1893 $41 $-1 $1894 forward single F F # -1522 loop $-1 -1 -1 $-1 $-1 $1895 $1165 F unknown # -1523 plane-surface $-1 -1 -1 $-1 -350 -12.399560796582334 70 0 0.7040147244559376 -0.71018537562331585 1000 0 0 forward_v I I I I # -1524 coedge $-1 -1 -1 $-1 $1896 $1897 $-1 $1898 forward $1166 $1899 # -1525 coedge $-1 -1 -1 $-1 $1900 $1168 $1901 $1902 forward $832 $-1 # -1526 tcoedge-coedge $-1 -1 -1 $-1 $1903 $1904 $1168 $1527 reversed $1893 $1905 -1 -0 F # -1527 tedge-edge $-1 -1 -1 $-1 $1906 0 $1907 1 $1168 $1908 forward @7 unknown F 0.00048948923478023287 # -1528 pcurve $-1 -1 -1 $-1 0 forward { exppc 42 nubs 3 open 8 0 3 0.12499999999999875 2 0.2499999999999975 2 0.50000000000001654 2 0.75000000000003553 2 0.87500000000004541 2 0.93750000000002276 2 1 3 -0.019899560796582283 -0.010500455369487002 -0.019899569117043214 -0.01062395864583879 -0.019887035699454714 -0.010750286694637973 -0.019839104711141031 -0.01099162207554035 -0.019802048041533959 -0.011113538614980907 -0.019660906048492521 -0.011454565627668559 -0.019517263469766122 -0.011669291933806818 -0.019169392307009481 -0.012017363842968925 -0.018954511304703492 -0.01216077490558346 -0.018613565776463281 -0.012302113612988455 -0.018491568854582419 -0.012339042882512202 -0.018310647150342418 -0.012375083866690728 -0.018247751763412257 -0.012384370222957871 -0.018125449661867576 -0.012396453513467114 -0.018063424661830862 -0.01239956503884659 -0.018000455369486967 -0.012399560796582334 0 0 plane -350 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -1529 coedge $-1 -1 -1 $-1 $1170 $1169 $-1 $1909 reversed $533 $1910 # -1530 tcoedge-coedge $-1 -1 -1 $-1 $1174 $1911 $1169 $1531 forward $832 $1912 0 1 F # -1531 tedge-edge $-1 -1 -1 $-1 $1913 0 $1177 1 $1169 $1914 forward @7 unknown F 0.00048948923268266552 # -1532 pcurve $-1 -1 -1 $-1 0 forward { exppc 43 nubs 1 open 2 -1 1 -0 1 0 7.0685739513430752 0 5.4977966630160964 0.001 -1 spline forward { ref 10 } I I I I } 0 0 # -1533 tcoedge-coedge $-1 -1 -1 $-1 $1915 $1916 $1170 $1534 forward $1917 $1918 0 1 F # -1534 tedge-edge $-1 -1 -1 $-1 $1176 0 $1919 1 $1533 $1920 forward @7 unknown F 0.00012679380237777427 # -1535 pcurve $-1 -1 -1 $-1 0 forward { exppc 44 nubs 1 open 2 -1 1 -0 1 1 5.4977966630161159 1 7.0685739513430752 0.001 -1 spline forward { ref 10 } I I I I } 0 0 # -1536 coedge $-1 -1 -1 $-1 $1921 $1172 $1916 $1541 forward $1538 $-1 # -1537 coedge $-1 -1 -1 $-1 $1172 $1921 $1181 $1192 forward $1538 $-1 # -1538 loop $-1 -1 -1 $-1 $-1 $1537 $1922 F unknown # -1539 straight-curve $-1 -1 -1 $-1 -331.99998096144145 12.50043633092848 69.900000951927936 1000 0 0 I I # -1540 straight-curve $-1 -1 -1 $-1 -368.00001903855849 12.399560796582341 70 -1000 0 0 I I # -1541 edge $-1 -1 -1 $-1 $1176 0.0002658052094883579 $1923 0.070167136963009955 $1916 $1924 forward @7 unknown F # -1542 point $-1 -1 -1 $-1 -331.99954463051296 12.50043633092848 69.900000951927936 # -1543 point $-1 -1 -1 $-1 -331.99954463051296 12.399560796582341 70 # -1544 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 45 full nubs 1 open 2 0 1 1 1 -369.89956079658231 10.500455369487009 70 -370.00043633092844 10.500455369487007 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1545 coedge $-1 -1 -1 $-1 $1182 $1181 $1925 $1926 reversed $1183 $-1 # -1546 coedge $-1 -1 -1 $-1 $1927 $1928 $1182 $1547 forward $1929 $-1 # -1547 edge $-1 -1 -1 $-1 $1185 9.1274499489240232e-05 $1930 0.06999260625301082 $1182 $1931 forward @7 unknown F # -1548 face $1932 -1 -1 $-1 $1922 $1183 $41 $-1 $1933 forward single F F # -1549 point $-1 -1 -1 $-1 -370.00043633092844 10.500455369487007 69.900000951927936 # -1550 edge $-1 -1 -1 $-1 $1189 -0.021000474408045533 $1906 4.3633092847450428e-07 $1187 $1934 forward @7 unknown F # -1551 point $-1 -1 -1 $-1 -369.89956079658231 10.500455369487009 70 # -1552 vertex $-1 -1 -1 $-1 $1926 $1935 # -1553 straight-curve $-1 -1 -1 $-1 -368.00005711440696 12.500038075848463 69.991273713707088 4.3632677499777408 -4.363267749977739 999.98096171331383 I I # -1554 loop $-1 -1 -1 $-1 $-1 $1936 $1555 F unknown # -1555 face $1937 -1 -1 $-1 $1938 $1195 $41 $-1 $1939 forward single F F # -1556 ellipse-curve $-1 -1 -1 $-1 -355 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I # -1557 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 46 full nurbs 3 open 2 3.1415926535897931 3 6.2831853071795862 3 -329.97861958097849 -5.9885228478305568e-15 65.100000000000009 1 -329.97861958097849 16.199999999999989 65.100000000000009 0.33333333333333337 -329.9079332976832 16.199999999999989 48.899999999999999 0.33333333333333337 -329.9079332976832 -6.9804867551399129e-15 48.899999999999999 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1558 integer_attrib-name_attrib-gen-attrib $-1 -1 $1940 $-1 $1199 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1559 cone-surface $-1 -1 -1 $-1 -355 -6.9804867551399129e-15 57 1 0 0 0 0 -8.1000000000000032 1 I I 0 1 8.1000000000000032 forward I I I I # -1560 coedge $-1 -1 -1 $-1 $1941 $1942 $1943 $1944 forward $1202 $-1 # -1561 integer_attrib-name_attrib-gen-attrib $-1 -1 $1945 $-1 $1203 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1562 plane-surface $-1 -1 -1 $-1 -350 -7.8054155187093404 0 -1.0840370432431841e-16 0.99984769515639127 -0.01745240643728355 0 17.45240643728355 999.8476951563913 forward_v I I I I # -1563 rgb_color-st-attrib $-1 -1 $-1 $1205 $863 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1564 coedge $-1 -1 -1 $-1 $1208 $1207 $1946 $1947 forward $559 $-1 # -1565 coedge $-1 -1 -1 $-1 $1948 $1895 $1207 $1566 reversed $1522 $-1 # -1566 edge $-1 -1 -1 $-1 $1573 -0.036000474408045532 $1949 4.3633092849404422e-07 $1565 $1950 forward @7 unknown F # -1567 coedge $-1 -1 -1 $-1 $1951 $1952 $1208 $1568 reversed $1953 $-1 # -1568 edge $-1 -1 -1 $-1 $1954 0.0016945464039923763 $1572 0.038305453596007684 $1208 $1955 forward @7 unknown F # -1569 coedge $-1 -1 -1 $-1 $1956 $1209 $1952 $1957 reversed $1571 $-1 # -1570 tcoedge-coedge $-1 -1 -1 $-1 $1209 $1956 $1897 $1958 forward $1571 $1959 0 1 F # -1571 loop $-1 -1 -1 $-1 $-1 $1956 $1938 F unknown # -1572 vertex $-1 -1 -1 $-1 $1568 $1960 # -1573 tvertex-vertex $-1 -1 -1 $-1 $1210 $1961 8.1286865346985317e-12 # -1574 straight-curve $-1 -1 -1 $-1 -332.00070440981131 -12.499276551630135 70.165801100940513 -4.3632677499777399 4.363267749977739 999.98096171331383 I I # -1575 rgb_color-st-attrib $-1 -1 $-1 $1212 $869 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1576 integer_attrib-name_attrib-gen-attrib $-1 -1 $1962 $-1 $1213 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1577 face $1963 -1 -1 $-1 $1964 $1965 $41 $-1 $1966 reversed single F T -134.69892667403067 0.37147618206463218 -0.0045922262478666582 1.5750839665476231 # -1578 loop $-1 -1 -1 $-1 $-1 $1967 $1213 F unknown # -1579 plane-surface $-1 -1 -1 $-1 -368.30541551870931 -5.0807734460504402e-15 0 0.99984769515639127 2.7751348307025504e-16 -0.01745240643728355 -17.45240643728355 0 -999.8476951563913 forward_v I I I I # -1580 coedge $-1 -1 -1 $-1 $1968 $1969 $1970 $1971 reversed $1214 $-1 # -1581 rgb_color-st-attrib $-1 -1 $-1 $1217 $873 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1582 integer_attrib-name_attrib-gen-attrib $-1 -1 $1972 $-1 $1218 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1583 face $1973 -1 -1 $-1 $1974 $1975 $43 $-1 $1976 forward single F F # -1584 loop $-1 -1 -1 $-1 $-1 $1977 $1218 F unknown # -1585 cone-surface $-1 -1 -1 $-1 -16.051027203773611 9.45102720377362 -0.052318046583470813 -0.026167984264979398 0.026167984264979398 -0.99931500198836998 -0.99965732497555793 0 0.026176948307873215 1 I I 0 1 1.0000000000000007 forward I I I I # -1586 coedge $-1 -1 -1 $-1 $1978 $1979 $1980 $1981 forward $1219 $-1 # -1587 coedge $-1 -1 -1 $-1 $1982 $1221 $1978 $1983 reversed $874 $-1 # -1588 coedge $-1 -1 -1 $-1 $1221 $1982 $1223 $1591 reversed $874 $-1 # -1589 edge $-1 -1 -1 $-1 $1984 5.4981297601203059 $1985 7.0682408542388666 $1221 $1986 forward @7 unknown F # -1590 coedge $-1 -1 -1 $-1 $1223 $1222 $-1 $1987 reversed $566 $-1 # -1591 edge $-1 -1 -1 $-1 $1985 -0.019539525634483409 $1593 -2.6159017150331737e-05 $1223 $1988 forward @7 unknown F # -1592 coedge $-1 -1 -1 $-1 $1980 $1224 $1982 $1989 forward $887 $-1 # -1593 vertex $-1 -1 -1 $-1 $1225 $1990 # -1594 vertex $-1 -1 -1 $-1 $1240 $1991 # -1595 straight-curve $-1 -1 -1 $-1 -17.049999999999994 -10.449999999999998 0 1000 0 0 I I # -1596 straight-curve $-1 -1 -1 $-1 -6.6599309189929166 -9.9389176264745931 19.517448418802115 17.446427754125811 26.172964163168864 999.50517662768186 I I # -1597 point $-1 -1 -1 $-1 -6.6602354822760006 -9.9393745294008529 19.5 # -1598 point $-1 -1 -1 $-1 -5.6596262338997567 -8.9385747295638218 19.5 # -1599 edge $-1 -1 -1 $-1 $1600 1 $1605 0 $1231 $1992 forward @7 unknown F # -1600 vertex $-1 -1 -1 $-1 $1232 $1993 # -1601 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 47 full nurbs 3 open 2 4.7123889803846897 3 4.9389299559775042 3 -5.8091950228281295 -7.939374529400852 10.931209821134356 1 -5.811836867315173 -7.939374529400852 10.779858651837175 0.99572783619074556 -5.8144617822136064 -7.9222675444727777 10.629477378021935 0.99572783619074556 -5.8170361253241349 -7.8882728261423161 10.481993359995382 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1602 coedge $-1 -1 -1 $-1 $1234 $1233 $1994 $1995 reversed $1235 $-1 # -1603 edge $-1 -1 -1 $-1 $1236 -1.5668763626267403 $1996 -8.6736173798840324e-18 $1234 $1997 forward @7 unknown F # -1604 point $-1 -1 -1 $-1 -5.8170361253241349 -7.8882728261423161 10.481993359995382 # -1605 vertex $-1 -1 -1 $-1 $1599 $1998 # -1606 straight-curve $-1 -1 -1 $-1 -5.6596262338997567 0 19.5 0 1000 0 I I # -1607 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 48 full nurbs 3 open 2 4.1242165220880338 3 5.695469699639979 3 -6 -9.4492002001629682 0 1 -6.0000000000000009 -10.035399666307432 0 0.80463016107069296 -6.414521394129185 -10.449999999999996 0 0.80463016107069296 -7.0006092483762448 -10.449999999999998 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1608 coedge $-1 -1 -1 $-1 $1241 $1243 $1999 $2000 forward $887 $-1 # -1609 coedge $-1 -1 -1 $-1 $2001 $1994 $1241 $1610 forward $2002 $-1 # -1610 edge $-1 -1 -1 $-1 $1611 1 $2003 0 $1609 $2004 forward @7 unknown F # -1611 vertex $-1 -1 -1 $-1 $1242 $2005 # -1612 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 49 full nurbs 3 open 2 6.2095365995258609 3 7.7764129621525999 3 -5.0037682232040961 -4.4499999999999975 -3.1950897785018322e-17 1 -5.5878200592494327 -4.4499999999999984 0 0.80566089249094897 -6.0000000000000009 -4.8729232119892618 0 0.80566089249094897 -6 -5.4721980772792236 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1613 coedge $-1 -1 -1 $-1 $1243 $2006 $2007 $2008 forward $887 $-1 # -1614 coedge $-1 -1 -1 $-1 $2009 $2010 $1243 $1615 forward $2011 $-1 # -1615 edge $-1 -1 -1 $-1 $2012 1 $2013 0 $1243 $2014 forward @7 unknown F # -1616 coedge $-1 -1 -1 $-1 $1259 $2015 $1247 $1617 reversed $1636 $-1 # -1617 edge $-1 -1 -1 $-1 $1261 0 $1618 0.0032000000000000002 $1616 $2016 forward @7 unknown F # -1618 vertex $-1 -1 -1 $-1 $2017 $2018 # -1619 ellipse-curve $-1 -1 -1 $-1 9.9999999999999982 1.8000000000000005 3.2000000000000002 0 0 1 2.2499999999999969 0 0 1 I I # -1620 integer_attrib-name_attrib-gen-attrib $-1 -1 $2019 $-1 $1249 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1621 face $2020 -1 -1 $-1 $2021 $1636 $43 $-1 $2022 reversed single F F # -1622 cone-surface $-1 -1 -1 $-1 9.9999999999999982 1.8000000000000005 0 0 0 1 2.2499999999999969 0 0 1 I I 0 1 2.2499999999999969 forward I I I I # -1623 coedge $-1 -1 -1 $-1 $2023 $1255 $1251 $1624 forward $1631 $-1 # -1624 edge $-1 -1 -1 $-1 $1257 0 $1625 0.0032000000000000002 $1251 $2024 forward @7 unknown F # -1625 vertex $-1 -1 -1 $-1 $1252 $2025 # -1626 straight-curve $-1 -1 -1 $-1 8 4.0499999999999989 3.2000000000000002 -1000 -0 -0 I I # -1627 integer_attrib-name_attrib-gen-attrib $-1 -1 $2026 $-1 $1253 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1628 face $2027 -1 -1 $-1 $915 $1277 $43 $-1 $2028 reversed single F T 0 1.4222222222222243 1.5707963267948979 4.7123889803846879 # -1629 plane-surface $-1 -1 -1 $-1 8 4.0499999999999989 0 0 1 0 0 0 1000 forward_v I I I I # -1630 coedge $-1 -1 -1 $-1 $1255 $2023 $1635 $2029 reversed $1631 $-1 # -1631 loop $-1 -1 -1 $-1 $-1 $2023 $2021 F unknown # -1632 vertex $-1 -1 -1 $-1 $1256 $2030 # -1633 ellipse-curve $-1 -1 -1 $-1 8 1.8 0 0 0 1 2.2499999999999969 0 0 1 I I # -1634 point $-1 -1 -1 $-1 8 4.0499999999999989 0 # -1635 coedge $-1 -1 -1 $-1 $2015 $1259 $1630 $2029 forward $1636 $-1 # -1636 loop $-1 -1 -1 $-1 $-1 $2015 $1621 F unknown # -1637 straight-curve $-1 -1 -1 $-1 7.9999999999999964 -0.44999999999999524 0 1000 1.8973538018496277e-13 0 I I # -1638 point $-1 -1 -1 $-1 10.000000000000002 -0.44999999999999485 0 # -1639 coedge $-1 -1 -1 $-1 $1263 $1281 $-1 $1641 forward $1282 $-1 # -1640 straight-curve $-1 -1 -1 $-1 -7.9999999999999929 -0.44999999999999718 0 0 0 1000 I I # -1641 edge $-1 -1 -1 $-1 $2031 1 $1265 0 $1639 $2032 forward @7 unknown F # -1642 point $-1 -1 -1 $-1 -7.9999999999999929 -0.44999999999999718 3.2000000000000002 # -1643 rgb_color-st-attrib $-1 -1 $-1 $1267 $911 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1644 integer_attrib-name_attrib-gen-attrib $-1 -1 $2033 $-1 $1268 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1645 plane-surface $-1 -1 -1 $-1 -7.9999999999999929 -0.44999999999999718 0 5.421010862427508e-17 -1 0 1000 5.4210108624275083e-14 0 forward_v I I I I # -1646 coedge $-1 -1 -1 $-1 $1276 $1270 $-1 $2034 forward $1277 $-1 # -1647 straight-curve $-1 -1 -1 $-1 -9.9999999999999982 4.0499999999999963 0 0 0 1000 I I # -1648 point $-1 -1 -1 $-1 -9.9999999999999982 4.0499999999999963 3.2000000000000002 # -1649 rgb_color-st-attrib $-1 -1 $-1 $1274 $915 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1650 edge $-1 -1 -1 $-1 $1278 0 $2031 0.0032000000000000002 $1276 $2035 forward @7 unknown F # -1651 point $-1 -1 -1 $-1 -9.9999999999999982 -0.44999999999999879 0 # -1652 rgb_color-st-attrib $-1 -1 $-1 $1286 $926 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1653 vertex $-1 -1 -1 $-1 $1289 $2036 # -1654 vertex $-1 -1 -1 $-1 $1289 $2037 # -1655 straight-curve $-1 -1 -1 $-1 -14.192280900960153 7.092452238472382 19.513070549137794 -26.167984264979395 26.167984264979399 999.31500198837 I I # -1656 straight-curve $-1 -1 -1 $-1 -13.777858342034754 6.6652794525200463 3.6869115258460634 0 1000 0 I I # -1657 straight-curve $-1 -1 -1 $-1 -14.191938636585565 10.450000000000001 19.5 0 -1000 0 I I # -1658 point $-1 -1 -1 $-1 -14.191938636585565 -7.0921099740977915 19.5 # -1659 point $-1 -1 -1 $-1 -13.777858342034754 -6.6780296795469809 3.6869115258460634 # -1660 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 50 full nurbs 3 open 2 2.3565371065305145 3 3.9266482006490753 3 -14.191938636585565 7.0921099740977942 19.5 1 -14.191938636585569 7.3849443623544424 19.500000000000004 0.80489933734377961 -13.984944362354437 7.5919386365855743 19.500000000000004 0.80489933734377961 -13.692109974097786 7.5919386365855726 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1661 ellipse-curve $-1 -1 -1 $-1 -13.278029679546979 6.6780296795469845 3.7000000000000002 0.026167984264979398 -0.026167984264979398 -0.99931500198836998 -0.49982866248777896 0 -0.013088474153936675 1 I I # -1662 rgb_color-st-attrib $-1 -1 $-1 $1302 $952 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1663 integer_attrib-name_attrib-gen-attrib $-1 -1 $2038 $-1 $1303 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1664 face $2039 -1 -1 $-1 $2040 $2041 $49 $-1 $2042 forward single F F # -1665 loop $-1 -1 -1 $-1 $-1 $2043 $1303 F unknown # -1666 cone-surface $-1 -1 -1 $-1 -366.05102720377357 9.45102720377362 -0.052318046583470813 -0.026167984264979398 0.026167984264979398 -0.99931500198836998 -0.99965732497553361 0 0.026176948307873215 1 I I 0 1 0.99999999999997635 forward I I I I # -1667 coedge $-1 -1 -1 $-1 $2044 $2045 $2046 $2047 forward $1304 $-1 # -1668 coedge $-1 -1 -1 $-1 $2048 $1306 $2044 $2049 reversed $953 $-1 # -1669 coedge $-1 -1 -1 $-1 $1306 $2048 $1308 $1672 reversed $953 $-1 # -1670 edge $-1 -1 -1 $-1 $2050 5.4981297601203059 $2051 7.0682408542388719 $1306 $2052 forward @7 unknown F # -1671 coedge $-1 -1 -1 $-1 $1308 $1307 $-1 $2053 reversed $633 $-1 # -1672 edge $-1 -1 -1 $-1 $2051 -0.019539525634483409 $1674 -2.6159017150331365e-05 $1669 $2054 forward @7 unknown F # -1673 coedge $-1 -1 -1 $-1 $2046 $1309 $2048 $2055 forward $966 $-1 # -1674 vertex $-1 -1 -1 $-1 $1310 $2056 # -1675 vertex $-1 -1 -1 $-1 $1325 $2057 # -1676 straight-curve $-1 -1 -1 $-1 -367.05000000000001 -10.449999999999998 0 1000 0 0 I I # -1677 straight-curve $-1 -1 -1 $-1 -356.65993091899287 -9.9389176264745931 19.517448418802115 17.446427754125811 26.172964163168864 999.50517662768186 I I # -1678 point $-1 -1 -1 $-1 -356.66023548227599 -9.9393745294008529 19.5 # -1679 point $-1 -1 -1 $-1 -355.65962623389976 -8.9385747295638218 19.5 # -1680 edge $-1 -1 -1 $-1 $1681 1 $1686 0 $1316 $2058 forward @7 unknown F # -1681 vertex $-1 -1 -1 $-1 $1317 $2059 # -1682 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 51 full nurbs 3 open 2 4.7123889803846897 3 4.9389299559775042 3 -355.80919502282808 -7.939374529400852 10.931209821134356 1 -355.81183686731515 -7.939374529400852 10.779858651837175 0.99572783619074556 -355.81446178221358 -7.9222675444727777 10.629477378021935 0.99572783619074556 -355.81703612532414 -7.8882728261423161 10.481993359995382 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1683 coedge $-1 -1 -1 $-1 $1319 $1318 $2060 $2061 reversed $1320 $-1 # -1684 edge $-1 -1 -1 $-1 $1321 -1.5668763626267403 $2062 -8.6736173798840324e-18 $1319 $2063 forward @7 unknown F # -1685 point $-1 -1 -1 $-1 -355.81703612532414 -7.8882728261423161 10.481993359995382 # -1686 vertex $-1 -1 -1 $-1 $1680 $2064 # -1687 straight-curve $-1 -1 -1 $-1 -355.65962623389976 0 19.5 0 1000 0 I I # -1688 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 52 full nurbs 3 open 2 4.1242165220880338 3 5.6954696996399905 3 -356 -9.4492002001629682 0 1 -356 -10.035399666307438 0 0.80463016107069019 -356.41452139412917 -10.450000000000003 0 0.80463016107069019 -357.00060924837624 -10.449999999999998 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1689 coedge $-1 -1 -1 $-1 $1326 $1328 $2065 $2066 forward $966 $-1 # -1690 coedge $-1 -1 -1 $-1 $2067 $2060 $1326 $1691 forward $2068 $-1 # -1691 edge $-1 -1 -1 $-1 $1692 1 $2069 0 $1326 $2070 forward @7 unknown F # -1692 vertex $-1 -1 -1 $-1 $1327 $2071 # -1693 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 53 full nurbs 3 open 2 6.2095365995258396 3 7.7764129621525999 3 -355.00376822320408 -4.4499999999999975 -3.1950897785018322e-17 1 -355.58782005924951 -4.449999999999986 0 0.80566089249094397 -356.00000000000006 -4.8729232119892512 0 0.80566089249094397 -356 -5.4721980772792236 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1694 coedge $-1 -1 -1 $-1 $1328 $2072 $2073 $2074 forward $966 $-1 # -1695 coedge $-1 -1 -1 $-1 $2075 $2076 $1328 $1696 forward $2077 $-1 # -1696 edge $-1 -1 -1 $-1 $2078 1 $2079 0 $1695 $2080 forward @7 unknown F # -1697 coedge $-1 -1 -1 $-1 $1344 $2081 $1332 $1698 reversed $1717 $-1 # -1698 edge $-1 -1 -1 $-1 $1346 0 $1699 0.0032000000000000002 $1697 $2082 forward @7 unknown F # -1699 vertex $-1 -1 -1 $-1 $2083 $2084 # -1700 ellipse-curve $-1 -1 -1 $-1 -339.99999999999994 1.8000000000000005 3.2000000000000002 0 0 1 2.2499999999999742 0 0 1 I I # -1701 integer_attrib-name_attrib-gen-attrib $-1 -1 $2085 $-1 $1334 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1702 face $2086 -1 -1 $-1 $2087 $1717 $49 $-1 $2088 reversed single F F # -1703 cone-surface $-1 -1 -1 $-1 -339.99999999999994 1.8000000000000005 0 0 0 1 2.2499999999999742 0 0 1 I I 0 1 2.2499999999999742 forward I I I I # -1704 coedge $-1 -1 -1 $-1 $2089 $1340 $1336 $1705 forward $1712 $-1 # -1705 edge $-1 -1 -1 $-1 $1342 0 $1706 0.0032000000000000002 $1336 $2090 forward @7 unknown F # -1706 vertex $-1 -1 -1 $-1 $1337 $2091 # -1707 straight-curve $-1 -1 -1 $-1 -341.99999999999994 4.0499999999999989 3.2000000000000002 -1000 -0 -0 I I # -1708 integer_attrib-name_attrib-gen-attrib $-1 -1 $2092 $-1 $1338 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1709 face $2093 -1 -1 $-1 $994 $1362 $49 $-1 $2094 reversed single F T 0 1.4222222222222385 1.5707963267948966 4.7123889803846897 # -1710 plane-surface $-1 -1 -1 $-1 -341.99999999999994 4.0499999999999989 0 0 1 0 0 0 1000 forward_v I I I I # -1711 coedge $-1 -1 -1 $-1 $1340 $2089 $1716 $2095 reversed $1712 $-1 # -1712 loop $-1 -1 -1 $-1 $-1 $2089 $2087 F unknown # -1713 vertex $-1 -1 -1 $-1 $1341 $2096 # -1714 ellipse-curve $-1 -1 -1 $-1 -341.99999999999994 1.8 0 0 0 1 2.2499999999999742 0 0 1 I I # -1715 point $-1 -1 -1 $-1 -341.99999999999994 4.0499999999999989 0 # -1716 coedge $-1 -1 -1 $-1 $2081 $1344 $1711 $2095 forward $1717 $-1 # -1717 loop $-1 -1 -1 $-1 $-1 $2081 $1702 F unknown # -1718 straight-curve $-1 -1 -1 $-1 -341.99999999999994 -0.44999999999999524 0 1000 1.8973538018496277e-13 0 I I # -1719 point $-1 -1 -1 $-1 -339.99999999999994 -0.44999999999999485 0 # -1720 coedge $-1 -1 -1 $-1 $1348 $1366 $-1 $1722 forward $1367 $-1 # -1721 straight-curve $-1 -1 -1 $-1 -358 -0.44999999999999718 0 0 0 1000 I I # -1722 edge $-1 -1 -1 $-1 $2097 1 $1350 0 $1720 $2098 forward @7 unknown F # -1723 point $-1 -1 -1 $-1 -358 -0.44999999999999718 3.2000000000000002 # -1724 rgb_color-st-attrib $-1 -1 $-1 $1352 $990 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1725 integer_attrib-name_attrib-gen-attrib $-1 -1 $2099 $-1 $1353 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -1726 plane-surface $-1 -1 -1 $-1 -358 -0.44999999999999718 0 5.421010862427508e-17 -1 0 1000 5.4210108624275083e-14 0 forward_v I I I I # -1727 coedge $-1 -1 -1 $-1 $1361 $1355 $-1 $2100 forward $1362 $-1 # -1728 straight-curve $-1 -1 -1 $-1 -360 4.0499999999999963 0 0 0 1000 I I # -1729 point $-1 -1 -1 $-1 -360 4.0499999999999963 3.2000000000000002 # -1730 rgb_color-st-attrib $-1 -1 $-1 $1359 $994 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1731 edge $-1 -1 -1 $-1 $1363 0 $2097 0.0032000000000000002 $1366 $2101 forward @7 unknown F # -1732 point $-1 -1 -1 $-1 -360 -0.44999999999999879 0 # -1733 rgb_color-st-attrib $-1 -1 $-1 $1371 $1005 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1734 vertex $-1 -1 -1 $-1 $1374 $2102 # -1735 vertex $-1 -1 -1 $-1 $1374 $2103 # -1736 straight-curve $-1 -1 -1 $-1 -364.1922809009601 7.092452238472382 19.513070549137794 -26.167984264979395 26.167984264979399 999.31500198837 I I # -1737 straight-curve $-1 -1 -1 $-1 -363.77785834203473 6.6652794525200463 3.6869115258460634 0 1000 0 I I # -1738 straight-curve $-1 -1 -1 $-1 -364.19193863658558 10.450000000000001 19.5 0 -1000 0 I I # -1739 point $-1 -1 -1 $-1 -364.19193863658558 -7.0921099740977915 19.5 # -1740 point $-1 -1 -1 $-1 -363.77785834203473 -6.6780296795469809 3.6869115258460634 # -1741 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 54 full nurbs 3 open 2 2.3565371065305145 3 3.9266482006490784 3 -364.19193863658558 7.0921099740977942 19.5 1 -364.19193863658558 7.3849443623544451 19.5 0.80489933734377894 -363.98494436235438 7.5919386365855734 19.5 0.80489933734377894 -363.69210997409778 7.5919386365855726 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1742 ellipse-curve $-1 -1 -1 $-1 -363.27802967954699 6.6780296795469845 3.7000000000000002 0.026167984264979398 -0.026167984264979398 -0.99931500198836998 -0.49982866248776681 0 -0.013088474153936675 1 I I # -1743 rgb_color-st-attrib $-1 -1 $-1 $1387 $1036 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1744 coedge $-1 -1 -1 $-1 $2104 $1389 $1391 $1747 reversed $1037 $-1 # -1745 coedge $-1 -1 -1 $-1 $1389 $2104 $1403 $1756 forward $1037 $-1 # -1746 coedge $-1 -1 -1 $-1 $1391 $1390 $-1 $2105 reversed $709 $-1 # -1747 edge $-1 -1 -1 $-1 $2106 1 $1748 0 $1391 $2107 forward @7 unknown F # -1748 vertex $-1 -1 -1 $-1 $1393 $2108 # -1749 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -11.660112618458747 5.2499999999999991 1000 0 0 I I # -1750 edge $-1 -1 -1 $-1 $1751 1 $1399 0 $1394 $2109 forward @7 unknown F # -1751 vertex $-1 -1 -1 $-1 $1395 $2110 # -1752 straight-curve $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 5.2499999999999991 -0 -1000 -0 I I # -1753 point $-1 -1 -1 $-1 -349.27831216351296 -11.660112618458747 5.2499999999999991 # -1754 straight-curve $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 7.75 499.99999999999949 0 -866.02540378443905 I I # -1755 point $-1 -1 -1 $-1 -348.55662432702587 -7.6601126184587471 6.5 # -1756 edge $-1 -1 -1 $-1 $1757 1 $1408 0 $1403 $2111 forward @7 unknown F # -1757 vertex $-1 -1 -1 $-1 $1756 $2112 # -1758 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 7.75 -499.99999999999909 0 -866.02540378443928 I I # -1759 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -11.660112618458747 5.2499999999999991 -499.99999999999835 0 866.02540378443962 I I # -1760 point $-1 -1 -1 $-1 -351.44337567297407 -11.660112618458747 6.5 # -1761 rgb_color-st-attrib $-1 -1 $-1 $1411 $1062 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1762 rgb_color-st-attrib $-1 -1 $-1 $1415 $1070 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1763 coedge $-1 -1 -1 $-1 $2113 $1417 $1419 $1766 reversed $1071 $-1 # -1764 coedge $-1 -1 -1 $-1 $1417 $2113 $1431 $1775 forward $1071 $-1 # -1765 coedge $-1 -1 -1 $-1 $1419 $1418 $-1 $2114 reversed $740 $-1 # -1766 edge $-1 -1 -1 $-1 $2115 1 $1767 0 $1763 $2116 forward @7 unknown F # -1767 vertex $-1 -1 -1 $-1 $1421 $2117 # -1768 straight-curve $-1 -1 -1 $-1 -0.7216878364870335 -11.660112618458747 5.2499999999999991 1000 0 0 I I # -1769 edge $-1 -1 -1 $-1 $1770 1 $1427 0 $1422 $2118 forward @7 unknown F # -1770 vertex $-1 -1 -1 $-1 $1423 $2119 # -1771 straight-curve $-1 -1 -1 $-1 0.72168783648703272 -7.6601126184587462 5.2499999999999991 -0 -1000 -0 I I # -1772 point $-1 -1 -1 $-1 0.72168783648703272 -11.660112618458747 5.2499999999999991 # -1773 straight-curve $-1 -1 -1 $-1 0.7216878364870325 -7.6601126184587462 7.75 499.99999999999949 0 -866.02540378443905 I I # -1774 point $-1 -1 -1 $-1 1.4433756729740639 -7.6601126184587462 6.5 # -1775 edge $-1 -1 -1 $-1 $1776 1 $1436 0 $1431 $2120 forward @7 unknown F # -1776 vertex $-1 -1 -1 $-1 $1775 $2121 # -1777 straight-curve $-1 -1 -1 $-1 -0.72168783648703183 -7.6601126184587462 7.75 -499.99999999999909 0 -866.02540378443928 I I # -1778 straight-curve $-1 -1 -1 $-1 -0.7216878364870335 -11.660112618458747 5.2499999999999991 -499.99999999999835 0 866.02540378443962 I I # -1779 point $-1 -1 -1 $-1 -1.4433756729740626 -11.660112618458747 6.5 # -1780 rgb_color-st-attrib $-1 -1 $-1 $1439 $1096 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.63921568627450975 0.66666666666666663 0.67843137254901964 # -1781 rgb_color-st-attrib $-1 -1 $-1 $1443 $1104 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1782 integer_attrib-name_attrib-gen-attrib $-1 -1 $2122 $-1 $1444 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1783 face $2123 -1 -1 $-1 $2124 $2125 $37 $-1 $2126 forward single F F # -1784 loop $-1 -1 -1 $-1 $-1 $2127 $1444 F unknown # -1785 plane-surface $-1 -1 -1 $-1 18.058994391025639 0.091145833333333273 69.700000000000017 -0.82348525357945634 -0.56733767470279861 0 567.33767470279861 -823.4852535794563 0 forward_v I I I I # -1786 coedge $-1 -1 -1 $-1 $2128 $2129 $2130 $2131 reversed $1445 $-1 # -1787 coedge $-1 -1 -1 $-1 $2132 $1447 $-1 $2133 reversed $1105 $-1 # -1788 coedge $-1 -1 -1 $-1 $1447 $2132 $-1 $2134 forward $1105 $-1 # -1789 coedge $-1 -1 -1 $-1 $2135 $2136 $1447 $1790 forward $1456 $-1 # -1790 edge $-1 -1 -1 $-1 $2137 0 $2138 0.00076830963671292447 $1447 $2139 forward @7 unknown F # -1791 coedge $-1 -1 -1 $-1 $1449 $1448 $2140 $2141 forward $771 $-1 # -1792 edge $-1 -1 -1 $-1 $2142 0 $1794 0.00029999999999998295 $1449 $2143 forward @7 unknown F # -1793 coedge $-1 -1 -1 $-1 $2144 $1450 $-1 $2145 forward $1456 $-1 # -1794 vertex $-1 -1 -1 $-1 $1451 $2146 # -1795 straight-curve $-1 -1 -1 $-1 17.63131009615384 0.095152243589743474 70 -567.40747814782503 823.4371583441723 0 I I # -1796 coedge $-1 -1 -1 $-1 $2147 $2140 $1452 $1797 reversed $2148 $-1 # -1797 edge $-1 -1 -1 $-1 $1798 0 $1800 0.001631922356649771 $1796 $2149 forward @7 unknown F # -1798 vertex $-1 -1 -1 $-1 $2150 $2151 # -1799 straight-curve $-1 -1 -1 $-1 16.707331730769226 -1.25 69.700000000000017 0 0 1000 I I # -1800 vertex $-1 -1 -1 $-1 $2141 $2152 # -1801 straight-curve $-1 -1 -1 $-1 17.63131009615384 0.095152243589743474 69.700000000000017 0 0 1000 I I # -1802 coedge $-1 -1 -1 $-1 $1455 $2153 $2154 $2155 forward $1456 $-1 # -1803 edge $-1 -1 -1 $-1 $2156 0 $1457 0.00043018830128205109 $1455 $2157 forward @7 unknown F # -1804 face $2158 -1 -1 $-1 $2159 $2160 $37 $-1 $2161 forward single F F # -1805 point $-1 -1 -1 $-1 16.707331730769226 -1.25 70 # -1806 point $-1 -1 -1 $-1 17.63131009615384 0.095152243589743474 70 # -1807 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 55 full nubs 3 open 5 1.7040954328532715e-17 3 0.0002806623099110675 2 0.00056132461982211798 2 0.00084198692973316846 2 0.0011226492396442191 3 4.842367624984103 -7.4629717413033969 48.259208914333101 4.8409488681731911 -7.4155277604307672 48.177928391072491 4.8325770274899202 -7.367371852406734 48.098093365401489 4.7986681942478118 -7.2698789694156289 47.941640571312675 4.7730837296874622 -7.2204660221094477 47.864985046613441 4.6982015357047215 -7.1255105851277358 47.721938743432645 4.6488188158951873 -7.0792663861730789 47.654607906709359 4.5134019366359919 -7.0039849392537032 47.546559802493725 4.424497643720267 -6.9761717632875762 47.507342930659703 4.3292909268182589 -6.9762007443128855 47.505682608831613 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 3 0.0002806623099110675 0.00056132461982211798 0.00084198692973316846 0 -1 none F F 1 F 0 } I I # -1808 coedge $-1 -1 -1 $-1 $1863 $1462 $2162 $2163 forward $1144 $-1 # -1809 coedge $-1 -1 -1 $-1 $1463 $1862 $-1 $2164 forward $1144 $-1 # -1810 edge $-1 -1 -1 $-1 $2165 -0.0027671039148844502 $1464 -0.00051695161004084063 $1463 $2166 forward @7 unknown F # -1811 point $-1 -1 -1 $-1 4.3292909268182589 -6.9762007443128855 47.505682608831613 # -1812 coedge $-1 -1 -1 $-1 $2167 $2162 $1466 $1813 reversed $1868 $-1 # -1813 edge $-1 -1 -1 $-1 $1839 2.3563467834399257 $1814 3.9268385237396601 $1812 $2168 forward @7 unknown F # -1814 vertex $-1 -1 -1 $-1 $1813 $2169 # -1815 straight-curve $-1 -1 -1 $-1 8.4626484625367381e-16 -7.8054155187093404 0 1000 1.0842021724855047e-13 0 I I # -1816 coedge $-1 -1 -1 $-1 $2170 $1476 $1471 $1817 forward $1826 $-1 # -1817 edge $-1 -1 -1 $-1 $1478 -0.05220078587365079 $1818 -0.0017654547445880378 $1816 $2171 forward @7 unknown F # -1818 vertex $-1 -1 -1 $-1 $1472 $2172 # -1819 ellipse-curve $-1 -1 -1 $-1 5.3800077246163127 -9.4254077940930276 50.41124534414503 -0.017449749159840273 -0.017449749160687141 -0.99969545988190212 0 0.49992384757819619 -0.0087262032186438687 1 I I # -1820 integer_attrib-name_attrib-gen-attrib $-1 -1 $2173 $-1 $1473 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1821 cone-surface $-1 -1 -1 $-1 4.5030618053391471 -10.302353713370193 0.17104727650523946 0.017449749160682721 0.017449749160682721 0.99969545988188746 0.49992384757819536 0 -0.0087262032186417818 1 I I 0 1 0.49999999999999967 forward I I I I # -1822 coedge $-1 -1 -1 $-1 $2174 $1475 $2175 $2176 forward $783 $-1 # -1823 coedge $-1 -1 -1 $-1 $2177 $2178 $1475 $1824 reversed $2179 $-1 # -1824 edge $-1 -1 -1 $-1 $1827 5.4979394370297152 $2180 7.0684311773294537 $1475 $2181 forward @7 unknown F # -1825 coedge $-1 -1 -1 $-1 $1476 $2182 $2177 $2183 forward $1826 $-1 # -1826 loop $-1 -1 -1 $-1 $-1 $2182 $1867 F unknown # -1827 vertex $-1 -1 -1 $-1 $1477 $2184 # -1828 straight-curve $-1 -1 -1 $-1 0 -10.805415518709342 0 1000 0 0 I I # -1829 point $-1 -1 -1 $-1 4.4999238475781951 -10.805415518709342 0 # -1830 coedge $-1 -1 -1 $-1 $1848 $1480 $1850 $2185 forward $1128 $-1 # -1831 coedge $-1 -1 -1 $-1 $1480 $2186 $1508 $1880 forward $1128 $-1 # -1832 coedge $-1 -1 -1 $-1 $1481 $2187 $2188 $2189 forward $783 $-1 # -1833 coedge $-1 -1 -1 $-1 $2190 $2191 $1481 $1834 reversed $2192 $-1 # -1834 edge $-1 -1 -1 $-1 $2193 5.4979394370297205 $1838 7.0684311773294537 $1833 $2194 forward @7 unknown F # -1835 coedge $-1 -1 -1 $-1 $2195 $1482 $2191 $2196 forward $1837 $-1 # -1836 coedge $-1 -1 -1 $-1 $1482 $2195 $2167 $2197 forward $1837 $-1 # -1837 loop $-1 -1 -1 $-1 $-1 $1482 $2198 F unknown # -1838 vertex $-1 -1 -1 $-1 $1483 $2199 # -1839 vertex $-1 -1 -1 $-1 $1483 $2200 # -1840 straight-curve $-1 -1 -1 $-1 -4 0 0 0 1000 0 I I # -1841 rgb_color-st-attrib $-1 -1 $-1 $1484 $1130 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1842 coedge $-1 -1 -1 $-1 $2201 $1487 $-1 $2202 forward $1135 $-1 # -1843 coedge $-1 -1 -1 $-1 $1487 $2201 $-1 $2203 forward $1135 $-1 # -1844 edge $-1 -1 -1 $-1 $2204 -0.044749999999999991 $2205 -0.043249999999999997 $1487 $2206 forward @7 unknown F # -1845 rgb_color-st-attrib $-1 -1 $-1 $1488 $1136 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1846 coedge $-1 -1 -1 $-1 $1491 $1490 $1861 $2207 forward $796 $-1 # -1847 edge $-1 -1 -1 $-1 $1854 -0.021000474408045533 $2208 4.3633092847272794e-07 $1490 $2209 forward @7 unknown F # -1848 coedge $-1 -1 -1 $-1 $2210 $1830 $1491 $1849 reversed $1128 $-1 # -1849 edge $-1 -1 -1 $-1 $2211 0.0016945464039923603 $1853 0.023305453596007643 $1491 $2212 forward @7 unknown F # -1850 coedge $-1 -1 -1 $-1 $1870 $1492 $1830 $2185 reversed $1852 $-1 # -1851 tcoedge-coedge $-1 -1 -1 $-1 $1492 $1870 $2213 $2214 forward $1852 $2215 0 1 F # -1852 loop $-1 -1 -1 $-1 $-1 $1870 $2216 F unknown # -1853 vertex $-1 -1 -1 $-1 $2185 $2217 # -1854 tvertex-vertex $-1 -1 -1 $-1 $1493 $2218 3.5527136788005009e-15 # -1855 straight-curve $-1 -1 -1 $-1 -19.999562123211998 -10.499581161770536 70.10035333072797 4.3632677499777381 4.3632677499777408 999.98096171331383 I I # -1856 rgb_color-st-attrib $-1 -1 $-1 $1495 $1142 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1857 integer_attrib-name_attrib-gen-attrib $-1 -1 $2219 $-1 $1496 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1858 face $2220 -1 -1 $-1 $2221 $2222 $37 $-1 $2223 forward single F F # -1859 loop $-1 -1 -1 $-1 $-1 $2224 $1496 F unknown # -1860 plane-surface $-1 -1 -1 $-1 -19.999999999999996 12.500000000000004 70 0 0.99999048072073449 0.0043633092847465806 0 -4.3633092847465802 999.99048072073447 forward_v I I I I # -1861 coedge $-1 -1 -1 $-1 $2225 $2226 $1846 $2207 reversed $1497 $-1 # -1862 coedge $-1 -1 -1 $-1 $1809 $1499 $-1 $2227 reversed $1144 $-1 # -1863 coedge $-1 -1 -1 $-1 $1499 $1808 $-1 $2228 forward $1144 $-1 # -1864 edge $-1 -1 -1 $-1 $2229 -0.027522785290184704 $2230 -8.7235457396837932e-06 $1499 $2231 forward @7 unknown F # -1865 rgb_color-st-attrib $-1 -1 $-1 $1500 $1145 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1866 integer_attrib-name_attrib-gen-attrib $-1 -1 $2232 $-1 $1501 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -1867 face $2233 -1 -1 $-1 $2234 $1826 $37 $-1 $2235 forward single F F # -1868 loop $-1 -1 -1 $-1 $-1 $1812 $1501 F unknown # -1869 cone-surface $-1 -1 -1 $-1 -3.5026050763153425 -8.3028104423939997 0.15360815604655206 0.017449749160682721 -0.017449749160682718 -0.99969545988188746 -0.49992384757819575 0 -0.0087262032186417818 1 I I 0 1 0.50000000000000011 forward I I I I # -1870 coedge $-1 -1 -1 $-1 $1851 $1850 $1504 $1871 reversed $1852 $-1 # -1871 edge $-1 -1 -1 $-1 $1875 9.1274499489240178e-05 $1877 0.06999260625301082 $1870 $2236 forward @7 unknown F # -1872 coedge $-1 -1 -1 $-1 $2237 $1505 $2238 $2239 forward $1874 $-1 # -1873 coedge $-1 -1 -1 $-1 $1505 $2237 $2240 $2241 forward $1874 $-1 # -1874 loop $-1 -1 -1 $-1 $-1 $1873 $2242 F unknown # -1875 tvertex-vertex $-1 -1 -1 $-1 $1506 $2243 1.5072887603364239e-14 # -1876 straight-curve $-1 -1 -1 $-1 -18.00001903855852 -12.500436330928473 69.900000951927936 -1000 -0 -0 I I # -1877 vertex $-1 -1 -1 $-1 $1507 $2244 # -1878 straight-curve $-1 -1 -1 $-1 -19.999999999999989 -12.805434557449107 0 1000 0 0 I I # -1879 coedge $-1 -1 -1 $-1 $1509 $1508 $2245 $2246 reversed $1510 $-1 # -1880 edge $-1 -1 -1 $-1 $2247 5.4977966630160964 $1511 7.068573951343077 $1508 $2248 forward @7 unknown F # -1881 tcoedge-coedge $-1 -1 -1 $-1 $2249 $2238 $1509 $1882 reversed $2250 $2251 -1 -0 F # -1882 tedge-edge $-1 -1 -1 $-1 $2252 0 $1512 1 $1509 $2253 forward @7 unknown F 0.00012679380905437912 # -1883 pcurve $-1 -1 -1 $-1 0 forward { exppc 56 nubs 5 open 10 0 5 0.12500000000000008 4 0.18750000000000047 4 0.25000000000000083 4 0.50000000000000011 4 0.62500000000000033 4 0.687499999999999 4 0.74999999999999767 4 0.87499999999999889 4 1 5 0.10017809661933788 -3.141592653589794 0.10034333485128552 -3.101713854674637 0.10049873942559361 -3.0622344044594461 0.10064448345596166 -3.0230295641216549 0.10078074005608945 -2.9839763952101577 0.10097115348147 -2.9254621664720601 0.10103289542591963 -2.905759520770848 0.10109253233556156 -2.8859608805871719 0.10114968837291508 -2.8661703646565519 0.10125828702811335 -2.82680768668722 0.1013092637790166 -2.8074738782869577 0.10135751622702481 -2.7882237763969058 0.10140364264593914 -2.7687868641177933 0.10162663596404568 -2.6693442010690691 0.10176043478591142 -2.5903427122149125 0.10184963777371349 -2.5117623692289097 0.10189424492604354 -2.4337079475847361 0.10189426189917085 -2.3174520403470882 0.10188311576915449 -2.2785687220721242 0.10186081785141175 -2.2395570820066695 0.10182736814594304 -2.2004199384160019 0.10176046590614962 -2.1415157901037412 0.10173537721262463 -2.1218485912421805 0.10170750057217169 -2.1021491613587457 0.1016768359847865 -2.0824175931181212 0.10160993091615442 -2.0428894293454682 0.10157309878438092 -2.0228302838957992 0.10153347870566286 -2.0027363163114695 0.10149166233054795 -1.9828753848662188 0.10136139926756416 -1.9247782923012493 0.10126290662412542 -1.8855292853676366 0.10115381103581807 -1.846040903931027 0.10103516015919038 -1.8066203938475649 0.10078084314244769 -1.7284582040773042 0.10064458731348286 -1.6893986191080119 0.10049892023596156 -1.6502143736626933 0.10034352798192236 -1.6107407741730253 0.10017809662340227 -1.570815365262813 3.4335102234133296e-07 1.6667551117066639e-07 cone 17.999581161770543 -10.499581161770536 70.091626712158472 0.0043632677499777402 -0.0043632677499777402 -0.99998096171331385 -1.9999809614414701 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000009 forward I I I I } 0 0 # -1884 face $2254 -1 -1 $-1 $507 $1510 $37 $-1 $2255 forward single F F # -1885 point $-1 -1 -1 $-1 18.305453596007645 -12.805434557449107 0 # -1886 point $-1 -1 -1 $-1 18.000455369487046 -12.500436330928506 69.900000951919807 # -1887 straight-curve $-1 -1 -1 $-1 4.6610576923076934 0.96153846153846134 69.700000000000017 -1000 0 0 I I # -1888 point $-1 -1 -1 $-1 4.6610576923076934 0.96153846153846134 69.700000000000017 # -1889 point $-1 -1 -1 $-1 4.0641025641025657 0.96153846153846134 69.700000000000017 # -1890 rgb_color-st-attrib $-1 -1 $-1 $1520 $1165 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1891 integer_attrib-name_attrib-gen-attrib $-1 -1 $2256 $-1 $1521 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1892 face $2257 -1 -1 $-1 $2258 $2259 $41 $-1 $2260 forward single F F # -1893 loop $-1 -1 -1 $-1 $-1 $1903 $1521 F unknown # -1894 spline-surface $-1 -1 -1 $-1 forward { exactsur 57 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160964 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.0685739513430752 3 -369.89956079658231 -10.500455369487002 70 -370.00043633092844 -10.500455369487002 69.900000951927936 -369.89956917056475 -10.624753083776408 69.999999999999986 -370.00044502400999 -10.631355328939218 69.900029761232105 -369.88731881070839 -10.749045565071651 70 -369.98754384363912 -10.762249789836234 69.900055728227031 -369.85094590259257 -10.931908795097918 70 -369.94923875323309 -10.954826090262074 69.900089678971526 -369.83582691962732 -10.992266869280527 69.999999999999986 -369.93331664351962 -11.018390182403284 69.900100163628849 -369.79974581142574 -11.111211184275472 70.000000000000014 -369.89531891702262 -11.143652425841962 69.900119368089122 -369.7787836505737 -11.169796869276302 69.999999999999986 -369.87324326273205 -11.205349991805269 69.900128087754936 -369.73121777046646 -11.284631702477277 70.000000000000014 -369.82315073892573 -11.32628448424938 69.900143678075281 -369.70461417465333 -11.340880552660041 69.999999999999986 -369.7951339994093 -11.385521096883084 69.900150548689254 -369.64602159697262 -11.450500008634661 70.000000000000014 -369.73342908499677 -11.500963201270142 69.900162374729987 -369.61403276716351 -11.503870329943986 69.999999999999986 -369.69974107023637 -11.557168393430119 69.900167330125953 -369.54497775679516 -11.607218738977023 70.000000000000014 -369.62701800288147 -11.666006366115882 69.900175277998585 -369.50791175544629 -11.657196558492709 69.999999999999986 -369.58798313901667 -11.718638864187209 69.900178270454546 -369.42905933378148 -11.753278643016289 70.000000000000014 -369.50494226464912 -11.819824561385436 69.900182263618561 -369.38727311810209 -11.799382658673608 69.999999999999986 -369.46093646965249 -11.868377497916937 69.900183264316226 -369.29938265867355 -11.887273118102138 70.000000000000014 -369.36837749791692 -11.960936469652516 69.900183264316254 -369.25327864301624 -11.929059333781542 69.999999999999986 -369.31982456138542 -12.004942264649143 69.900182263618561 -369.15719655849267 -12.00791175544629 70.000000000000014 -369.21863886418714 -12.08798313901675 69.900178270454546 -369.107218738977 -12.044977756795191 69.999999999999986 -369.16600636611582 -12.127018002881487 69.900175277998585 -369.00387032994399 -12.114032767163579 70.000000000000014 -369.05716839343006 -12.199741070236358 69.900167330125953 -368.95050000863461 -12.146021596972686 69.999999999999986 -369.00096320127005 -12.233429084996851 69.900162374730002 -368.84088055266 -12.20461417465336 70.000000000000014 -368.88552109688305 -12.295133999409325 69.90015054868924 -368.78463170247721 -12.231217770466476 69.999999999999986 -368.82628448424936 -12.323150738925772 69.900143678075281 -368.66979686927624 -12.278783650573764 70.000000000000014 -368.70534999180524 -12.373243262732053 69.900128087754936 -368.61121118427542 -12.299745811425774 69.999999999999986 -368.64365242584188 -12.395318917022614 69.900119368089122 -368.49226686928051 -12.335826919627326 70.000000000000014 -368.51839018240321 -12.433316643519678 69.900100163628849 -368.43190879509791 -12.350945902592613 69.999999999999986 -368.45482609026203 -12.449238753233153 69.900089678971511 -368.24904556507158 -12.387318810708434 70.000000000000028 -368.26224978983618 -12.487543843639189 69.900055728227045 -368.12475308377634 -12.399569170564805 69.999999999999986 -368.13135532893921 -12.500445024009979 69.900029761232105 -368.00045536948699 -12.399560796582334 70 -368.00045536948699 -12.500436330928471 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I # -1895 coedge $-1 -1 -1 $-1 $1565 $1901 $1904 $2261 forward $1522 $-1 # -1896 tcoedge-coedge $-1 -1 -1 $-1 $2262 $1524 $1900 $2263 reversed $1166 $2264 -1 -0 F # -1897 tcoedge-coedge $-1 -1 -1 $-1 $1524 $2262 $1570 $1958 reversed $1166 $2265 -1 -0 F # -1898 edge $-1 -1 -1 $-1 $2266 0 $2267 1 $1524 $2268 forward @7 unknown F # -1899 pcurve $-1 -1 -1 $-1 0 forward { exppc 58 nubs 1 open 2 0 1 1 1 1 7.0685739513430761 0 7.0685739513430761 0.001 -1 spline forward { ref 27 } I I I I } 0 0 # -1900 tcoedge-coedge $-1 -1 -1 $-1 $1911 $1525 $1896 $2263 forward $832 $2269 0 1 F # -1901 coedge $-1 -1 -1 $-1 $1895 $1948 $1525 $1902 reversed $1522 $-1 # -1902 edge $-1 -1 -1 $-1 $1907 -0.036000474408045532 $2270 4.3633092849404422e-07 $1901 $2271 forward @7 unknown F # -1903 coedge $-1 -1 -1 $-1 $2272 $1526 $-1 $2273 forward $1893 $2274 # -1904 coedge $-1 -1 -1 $-1 $1526 $2272 $1895 $2261 reversed $1893 $2275 # -1905 pcurve $-1 -1 -1 $-1 0 forward { exppc 59 nubs 1 open 2 -1 1 -0 1 0 7.0685739513430752 0 5.4977966630160964 0.001 -1 spline forward { ref 57 } I I I I } 0 0 # -1906 tvertex-vertex $-1 -1 -1 $-1 $2273 $2276 0 # -1907 tvertex-vertex $-1 -1 -1 $-1 $2261 $2277 0 # -1908 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 60 full nubs 3 open 8 0 3 0.12499999999999875 2 0.2499999999999975 2 0.50000000000001654 2 0.75000000000003553 2 0.87500000000004541 2 0.93750000000002276 2 1 3 -369.89956079658231 -10.500455369487002 70 -369.89956911704326 -10.623958645838789 69.999999999999986 -369.88703569945471 -10.750286694637973 70 -369.83910471114103 -10.991622075540349 69.999999999999986 -369.80204804153396 -11.113538614980907 70.000000000000014 -369.66090604849256 -11.454565627668559 70 -369.51726346976614 -11.669291933806818 69.999999999999986 -369.1693923070095 -12.017363842968924 70 -368.95451130470354 -12.160774905583459 70 -368.6135657764633 -12.302113612988455 70.000000000000014 -368.49156885458245 -12.339042882512201 70 -368.31064715034245 -12.375083866690728 70 -368.24775176341228 -12.384370222957871 70 -368.12544966186761 -12.396453513467113 70 -368.06342466183088 -12.399565038846591 69.999999999999986 -368.00045536948699 -12.399560796582334 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12499999999999875 0.2499999999999975 0.50000000000001654 0.75000000000003553 0.87500000000004541 0.93750000000002276 0 -1 none F F 1 F 0 } I I # -1909 edge $-1 -1 -1 $-1 $1919 0 $1913 1 $1529 $2278 forward @7 unknown F # -1910 pcurve $-1 -1 -1 $-1 0 forward { exppc 61 nubs 1 open 2 -1 1 -0 1 0 5.4977966630160964 1 5.4977966630161159 0.001 -1 spline forward { ref 10 } I I I I } 0 0 # -1911 coedge $-1 -1 -1 $-1 $1530 $1900 $-1 $2279 forward $832 $-1 # -1912 pcurve $-1 -1 -1 $-1 0 forward { exppc 62 nubs 3 open 8 0 3 0.12499999999999298 2 0.24999999999998596 2 0.4999999999999919 2 0.74999999999999778 2 0.87500000000002676 2 0.93750000000001343 2 1 3 0.019899560796582394 0.010500455369487009 0.019899569117043159 0.010623958645846903 0.01988703569945599 0.010750286694629498 0.019839104711140032 0.010991622075548839 0.019802048041537013 0.011113538614975438 0.019660906048486415 0.011454565627679511 0.019517263469780943 0.011669291933792528 0.019169392306995048 0.01201736384298323 0.018954511304716593 0.012160774905578424 0.018613565776456953 0.012302113612990976 0.018491568854584917 0.012339042882511619 0.018310647150341475 0.01237508386669103 0.018247751763412812 0.012384370222957849 0.018125449661867299 0.01239645351346714 0.01806342466181704 0.012399565038846594 0.018000455369487078 0.01239956079658234 0 0 plane -350 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -1913 tvertex-vertex $-1 -1 -1 $-1 $2279 $2280 0 # -1914 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 63 full nubs 3 open 8 0 3 0.12499999999999298 2 0.24999999999998596 2 0.4999999999999919 2 0.74999999999999778 2 0.87500000000002676 2 0.93750000000001343 2 1 3 -330.10043920341764 10.500455369487009 70 -330.10043088295686 10.623958645846903 70.000000000000014 -330.11296430054404 10.750286694629498 69.999999999999986 -330.16089528885999 10.99162207554884 70 -330.19795195846302 11.113538614975438 70 -330.33909395151363 11.454565627679511 69.999999999999986 -330.48273653021909 11.669291933792527 70 -330.83060769300499 12.017363842983229 69.999999999999986 -331.04548869528344 12.160774905578423 70 -331.38643422354306 12.302113612990976 70.000000000000014 -331.5084311454151 12.339042882511619 70 -331.68935284965858 12.37508386669103 70 -331.75224823658721 12.384370222957848 70.000000000000014 -331.87455033813274 12.39645351346714 70 -331.93657533818299 12.399565038846594 69.999999999999986 -331.99954463051296 12.399560796582341 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12499999999999298 0.24999999999998596 0.4999999999999919 0.74999999999999778 0.87500000000002676 0.93750000000001343 0 -1 none F F 1 F 0 } I I # -1915 coedge $-1 -1 -1 $-1 $2281 $1533 $1936 $2282 reversed $1917 $-1 # -1916 coedge $-1 -1 -1 $-1 $1533 $2281 $1536 $1541 reversed $1917 $-1 # -1917 loop $-1 -1 -1 $-1 $-1 $1916 $2283 F unknown # -1918 pcurve $-1 -1 -1 $-1 0 forward { exppc 64 nubs 5 open 10 0 5 0.12500000000001588 4 0.18750000000002365 4 0.25000000000003142 4 0.50000000000006317 4 0.62500000000007905 4 0.68750000000007216 4 0.75000000000006539 4 0.87500000000003275 4 1 5 0.13290260474417531 1.5708153652628178 0.13306784297646782 1.6106941642628974 0.1332232475508367 1.6501736144996881 0.13336899158110341 1.6893784548193407 0.133505248181088 1.7284316236977255 0.13369566160637394 1.7869458523958355 0.13375740355077909 1.8066484980809192 0.13381704046036566 1.8264471382492589 0.13387419649768853 1.8462376541692069 0.13398279515288766 1.8856003321338266 0.13403377190381402 1.9049341405427724 0.13408202435184111 1.9241842424456455 0.13412815077077628 1.9436211547346673 0.13435114408888377 2.0430638177839517 0.13448494291074908 2.1220653066254624 0.13457414589857261 2.2006456495965439 0.13461875305089541 2.2787000712405017 0.13461877002399034 2.3949559785191417 0.13460762389396783 2.4338392968042983 0.13458532597622416 2.4728509368766232 0.13455187627075371 2.5119880804707715 0.13448497403096057 2.570892228783018 0.13445988533743669 2.5905594276437109 0.13443200869699029 2.6102588575254404 0.13440134410960775 2.6299904257635109 0.13433443904097336 2.6695185895293552 0.13429760690922204 2.68957773496509 0.13425798683053933 2.7096717025345147 0.13421617045542797 2.7295326339737942 0.13408590739231635 2.7876297265765797 0.1339874147508795 2.8268787328184048 0.13387831916862553 2.8663671122901215 0.13375966830406502 2.9057876184600069 0.13350535132741306 2.9839497951402105 0.13336909552975232 3.0230093737566235 0.13322342846949362 3.0621936171653932 0.13306803619340901 3.1016672237657272 0.13290260474823964 3.1415926535897922 3.4335100813048227e-07 1.6667550406523901e-07 cone -332.00070440981131 10.499295590188673 70.157074482371016 0.0043632677499777402 0.0043632677499777402 -0.99998096171331385 -1.9999809614414943 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000253 forward I I I I } 0 0 # -1919 tvertex-vertex $-1 -1 -1 $-1 $2282 $2284 8.1744060460184871e-12 # -1920 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 65 full nubs 3 open 10 0 3 0.12500000000001588 2 0.18750000000002365 2 0.25000000000003142 2 0.50000000000006317 2 0.62500000000007905 2 0.68750000000007216 2 0.75000000000006539 2 0.87500000000003275 2 1 3 -331.99954463051296 12.50043633092848 69.900000951927936 -331.86661416261785 12.500436203443956 69.900030169043845 -331.73634628051428 12.487301816990755 69.900056017951826 -331.54505620201189 12.449196605429957 69.900089693765054 -331.48063192152216 12.433059609226268 69.90010034182788 -331.35509450886053 12.394898488980036 69.900119592835878 -331.29543164237634 12.373567024972209 69.900127995920599 -330.98918724035809 12.246716904255782 69.900167430893134 -330.76802155057931 12.097335517819525 69.900183302033525 -330.49400374903331 11.823317716767342 69.900183245457612 -330.4109230740093 11.722481485531146 69.9001800995444 -330.30162740158352 11.559365841798479 69.900168275840159 -330.26774610893114 11.503024236631477 69.900163197521053 -330.20552194742208 11.386881889645746 69.900150954703591 -330.17650608939613 11.3254559913716 69.900143579977083 -330.10239681872088 11.146539731338784 69.900120488791188 -330.06360268648706 11.019131354494828 69.900100984880154 -330.01267738810589 10.763614761922444 69.900056020683763 -329.9995637967051 10.633541274792627 69.900030203207834 -329.99956366907145 10.500455369487046 69.900000951919807 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.12500000000001588 0.18750000000002365 0.25000000000003142 0.50000000000006317 0.62500000000007905 0.68750000000007216 0.75000000000006539 0.87500000000003275 0 -1 none F F 1 F 0 } I I # -1921 coedge $-1 -1 -1 $-1 $1537 $1536 $2285 $2286 forward $1538 $-1 # -1922 face $2287 -1 -1 $-1 $2283 $1538 $41 $-1 $2288 forward single F F # -1923 vertex $-1 -1 -1 $-1 $2286 $2289 # -1924 straight-curve $-1 -1 -1 $-1 -332.00070440981131 12.499276551630143 70.165801100940513 4.3632677499777399 4.363267749977739 -999.98096171331383 I I # -1925 coedge $-1 -1 -1 $-1 $2285 $2290 $1545 $1926 forward $1953 $-1 # -1926 edge $-1 -1 -1 $-1 $1930 5.4977966630160946 $1552 7.0685739513430681 $1545 $2291 forward @7 unknown F # -1927 coedge $-1 -1 -1 $-1 $2292 $1546 $2290 $2293 forward $1929 $-1 # -1928 coedge $-1 -1 -1 $-1 $1546 $2292 $-1 $2294 forward $1929 $-1 # -1929 loop $-1 -1 -1 $-1 $-1 $2292 $2258 F unknown # -1930 vertex $-1 -1 -1 $-1 $2293 $2295 # -1931 straight-curve $-1 -1 -1 $-1 -370.00003807584841 10.500057114406991 69.991273713707088 -4.3632677499777399 4.3632677499777399 -999.98096171331383 I I # -1932 integer_attrib-name_attrib-gen-attrib $-1 -1 $2296 $-1 $1548 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1933 cone-surface $-1 -1 -1 $-1 -368.00005711440696 10.500057114406992 69.982547095137605 -0.004363267749977741 0.0043632677499777402 -0.99998096171331385 -1.9999809614414943 0 0.0087266185694878651 1 I I 0 1 2.0000000000000253 forward I I I I # -1934 straight-curve $-1 -1 -1 $-1 -369.89956079658231 -10.500019038558527 70 2.7755575615628914e-13 -1000 0 I I # -1935 point $-1 -1 -1 $-1 -368.30545359600762 12.805434557449114 0 # -1936 coedge $-1 -1 -1 $-1 $2297 $2298 $1915 $2282 forward $1554 $-1 # -1937 integer_attrib-name_attrib-gen-attrib $-1 -1 $2299 $-1 $1555 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1938 face $2300 -1 -1 $-1 $560 $1571 $41 $-1 $2301 forward single F F # -1939 plane-surface $-1 -1 -1 $-1 -329.99999999999994 12.500000000000004 70 0.99999048072073449 0 0.0043633092847465806 4.3633092847465802 0 -999.99048072073447 forward_v I I I I # -1940 rgb_color-st-attrib $-1 -1 $-1 $1558 $1199 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1941 coedge $-1 -1 -1 $-1 $2302 $1560 $-1 $2303 forward $1202 $-1 # -1942 coedge $-1 -1 -1 $-1 $1560 $2304 $2305 $2306 reversed $1202 $-1 # -1943 coedge $-1 -1 -1 $-1 $2307 $2308 $1560 $1944 reversed $2309 $-1 # -1944 edge $-1 -1 -1 $-1 $2310 6.1075450903048142e-05 $2311 0.047581229853169052 $1560 $2312 forward @7 unknown F # -1945 rgb_color-st-attrib $-1 -1 $-1 $1561 $1203 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1946 coedge $-1 -1 -1 $-1 $2313 $2314 $1564 $1947 reversed $2259 $-1 # -1947 edge $-1 -1 -1 $-1 $1949 9.1274499489240232e-05 $1954 0.06999260625301082 $1564 $2315 forward @7 unknown F # -1948 coedge $-1 -1 -1 $-1 $1901 $1565 $2262 $2316 forward $1522 $-1 # -1949 tvertex-vertex $-1 -1 -1 $-1 $1566 $2317 1.464821375527116e-14 # -1950 straight-curve $-1 -1 -1 $-1 -368.00001903855849 -12.500436330928473 69.900000951927936 -1000 -0 -0 I I # -1951 coedge $-1 -1 -1 $-1 $2290 $1567 $2314 $2318 forward $1953 $-1 # -1952 coedge $-1 -1 -1 $-1 $1567 $2319 $1569 $1957 forward $1953 $-1 # -1953 loop $-1 -1 -1 $-1 $-1 $1567 $2320 F unknown # -1954 vertex $-1 -1 -1 $-1 $1568 $2321 # -1955 straight-curve $-1 -1 -1 $-1 -370 -12.805434557449107 0 1000 0 0 I I # -1956 coedge $-1 -1 -1 $-1 $1570 $1569 $2322 $2323 reversed $1571 $-1 # -1957 edge $-1 -1 -1 $-1 $2324 5.4977966630160964 $1572 7.0685739513430681 $1569 $2325 forward @7 unknown F # -1958 tedge-edge $-1 -1 -1 $-1 $2266 0 $1573 1 $1897 $2326 forward @7 unknown F 0.00012679380988069069 # -1959 pcurve $-1 -1 -1 $-1 0 forward { exppc 66 nubs 2 open 7 0 2 0.16666666666666666 2 0.33333333333333331 2 0.5 2 0.66666666666666663 2 0.83333333333333337 2 1 2 0.1001780966193368 -3.1415926535897931 0.10073907028621613 -3.0062065761944621 0.10111045389829884 -2.8793749708048395 0.10150165378367412 -2.7457758892194857 0.10169601480804136 -2.6168868621340762 0.10189423737368239 -2.4854370834796766 0.10189425624146051 -2.3562040094261958 0.10189427510053001 -2.2270303745641424 0.10169603995551889 -2.0955576327880543 0.1015021134026118 -1.9669424186871205 0.10111009155300385 -1.8329490762695806 0.10073974414919043 -1.7063640745892319 0.10017809662340109 -1.5708153652628076 0.001 0.0020882037907075102 cone -332.00041883822945 -10.499581161770536 70.091626712158472 0.0043632677499777402 -0.0043632677499777402 -0.99998096171331385 -1.9999809614414943 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000253 forward I I I I } 0 0 # -1960 point $-1 -1 -1 $-1 -331.69454640399232 -12.805434557449107 0 # -1961 point $-1 -1 -1 $-1 -331.99954463051296 -12.500436330928506 69.900000951919807 # -1962 rgb_color-st-attrib $-1 -1 $-1 $1576 $1213 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -1963 integer_attrib-name_attrib-gen-attrib $-1 -1 $2327 $-1 $1577 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -1964 face $2328 -1 -1 $-1 $2329 $2330 $41 $-1 $2331 forward single F F # -1965 loop $-1 -1 -1 $-1 $-1 $2332 $1577 F unknown # -1966 cone-surface $-1 -1 -1 $-1 -367.80235371337017 10.3023537133702 0.17104727650523971 -0.017449749160682725 0.017449749160682721 -0.99969545988188746 -0.49992384757818753 0 0.0087262032186417818 1 I I 0 1 0.4999999999999919 forward I I I I # -1967 coedge $-1 -1 -1 $-1 $2333 $2334 $-1 $2335 forward $1578 $-1 # -1968 coedge $-1 -1 -1 $-1 $2336 $1580 $-1 $2337 forward $1214 $-1 # -1969 coedge $-1 -1 -1 $-1 $1580 $2336 $2338 $2339 reversed $1214 $-1 # -1970 coedge $-1 -1 -1 $-1 $2340 $2333 $1580 $1971 forward $1578 $-1 # -1971 edge $-1 -1 -1 $-1 $2341 -0.067538015127392659 $2342 -8.7235457396828886e-06 $1970 $2343 forward @7 unknown F # -1972 rgb_color-st-attrib $-1 -1 $-1 $1582 $1218 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -1973 integer_attrib-name_attrib-gen-attrib $-1 -1 $2344 $-1 $1583 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -1974 face $2345 -1 -1 $-1 $2346 $2347 $43 $-1 $2348 forward single F T -18.651786934418354 0.88159640332589151 -0.0045895633707415413 1.5747006574893019 # -1975 loop $-1 -1 -1 $-1 $-1 $2349 $1583 F unknown # -1976 plane-surface $-1 -1 -1 $-1 -17.049999999999994 10.450000000000001 0 0 0.99965732497555737 0.026176948307873212 0 -26.176948307873214 999.65732497555746 forward_v I I I I # -1977 coedge $-1 -1 -1 $-1 $2350 $2351 $-1 $2352 reversed $1584 $-1 # -1978 coedge $-1 -1 -1 $-1 $2353 $1586 $1587 $1983 forward $1219 $-1 # -1979 coedge $-1 -1 -1 $-1 $1586 $2353 $2351 $2354 forward $1219 $-1 # -1980 coedge $-1 -1 -1 $-1 $2355 $1592 $1586 $1981 reversed $887 $-1 # -1981 edge $-1 -1 -1 $-1 $2356 1 $2357 0 $1980 $2358 forward @7 unknown F # -1982 coedge $-1 -1 -1 $-1 $1588 $1587 $1592 $1989 reversed $874 $-1 # -1983 edge $-1 -1 -1 $-1 $2357 -0.00052075185398773747 $1984 0.01899261476334534 $1978 $2359 forward @7 unknown F # -1984 vertex $-1 -1 -1 $-1 $1983 $2360 # -1985 vertex $-1 -1 -1 $-1 $1589 $2361 # -1986 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 67 full nurbs 3 open 2 5.4981297601203059 3 7.0682408542388666 3 -16.539374529400845 -8.9397172044252926 19.5 1 -16.539374529400845 -9.5253859809385908 19.500000000000004 0.80489933734377961 -16.125385980938585 -9.9393745294008529 19.500000000000004 0.80489933734377961 -15.539717204425287 -9.9393745294008529 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -1987 edge $-1 -1 -1 $-1 $1985 1 $1228 0 $1590 $2362 forward @7 unknown F # -1988 straight-curve $-1 -1 -1 $-1 -16.051027203773611 -10.450684528749175 -0.026141098275597602 -26.167984264979399 -26.167984264979395 -999.31500198837 I I # -1989 edge $-1 -1 -1 $-1 $1593 5.4981297601203076 $2357 7.0682408542388648 $1982 $2363 forward @7 unknown F # -1990 point $-1 -1 -1 $-1 -16.050342675024435 -10.449999999999998 0 # -1991 point $-1 -1 -1 $-1 -7.0006092483762448 -10.449999999999998 0 # -1992 straight-curve $-1 -1 -1 $-1 -5.6596262338997567 -7.939374529400852 19.5 17.45240643728355 0 999.8476951563913 I I # -1993 point $-1 -1 -1 $-1 -5.8091950228281295 -7.939374529400852 10.931209821134356 # -1994 coedge $-1 -1 -1 $-1 $1609 $2364 $1602 $1995 forward $2002 $-1 # -1995 edge $-1 -1 -1 $-1 $1996 -0.011174855379776532 $1611 -0.00020384132387209176 $1994 $2365 forward @7 unknown F # -1996 vertex $-1 -1 -1 $-1 $1995 $2366 # -1997 ellipse-curve $-1 -1 -1 $-1 -4.8171884301677439 -7.8882728261423161 10.464540953558098 -0.017006613252486404 0.22457574707468311 -0.97430822070406886 0 0.97444914837073204 0.22460823056948653 1 I I # -1998 point $-1 -1 -1 $-1 -5.6596262338997567 -7.939374529400852 19.5 # -1999 coedge $-1 -1 -1 $-1 $2367 $2368 $1608 $2000 reversed $2369 $-1 # -2000 edge $-1 -1 -1 $-1 $2012 4.7899576522065725 $2003 6.3568340148333142 $1608 $2370 forward @7 unknown F # -2001 coedge $-1 -1 -1 $-1 $2364 $1609 $2368 $2371 forward $2002 $-1 # -2002 loop $-1 -1 -1 $-1 $-1 $1609 $2372 F unknown # -2003 vertex $-1 -1 -1 $-1 $2000 $2373 # -2004 straight-curve $-1 -1 -1 $-1 -16.989771599996242 -4.4499999999999975 -3.1950897785018322e-17 1000 0 0 I I # -2005 point $-1 -1 -1 $-1 -5.0037682232040961 -4.4499999999999975 -3.1950897785018322e-17 # -2006 coedge $-1 -1 -1 $-1 $1613 $2374 $2375 $2376 reversed $887 $-1 # -2007 coedge $-1 -1 -1 $-1 $2377 $2378 $1613 $2008 reversed $2379 $-1 # -2008 edge $-1 -1 -1 $-1 $2380 3.7293082611294008 $2013 5.3005614386813455 $1613 $2381 forward @7 unknown F # -2009 coedge $-1 -1 -1 $-1 $2382 $1614 $2378 $2383 forward $2011 $-1 # -2010 coedge $-1 -1 -1 $-1 $1614 $2384 $2367 $2385 forward $2011 $-1 # -2011 loop $-1 -1 -1 $-1 $-1 $2384 $2386 F unknown # -2012 vertex $-1 -1 -1 $-1 $1615 $2387 # -2013 vertex $-1 -1 -1 $-1 $1615 $2388 # -2014 straight-curve $-1 -1 -1 $-1 6 0 0 0 -1000 0 I I # -2015 coedge $-1 -1 -1 $-1 $1616 $1635 $-1 $2017 forward $1636 $-1 # -2016 straight-curve $-1 -1 -1 $-1 10.000000000000002 -0.4499999999999964 0 0 0 1000 I I # -2017 edge $-1 -1 -1 $-1 $2389 1 $1618 0 $2015 $2390 forward @7 unknown F # -2018 point $-1 -1 -1 $-1 10.000000000000002 -0.4499999999999964 3.2000000000000002 # -2019 rgb_color-st-attrib $-1 -1 $-1 $1620 $1249 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2020 integer_attrib-name_attrib-gen-attrib $-1 -1 $2391 $-1 $1621 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -2021 face $2392 -1 -1 $-1 $1253 $1631 $43 $-1 $2393 reversed single F T 0 1.4222222222222243 1.5707963267948966 4.7123889803846879 # -2022 plane-surface $-1 -1 -1 $-1 7.9999999999999964 -0.44999999999999524 0 1.8973538018496278e-16 -1 0 1000 1.8973538018496277e-13 0 forward_v I I I I # -2023 coedge $-1 -1 -1 $-1 $1630 $1623 $-1 $2394 forward $1631 $-1 # -2024 straight-curve $-1 -1 -1 $-1 8 4.0499999999999989 0 0 0 1000 I I # -2025 point $-1 -1 -1 $-1 8 4.0499999999999989 3.2000000000000002 # -2026 rgb_color-st-attrib $-1 -1 $-1 $1627 $1253 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2027 integer_attrib-name_attrib-gen-attrib $-1 -1 $2395 $-1 $1628 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -2028 cone-surface $-1 -1 -1 $-1 -9.9999999999999947 1.799999999999998 0 0 0 1 2.2499999999999969 0 0 1 I I 0 1 2.2499999999999969 forward I I I I # -2029 edge $-1 -1 -1 $-1 $1632 0 $2389 0.0032000000000000002 $1630 $2396 forward @7 unknown F # -2030 point $-1 -1 -1 $-1 7.9999999999999964 -0.44999999999999524 0 # -2031 vertex $-1 -1 -1 $-1 $1641 $2397 # -2032 straight-curve $-1 -1 -1 $-1 -7.9999999999999929 -0.44999999999999718 3.2000000000000002 1000 5.4210108624275083e-14 0 I I # -2033 rgb_color-st-attrib $-1 -1 $-1 $1644 $1268 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2034 edge $-1 -1 -1 $-1 $1272 -1.5707963267948948 $2031 1.5707963267948948 $1646 $2398 forward @7 unknown F # -2035 straight-curve $-1 -1 -1 $-1 -9.9999999999999982 -0.44999999999999879 0 0 0 1000 I I # -2036 point $-1 -1 -1 $-1 -13.777858342034754 6.6780296795469845 3.6869115258460554 # -2037 point $-1 -1 -1 $-1 -14.191938636585565 7.0921099740977942 19.5 # -2038 rgb_color-st-attrib $-1 -1 $-1 $1663 $1303 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2039 integer_attrib-name_attrib-gen-attrib $-1 -1 $2399 $-1 $1664 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2040 face $2400 -1 -1 $-1 $2401 $2402 $49 $-1 $2403 forward single F T -18.651786934418737 0.88159640332593769 -0.0045895633710828021 1.5747006574896822 # -2041 loop $-1 -1 -1 $-1 $-1 $2404 $1664 F unknown # -2042 plane-surface $-1 -1 -1 $-1 -367.05000000000001 10.450000000000001 0 0 0.99965732497555737 0.026176948307873212 0 -26.176948307873214 999.65732497555746 forward_v I I I I # -2043 coedge $-1 -1 -1 $-1 $2405 $2406 $-1 $2407 reversed $1665 $-1 # -2044 coedge $-1 -1 -1 $-1 $2408 $1667 $1668 $2049 forward $1304 $-1 # -2045 coedge $-1 -1 -1 $-1 $1667 $2408 $2406 $2409 forward $1304 $-1 # -2046 coedge $-1 -1 -1 $-1 $2410 $1673 $1667 $2047 reversed $966 $-1 # -2047 edge $-1 -1 -1 $-1 $2411 1 $2412 0 $1667 $2413 forward @7 unknown F # -2048 coedge $-1 -1 -1 $-1 $1669 $1668 $1673 $2055 reversed $953 $-1 # -2049 edge $-1 -1 -1 $-1 $2412 -0.00052075185398773867 $2050 0.01899261476334534 $1668 $2414 forward @7 unknown F # -2050 vertex $-1 -1 -1 $-1 $2049 $2415 # -2051 vertex $-1 -1 -1 $-1 $1670 $2416 # -2052 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 68 full nurbs 3 open 2 5.4981297601203059 3 7.0682408542388719 3 -366.53937452940085 -8.9397172044252926 19.5 1 -366.53937452940085 -9.5253859809385926 19.500000000000004 0.8048993373437785 -366.12538598093852 -9.9393745294008546 19.500000000000004 0.8048993373437785 -365.53971720442524 -9.9393745294008529 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2053 edge $-1 -1 -1 $-1 $2051 1 $1313 0 $1671 $2417 forward @7 unknown F # -2054 straight-curve $-1 -1 -1 $-1 -366.05102720377357 -10.450684528749175 -0.026141098275597602 -26.167984264979399 -26.167984264979395 -999.31500198837 I I # -2055 edge $-1 -1 -1 $-1 $1674 5.4981297601203005 $2412 7.0682408542388648 $2048 $2418 forward @7 unknown F # -2056 point $-1 -1 -1 $-1 -366.05034267502441 -10.449999999999998 0 # -2057 point $-1 -1 -1 $-1 -357.00060924837624 -10.449999999999998 0 # -2058 straight-curve $-1 -1 -1 $-1 -355.65962623389976 -7.939374529400852 19.5 17.45240643728355 0 999.8476951563913 I I # -2059 point $-1 -1 -1 $-1 -355.80919502282808 -7.939374529400852 10.931209821134356 # -2060 coedge $-1 -1 -1 $-1 $1690 $2419 $1683 $2061 forward $2068 $-1 # -2061 edge $-1 -1 -1 $-1 $2062 -0.011174855379776531 $1692 -0.00020384132387209184 $2060 $2420 forward @7 unknown F # -2062 vertex $-1 -1 -1 $-1 $2061 $2421 # -2063 ellipse-curve $-1 -1 -1 $-1 -354.81718843016773 -7.8882728261423161 10.464540953558098 -0.017006613252486404 0.22457574707468311 -0.97430822070406886 0 0.97444914837073204 0.22460823056948653 1 I I # -2064 point $-1 -1 -1 $-1 -355.65962623389976 -7.939374529400852 19.5 # -2065 coedge $-1 -1 -1 $-1 $2422 $2423 $1689 $2066 reversed $2424 $-1 # -2066 edge $-1 -1 -1 $-1 $2078 4.7899576522065725 $2069 6.3568340148333329 $1689 $2425 forward @7 unknown F # -2067 coedge $-1 -1 -1 $-1 $2419 $1690 $2423 $2426 forward $2068 $-1 # -2068 loop $-1 -1 -1 $-1 $-1 $1690 $2427 F unknown # -2069 vertex $-1 -1 -1 $-1 $2066 $2428 # -2070 straight-curve $-1 -1 -1 $-1 -366.98977159999623 -4.4499999999999975 -3.1950897785018322e-17 1000 0 0 I I # -2071 point $-1 -1 -1 $-1 -355.00376822320408 -4.4499999999999975 -3.1950897785018322e-17 # -2072 coedge $-1 -1 -1 $-1 $1694 $2429 $2430 $2431 reversed $966 $-1 # -2073 coedge $-1 -1 -1 $-1 $2432 $2433 $1694 $2074 reversed $2434 $-1 # -2074 edge $-1 -1 -1 $-1 $2435 3.7293082611293884 $2079 5.3005614386813455 $1694 $2436 forward @7 unknown F # -2075 coedge $-1 -1 -1 $-1 $2437 $1695 $2433 $2438 forward $2077 $-1 # -2076 coedge $-1 -1 -1 $-1 $1695 $2439 $2422 $2440 forward $2077 $-1 # -2077 loop $-1 -1 -1 $-1 $-1 $2439 $2441 F unknown # -2078 vertex $-1 -1 -1 $-1 $1696 $2442 # -2079 vertex $-1 -1 -1 $-1 $1696 $2443 # -2080 straight-curve $-1 -1 -1 $-1 -344 0 0 0 -1000 0 I I # -2081 coedge $-1 -1 -1 $-1 $1697 $1716 $-1 $2083 forward $1717 $-1 # -2082 straight-curve $-1 -1 -1 $-1 -339.99999999999994 -0.4499999999999964 0 0 0 1000 I I # -2083 edge $-1 -1 -1 $-1 $2444 1 $1699 0 $2081 $2445 forward @7 unknown F # -2084 point $-1 -1 -1 $-1 -339.99999999999994 -0.4499999999999964 3.2000000000000002 # -2085 rgb_color-st-attrib $-1 -1 $-1 $1701 $1334 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2086 integer_attrib-name_attrib-gen-attrib $-1 -1 $2446 $-1 $1702 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2087 face $2447 -1 -1 $-1 $1338 $1712 $49 $-1 $2448 reversed single F T 0 1.4222222222222385 1.5707963267948966 4.7123889803846897 # -2088 plane-surface $-1 -1 -1 $-1 -341.99999999999994 -0.44999999999999524 0 1.8973538018496278e-16 -1 0 1000 1.8973538018496277e-13 0 forward_v I I I I # -2089 coedge $-1 -1 -1 $-1 $1711 $1704 $-1 $2449 forward $1712 $-1 # -2090 straight-curve $-1 -1 -1 $-1 -341.99999999999994 4.0499999999999989 0 0 0 1000 I I # -2091 point $-1 -1 -1 $-1 -341.99999999999994 4.0499999999999989 3.2000000000000002 # -2092 rgb_color-st-attrib $-1 -1 $-1 $1708 $1338 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2093 integer_attrib-name_attrib-gen-attrib $-1 -1 $2450 $-1 $1709 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2094 cone-surface $-1 -1 -1 $-1 -360 1.799999999999998 0 0 0 1 2.2499999999999742 0 0 1 I I 0 1 2.2499999999999742 forward I I I I # -2095 edge $-1 -1 -1 $-1 $1713 0 $2444 0.0032000000000000002 $1716 $2451 forward @7 unknown F # -2096 point $-1 -1 -1 $-1 -341.99999999999994 -0.44999999999999524 0 # -2097 vertex $-1 -1 -1 $-1 $1722 $2452 # -2098 straight-curve $-1 -1 -1 $-1 -358 -0.44999999999999718 3.2000000000000002 1000 5.4210108624275083e-14 0 I I # -2099 rgb_color-st-attrib $-1 -1 $-1 $1725 $1353 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2100 edge $-1 -1 -1 $-1 $1357 -1.5707963267948966 $2097 1.5707963267948966 $1727 $2453 forward @7 unknown F # -2101 straight-curve $-1 -1 -1 $-1 -360 -0.44999999999999879 0 0 0 1000 I I # -2102 point $-1 -1 -1 $-1 -363.77785834203473 6.6780296795469845 3.6869115258460554 # -2103 point $-1 -1 -1 $-1 -364.19193863658558 7.0921099740977942 19.5 # -2104 coedge $-1 -1 -1 $-1 $1745 $1744 $-1 $2454 forward $1037 $-1 # -2105 edge $-1 -1 -1 $-1 $2106 1 $1751 0 $1746 $2455 forward @7 unknown F # -2106 vertex $-1 -1 -1 $-1 $1747 $2456 # -2107 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 5.2499999999999991 -0 -1000 -0 I I # -2108 point $-1 -1 -1 $-1 -350.72168783648698 -11.660112618458747 5.2499999999999991 # -2109 straight-curve $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 5.2499999999999991 499.99999999999966 0 866.02540378443939 I I # -2110 point $-1 -1 -1 $-1 -349.27831216351296 -7.6601126184587471 5.2499999999999991 # -2111 straight-curve $-1 -1 -1 $-1 -351.44337567297407 -7.6601126184587471 6.5 -0 -1000 -0 I I # -2112 point $-1 -1 -1 $-1 -351.44337567297407 -7.6601126184587471 6.5 # -2113 coedge $-1 -1 -1 $-1 $1764 $1763 $-1 $2457 forward $1071 $-1 # -2114 edge $-1 -1 -1 $-1 $2115 1 $1770 0 $1765 $2458 forward @7 unknown F # -2115 vertex $-1 -1 -1 $-1 $1766 $2459 # -2116 straight-curve $-1 -1 -1 $-1 -0.7216878364870335 -7.6601126184587462 5.2499999999999991 -0 -1000 -0 I I # -2117 point $-1 -1 -1 $-1 -0.7216878364870335 -11.660112618458747 5.2499999999999991 # -2118 straight-curve $-1 -1 -1 $-1 0.72168783648703272 -7.6601126184587462 5.2499999999999991 499.99999999999966 0 866.02540378443939 I I # -2119 point $-1 -1 -1 $-1 0.72168783648703272 -7.6601126184587462 5.2499999999999991 # -2120 straight-curve $-1 -1 -1 $-1 -1.4433756729740623 -7.6601126184587462 6.5 -0 -1000 -0 I I # -2121 point $-1 -1 -1 $-1 -1.4433756729740623 -7.6601126184587462 6.5 # -2122 rgb_color-st-attrib $-1 -1 $-1 $1782 $1444 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2123 integer_attrib-name_attrib-gen-attrib $-1 -1 $2460 $-1 $1783 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2124 face $2461 -1 -1 $-1 $2462 $2148 $37 $-1 $2463 forward single F F # -2125 loop $-1 -1 -1 $-1 $-1 $2464 $1783 F unknown # -2126 plane-surface $-1 -1 -1 $-1 18.557792467948712 -1.25 69.700000000000017 0.8235512206621689 0.56724191219077924 0 -567.2419121907792 823.55122066216893 0 forward_v I I I I # -2127 coedge $-1 -1 -1 $-1 $2465 $2466 $2467 $2468 reversed $1784 $-1 # -2128 coedge $-1 -1 -1 $-1 $2469 $1786 $-1 $2470 reversed $1445 $-1 # -2129 coedge $-1 -1 -1 $-1 $1786 $2469 $2465 $2471 forward $1445 $-1 # -2130 coedge $-1 -1 -1 $-1 $2467 $2135 $1786 $2131 forward $1456 $-1 # -2131 edge $-1 -1 -1 $-1 $2472 0 $2473 0.0014057731056652794 $1786 $2474 forward @7 unknown F # -2132 coedge $-1 -1 -1 $-1 $1788 $1787 $2475 $2476 forward $1105 $-1 # -2133 edge $-1 -1 -1 $-1 $2477 0 $2137 0.00029999999999998295 $1787 $2478 forward @7 unknown F # -2134 edge $-1 -1 -1 $-1 $2479 0 $2138 0.00029999999999998295 $1788 $2480 forward @7 unknown F # -2135 coedge $-1 -1 -1 $-1 $2130 $1789 $-1 $2481 forward $1456 $-1 # -2136 coedge $-1 -1 -1 $-1 $1789 $2482 $-1 $2483 forward $1456 $-1 # -2137 vertex $-1 -1 -1 $-1 $2483 $2484 # -2138 vertex $-1 -1 -1 $-1 $1790 $2485 # -2139 straight-curve $-1 -1 -1 $-1 17.989383012820507 0.61648637820512808 70 565.7816745346073 824.55509019156261 0 I I # -2140 coedge $-1 -1 -1 $-1 $1796 $2486 $1791 $2141 reversed $2148 $-1 # -2141 edge $-1 -1 -1 $-1 $1800 0 $2142 0.0014024722405441474 $1791 $2487 forward @7 unknown F # -2142 vertex $-1 -1 -1 $-1 $2488 $2489 # -2143 straight-curve $-1 -1 -1 $-1 16.835536858974354 1.25 69.700000000000017 0 0 1000 I I # -2144 coedge $-1 -1 -1 $-1 $2482 $1793 $-1 $2490 forward $1456 $-1 # -2145 edge $-1 -1 -1 $-1 $1794 0 $2491 0.00042467948717948546 $1793 $2492 forward @7 unknown F # -2146 point $-1 -1 -1 $-1 16.835536858974354 1.25 70 # -2147 coedge $-1 -1 -1 $-1 $2493 $1796 $-1 $2150 reversed $2148 $-1 # -2148 loop $-1 -1 -1 $-1 $-1 $2147 $2124 F unknown # -2149 straight-curve $-1 -1 -1 $-1 16.707331730769226 -1.25 69.700000000000017 566.19015090980201 824.27465872288928 0 I I # -2150 edge $-1 -1 -1 $-1 $2494 0 $1798 0.00043018830128205109 $2147 $2495 forward @7 unknown F # -2151 point $-1 -1 -1 $-1 16.707331730769226 -1.25 69.700000000000017 # -2152 point $-1 -1 -1 $-1 17.63131009615384 0.095152243589743474 69.700000000000017 # -2153 coedge $-1 -1 -1 $-1 $1802 $2496 $-1 $2497 forward $1456 $-1 # -2154 coedge $-1 -1 -1 $-1 $2498 $2499 $1802 $2155 reversed $2500 $-1 # -2155 edge $-1 -1 -1 $-1 $2501 0 $2156 0.0010440577765168249 $1802 $2502 forward @7 unknown F # -2156 vertex $-1 -1 -1 $-1 $2155 $2503 # -2157 straight-curve $-1 -1 -1 $-1 17.137520032051277 -1.25 70 -1000 0 0 I I # -2158 integer_attrib-name_attrib-gen-attrib $-1 -1 $2504 $-1 $1804 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2159 face $2505 -1 -1 $-1 $2242 $2250 $37 $-1 $2506 forward single F F # -2160 loop $-1 -1 -1 $-1 $2507 $2508 $1804 F unknown # -2161 plane-surface $-1 -1 -1 $-1 0 0 70 0 0 1 1000 0 0 forward_v I I I I # -2162 coedge $-1 -1 -1 $-1 $1812 $2509 $1808 $2163 reversed $1868 $-1 # -2163 edge $-1 -1 -1 $-1 $1814 6.1075450903047993e-05 $2510 0.047581229853169052 $1808 $2511 forward @7 unknown F # -2164 edge $-1 -1 -1 $-1 $2512 -0.028481155232282635 $2165 -0.00096709348783761777 $1809 $2513 forward @7 unknown F # -2165 vertex $-1 -1 -1 $-1 $2164 $2514 # -2166 straight-curve $-1 -1 -1 $-1 4.8462425368590996 -6.9762007443128855 47.505682608831613 1000 1.0838719391508466e-13 -1.8919055071751167e-15 I I # -2167 coedge $-1 -1 -1 $-1 $2509 $1812 $1836 $2197 reversed $1868 $-1 # -2168 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 69 full nurbs 3 open 2 2.3563467834399257 3 3.9268385237396601 3 -4 -8.3053393662875372 0 1 -4 -8.0124722861292828 0 0.80480964038278557 -3.7929432325800585 -7.8054155187093412 0 0.80480964038278557 -3.5000761524218045 -7.8054155187093404 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2169 point $-1 -1 -1 $-1 -3.5000761524218045 -7.8054155187093404 0 # -2170 coedge $-1 -1 -1 $-1 $2515 $1816 $-1 $2516 forward $1826 $-1 # -2171 straight-curve $-1 -1 -1 $-1 5.4108144670639113 -9.8945248992236241 52.184888640155272 17.449749160682721 17.449749160682725 999.69545988188759 I I # -2172 point $-1 -1 -1 $-1 5.3800077246163127 -9.9253316416712245 50.419971547363673 # -2173 rgb_color-st-attrib $-1 -1 $-1 $1820 $1473 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2174 coedge $-1 -1 -1 $-1 $2517 $1822 $2518 $2519 forward $783 $-1 # -2175 coedge $-1 -1 -1 $-1 $2520 $2521 $1822 $2176 reversed $2522 $-1 # -2176 edge $-1 -1 -1 $-1 $2180 -0.010305491671131145 $2523 0.010305491671131152 $2175 $2524 forward @7 unknown F # -2177 coedge $-1 -1 -1 $-1 $2525 $1823 $1825 $2183 reversed $2179 $-1 # -2178 coedge $-1 -1 -1 $-1 $1823 $2525 $2520 $2526 reversed $2179 $-1 # -2179 loop $-1 -1 -1 $-1 $-1 $1823 $2234 F unknown # -2180 vertex $-1 -1 -1 $-1 $1824 $2527 # -2181 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 70 full nurbs 3 open 2 5.4979394370297152 3 7.0684311773294537 3 17.805491671131154 -10.805415518709342 0 1 18.098358751289407 -10.805415518709344 0 0.80480964038278469 18.305415518709353 -10.598358751289402 0 0.80480964038278469 18.305415518709349 -10.305491671131145 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2182 coedge $-1 -1 -1 $-1 $1825 $2528 $-1 $2529 forward $1826 $-1 # -2183 edge $-1 -1 -1 $-1 $2530 -0.067538015127392645 $1827 -8.7235457396828343e-06 $1825 $2531 forward @7 unknown F # -2184 point $-1 -1 -1 $-1 17.805491671131154 -10.805415518709342 0 # -2185 edge $-1 -1 -1 $-1 $1877 5.4977966630160973 $1853 7.068573951343077 $1850 $2532 forward @7 unknown F # -2186 coedge $-1 -1 -1 $-1 $1831 $2533 $2534 $2535 reversed $1128 $-1 # -2187 coedge $-1 -1 -1 $-1 $1832 $2536 $2537 $2538 forward $783 $-1 # -2188 coedge $-1 -1 -1 $-1 $2539 $2540 $1832 $2189 reversed $2541 $-1 # -2189 edge $-1 -1 -1 $-1 $2542 -0.017805491671131143 $2193 -0.0044999238475781946 $2188 $2543 forward @7 unknown F # -2190 coedge $-1 -1 -1 $-1 $2544 $1833 $2540 $2545 reversed $2192 $-1 # -2191 coedge $-1 -1 -1 $-1 $1833 $2544 $1835 $2196 reversed $2192 $-1 # -2192 loop $-1 -1 -1 $-1 $-1 $1833 $2546 F unknown # -2193 vertex $-1 -1 -1 $-1 $2189 $2547 # -2194 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 71 full nurbs 3 open 2 5.4979394370297205 3 7.0684311773294537 3 -4.4999238475781942 -10.805415518709342 0 1 -4.2070567674199406 -10.805415518709344 0 0.80480964038278602 -4 -10.598358751289398 0 0.80480964038278602 -4 -10.305491671131145 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2195 coedge $-1 -1 -1 $-1 $1836 $1835 $-1 $2548 forward $1837 $-1 # -2196 edge $-1 -1 -1 $-1 $1838 -0.05220078587365079 $2549 -0.0017654547445884589 $2191 $2550 forward @7 unknown F # -2197 edge $-1 -1 -1 $-1 $2551 -0.048128984168028355 $1839 0.00014492608863606103 $2167 $2552 forward @7 unknown F # -2198 face $2553 -1 -1 $-1 $1130 $1837 $37 $-1 $2554 forward single F F # -2199 point $-1 -1 -1 $-1 -4 -10.305491671131145 0 # -2200 point $-1 -1 -1 $-1 -4 -8.3053393662875372 0 # -2201 coedge $-1 -1 -1 $-1 $1843 $1842 $-1 $2555 forward $1135 $-1 # -2202 edge $-1 -1 -1 $-1 $2205 2.8710707069642121 $2556 3.4121146002153848 $1842 $2557 forward @7 unknown F # -2203 edge $-1 -1 -1 $-1 $2558 -0.27052194662558682 $2204 0.27052194662558593 $1843 $2559 forward @7 unknown F # -2204 vertex $-1 -1 -1 $-1 $1844 $2560 # -2205 vertex $-1 -1 -1 $-1 $1844 $2561 # -2206 straight-curve $-1 -1 -1 $-1 -44 7.8054155187093466 54.835401057865184 -1000 0 0 I I # -2207 edge $-1 -1 -1 $-1 $2208 9.1274499489240178e-05 $2211 0.06999260625301082 $1861 $2562 forward @7 unknown F # -2208 tvertex-vertex $-1 -1 -1 $-1 $2207 $2563 1.4210854715202004e-14 # -2209 straight-curve $-1 -1 -1 $-1 -20.000436330928473 10.500019038558534 69.900000951927936 -2.7755575615628914e-13 1000 -2.1512775700777705e-31 I I # -2210 coedge $-1 -1 -1 $-1 $2564 $1848 $2226 $2565 forward $1128 $-1 # -2211 vertex $-1 -1 -1 $-1 $1849 $2566 # -2212 straight-curve $-1 -1 -1 $-1 -20.305434557449107 12.500000000000004 0 2.7755575615628914e-13 -1000 0 I I # -2213 tcoedge-coedge $-1 -1 -1 $-1 $2240 $2567 $1851 $2214 reversed $2568 $2569 -1 -0 F # -2214 tedge-edge $-1 -1 -1 $-1 $1875 0 $1854 1 $1851 $2570 forward @7 unknown F 0.00012679380817003905 # -2215 pcurve $-1 -1 -1 $-1 0 forward { exppc 72 nubs 5 open 10 0 5 0.12499999999999903 4 0.18749999999999839 4 0.24999999999999772 4 0.49999999999999878 4 0.62500000000000044 4 0.68750000000000044 4 0.75000000000000033 4 0.87500000000000022 4 1 5 0.045637249744625213 -3.1415926535897922 0.045802487976705504 -3.1017138546403267 0.045957892551037931 -3.0622344044160257 0.046103636581367444 -3.0230295640851175 0.046239893181439153 -2.9839763951868505 0.046430306606777438 -2.9254621664656337 0.046492048551202085 -2.9057595207734481 0.046551685460811974 -2.8859608805992987 0.046608841498147285 -2.8661703646757348 0.046717440153348819 -2.8268076867097407 0.046768416904269978 -2.8074738783024391 0.046816669352301367 -2.7882237764023858 0.046862795771233055 -2.7687868641161981 0.047085789089342099 -2.6693442010754471 0.047219587911207811 -2.5903427122259624 0.04730879089901955 -2.5117623692419637 0.047353398051346481 -2.4337079475948431 0.047353415024460999 -2.3174520403420278 0.047342268894435206 -2.2785687220632962 0.047319970976683688 -2.2395570819953159 0.047286521271212564 -2.2004199384033623 0.047219619031433818 -2.141515790091101 0.047194530337907686 -2.1218485912298579 0.047166653697449962 -2.1021491613470551 0.047135989110062844 -2.0824175931073774 0.047069084041433069 -2.0428894293372513 0.047032251909668331 -2.0228302838928736 0.046992631830970799 -2.002736316314186 0.046950815455858261 -1.9828753848711449 0.046820552392826779 -1.9247782922913865 0.046722059751391085 -1.8855292860487194 0.046612964169094107 -1.8460409065668064 0.046494313304490789 -1.8066204003846666 0.046239996327778338 -1.7284582236886068 0.046103740530085174 -1.6893986450654885 0.045958073469408035 -1.6502144016552727 0.045802681192135639 -1.6107407950635535 0.045637249744625213 -1.5708153652628121 3.4335101434772681e-07 1.6667550717386351e-07 cone -18.000057114406978 -10.500057114406985 69.982547095137605 -0.0043632677499777393 -0.0043632677499777402 -0.99998096171331385 0 1.9999809614414683 -0.0087266185694878651 1 I I 0 1 1.9999999999999991 forward I I I I } 0 0 # -2216 face $2571 -1 -1 $-1 $1136 $1852 $37 $-1 $2572 forward single F F # -2217 point $-1 -1 -1 $-1 -20.3054345574491 -10.805453596007638 0 # -2218 point $-1 -1 -1 $-1 -20.000436330928466 -10.500455369487002 69.900000951927936 # -2219 rgb_color-st-attrib $-1 -1 $-1 $1857 $1496 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2220 integer_attrib-name_attrib-gen-attrib $-1 -1 $2573 $-1 $1858 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2221 face $2574 -1 -1 $-1 $1884 $2575 $37 $-1 $2576 forward single F F # -2222 loop $-1 -1 -1 $-1 $-1 $2577 $1858 F unknown # -2223 cone-surface $-1 -1 -1 $-1 17.999295590188666 10.499295590188673 70.157074482371016 0.0043632677499777402 0.0043632677499777402 -0.99998096171331385 -1.9999809614414701 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000009 forward I I I I # -2224 coedge $-1 -1 -1 $-1 $2578 $2579 $2580 $2581 forward $1859 $-1 # -2225 tcoedge-coedge $-1 -1 -1 $-1 $2580 $1861 $2582 $2583 forward $1497 $2584 0 1 F # -2226 coedge $-1 -1 -1 $-1 $1861 $2580 $2210 $2565 reversed $1497 $-1 # -2227 edge $-1 -1 -1 $-1 $2512 -0.0015990251461425464 $2230 0.0015990251461425501 $1862 $2585 forward @7 unknown F # -2228 edge $-1 -1 -1 $-1 $2510 -0.0027330483899591553 $2229 -0.00048289608511554728 $1863 $2586 forward @7 unknown F # -2229 vertex $-1 -1 -1 $-1 $1864 $2587 # -2230 vertex $-1 -1 -1 $-1 $1864 $2588 # -2231 straight-curve $-1 -1 -1 $-1 -1.5988729224575999 -7.4564664438299371 19.991279110929966 17.449749160682718 -17.449749160682721 -999.69545988188759 I I # -2232 rgb_color-st-attrib $-1 -1 $-1 $1866 $1501 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2233 integer_attrib-name_attrib-gen-attrib $-1 -1 $2589 $-1 $1867 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2234 face $2590 -1 -1 $-1 $2591 $2179 $37 $-1 $2592 reversed single F T -134.69892667402877 0.37147618206501215 -3.1461848798380405 -1.566508687041811 # -2235 plane-surface $-1 -1 -1 $-1 0 -10.805415518709342 0 0 0.99984769515639127 -0.01745240643728355 0 17.45240643728355 999.8476951563913 forward_v I I I I # -2236 straight-curve $-1 -1 -1 $-1 -18.000057114406978 -12.500038075848456 69.991273713707088 -4.363267749977739 -4.363267749977739 -999.98096171331383 I I # -2237 coedge $-1 -1 -1 $-1 $1873 $1872 $2593 $2594 reversed $1874 $-1 # -2238 coedge $-1 -1 -1 $-1 $1881 $2595 $1872 $2239 reversed $2250 $2596 # -2239 edge $-1 -1 -1 $-1 $1512 0 $2597 1 $2238 $2598 forward @7 unknown F # -2240 coedge $-1 -1 -1 $-1 $2599 $2213 $1873 $2241 reversed $2568 $2600 # -2241 edge $-1 -1 -1 $-1 $2601 0 $1875 1 $2240 $2602 forward @7 unknown F # -2242 face $2603 -1 -1 $-1 $2604 $1874 $37 $-1 $2605 reversed single F F # -2243 point $-1 -1 -1 $-1 -18.000455369486996 -12.500436330928473 69.900000951927936 # -2244 point $-1 -1 -1 $-1 -18.305453596007631 -12.805434557449107 0 # -2245 coedge $-1 -1 -1 $-1 $2534 $2606 $1879 $2246 forward $2575 $-1 # -2246 edge $-1 -1 -1 $-1 $2252 0.00020035619323867984 $2247 0.070101687946760277 $2245 $2607 forward @7 unknown F # -2247 vertex $-1 -1 -1 $-1 $2535 $2608 # -2248 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 73 full nurbs 3 open 2 5.4977966630160964 3 7.068573951343077 3 20.305434557449114 -10.805453596007638 0 1 20.305434557449114 -11.977019938147285 0 0.80474234151292878 19.47701993814729 -12.805434557449106 0 0.80474234151292878 18.305453596007645 -12.805434557449107 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2249 coedge $-1 -1 -1 $-1 $2595 $1881 $-1 $2609 forward $2250 $2610 # -2250 loop $-1 -1 -1 $-1 $-1 $2249 $2159 F unknown # -2251 pcurve $-1 -1 -1 $-1 0 forward { exppc 74 nubs 1 open 2 -1 1 -0 1 1 5.4977966630161079 1 7.0685739513430761 0.001 -1 spline forward { exactsur 75 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160973 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.0685739513430761 3 18.000455369487014 -12.399560796582334 70 18.000455369487014 -12.500436330928471 69.900000951927936 18.124753083776405 -12.399569170564806 69.999999999999986 18.131355328939215 -12.500445024009981 69.900029761232105 18.249045565071622 -12.387318810708434 70 18.262249789836204 -12.487543843639191 69.900055728227031 18.431908795097929 -12.350945902592613 70 18.454826090262085 -12.449238753233152 69.900089678971526 18.492266869280531 -12.335826919627321 69.999999999999986 18.51839018240328 -12.433316643519673 69.900100163628849 18.611211184275486 -12.299745811425773 70.000000000000014 18.643652425841982 -12.395318917022612 69.900119368089122 18.669796869276315 -12.278783650573761 69.999999999999986 18.705349991805274 -12.373243262732045 69.900128087754936 18.784631702477288 -12.231217770466476 70.000000000000014 18.826284484249395 -12.323150738925774 69.900143678075281 18.840880552660053 -12.204614174653356 69.999999999999986 18.8855210968831 -12.29513399940932 69.900150548689254 18.950500008634666 -12.146021596972682 70.000000000000014 19.000963201270142 -12.233429084996846 69.900162374729987 19.003870329943993 -12.114032767163566 69.999999999999986 19.057168393430132 -12.19974107023635 69.900167330125953 19.107218738977028 -12.044977756795191 70.000000000000014 19.166006366115884 -12.127018002881478 69.900175277998585 19.157196558492714 -12.007911755446285 69.999999999999986 19.218638864187213 -12.087983139016746 69.900178270454546 19.253278643016294 -11.92905933378154 70.000000000000014 19.319824561385449 -12.00494226464914 69.900182263618561 19.299382658673615 -11.887273118102138 69.999999999999986 19.368377497916946 -11.960936469652516 69.900183264316226 19.387273118102147 -11.799382658673604 70.000000000000014 19.460936469652527 -11.868377497916933 69.900183264316254 19.429059333781549 -11.753278643016289 69.999999999999986 19.504942264649156 -11.819824561385433 69.900182263618561 19.507911755446298 -11.657196558492698 70.000000000000014 19.587983139016753 -11.718638864187206 69.900178270454546 19.544977756795202 -11.607218738977005 69.999999999999986 19.627018002881492 -11.666006366115862 69.900175277998585 19.614032767163586 -11.503870329943979 70.000000000000014 19.699741070236367 -11.557168393430111 69.900167330125953 19.646021596972691 -11.45050000863465 69.999999999999986 19.73342908499686 -11.500963201270123 69.900162374730002 19.704614174653376 -11.340880552660041 70.000000000000014 19.795133999409334 -11.385521096883082 69.90015054868924 19.731217770466486 -11.284631702477277 69.999999999999986 19.82315073892579 -11.326284484249376 69.900143678075281 19.778783650573768 -11.169796869276302 70.000000000000014 19.873243262732046 -11.205349991805265 69.900128087754936 19.79974581142578 -11.11121118427547 69.999999999999986 19.895318917022617 -11.143652425841957 69.900119368089122 19.835826919627333 -10.992266869280515 70.000000000000014 19.933316643519685 -11.018390182403273 69.900100163628849 19.85094590259262 -10.931908795097915 69.999999999999986 19.949238753233153 -10.954826090262067 69.900089678971511 19.887318810708454 -10.749045565071622 70.000000000000028 19.987543843639209 -10.76224978983622 69.900055728227045 19.89956917056481 -10.624753083776394 69.999999999999986 20.000445024009988 -10.631355328939204 69.900029761232105 19.899560796582342 -10.500455369487002 70 20.00043633092848 -10.500455369487002 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -2252 tvertex-vertex $-1 -1 -1 $-1 $2246 $2611 1.4321446692197791e-14 # -2253 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 76 full nubs 3 open 10 0 3 0.12500000000000008 2 0.18750000000000047 2 0.25000000000000083 2 0.50000000000000011 2 0.62500000000000033 2 0.687499999999999 2 0.74999999999999767 2 0.87499999999999889 2 1 3 20.00043633092848 -10.500455369487002 69.900000951927936 20.000436203443947 -10.633385837099032 69.90003016904376 19.987301817015645 -10.763653719341676 69.900056017951712 19.949196605434249 -10.954943797975956 69.900089693765096 19.933059609213387 -11.019368078526718 69.900100341827908 19.894898488958983 -11.144905491202284 69.900119592835921 19.873567024972068 -11.20456835762403 69.900127995920599 19.74671690425637 -11.510812759640503 69.900167430893163 19.59733551775513 -11.731978449485185 69.900183302033582 19.32331771679954 -12.005996250934496 69.900183245457569 19.222481485585398 -12.089076925948881 69.9001800995444 19.059365841856469 -12.198372598380296 69.900168275840201 19.003024236685871 -12.232253891037821 69.900163197521124 18.886881889681675 -12.294478052560521 69.900150954703648 18.825455991332795 -12.323493910619902 69.900143579977126 18.646539731416425 -12.397603181246925 69.900120488791103 18.519131350548914 -12.436397316038144 69.900100984887303 18.263614714517814 -12.487322619603333 69.90005602065753 18.133541205079187 -12.500436203294942 69.900030203192486 18.000455369487046 -12.500436330928506 69.900000951919807 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.12500000000000008 0.18750000000000047 0.25000000000000083 0.50000000000000011 0.62500000000000033 0.687499999999999 0.74999999999999767 0.87499999999999889 0 -1 none F F 1 F 0 } I I # -2254 integer_attrib-name_attrib-gen-attrib $-1 -1 $2612 $-1 $1884 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2255 cone-surface $-1 -1 -1 $-1 17.999581161770543 -10.499581161770536 70.091626712158472 0.0043632677499777402 -0.0043632677499777402 -0.99998096171331385 -1.9999809614414701 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000009 forward I I I I # -2256 rgb_color-st-attrib $-1 -1 $-1 $1891 $1521 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2257 integer_attrib-name_attrib-gen-attrib $-1 -1 $2613 $-1 $1892 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2258 face $2614 -1 -1 $-1 $1548 $1929 $41 $-1 $2615 forward single F F # -2259 loop $-1 -1 -1 $-1 $-1 $1946 $1892 F unknown # -2260 cone-surface $-1 -1 -1 $-1 -368.00005711440696 -10.500057114406985 69.982547095137605 -0.0043632677499777393 -0.0043632677499777402 -0.99998096171331385 0 1.9999809614414683 -0.0087266185694878651 1 I I 0 1 1.9999999999999991 forward I I I I # -2261 edge $-1 -1 -1 $-1 $1907 0 $1949 1 $1904 $2616 forward @7 unknown F # -2262 coedge $-1 -1 -1 $-1 $1897 $1896 $1948 $2316 reversed $1166 $2617 # -2263 tedge-edge $-1 -1 -1 $-1 $2270 0 $2267 1 $1896 $2618 forward @7 unknown F 0.00048948923547133239 # -2264 pcurve $-1 -1 -1 $-1 0 forward { exppc 77 nubs 1 open 2 -1 1 -0 1 0 7.0685739513430761 0 5.4977966630160973 0.001 -1 spline forward { ref 27 } I I I I } 0 0 # -2265 pcurve $-1 -1 -1 $-1 0 forward { exppc 78 nubs 1 open 2 -1 1 -0 1 1 5.4977966630160973 1 7.0685739513430761 0.001 -1 spline forward { ref 27 } I I I I } 0 0 # -2266 tvertex-vertex $-1 -1 -1 $-1 $2323 $2619 5.8592855021084639e-14 # -2267 tvertex-vertex $-1 -1 -1 $-1 $1898 $2620 1.7763568394002505e-15 # -2268 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 79 full nubs 1 open 2 0 1 1 1 -329.99956366907151 -10.500455369487002 69.900000951927936 -330.10043920341764 -10.500455369487002 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2269 pcurve $-1 -1 -1 $-1 0 forward { exppc 80 nubs 3 open 8 0 3 0.12499999999998457 2 0.24999999999996914 2 0.49999999999998979 2 0.75000000000001044 2 0.87500000000001077 2 0.93750000000000533 2 1 3 0.018000455369487078 -0.012399560796582334 0.018123958645843208 -0.012399569117043239 0.018250286694625639 -0.012387035699457299 0.018491622075552883 -0.012339104711138475 0.018613538614986047 -0.012302048041532128 0.018954565627658515 -0.012160906048496111 0.019169291933806454 -0.012017263469767277 0.01951736384296926 -0.011669392307008463 0.0196607749055841 -0.011454511304701681 0.019802113612988281 -0.011113565776464341 0.019839042882514701 -0.010991568854565131 0.019875083866689514 -0.010810647150351163 0.019884370222958636 -0.010747751763401899 0.019896453513466472 -0.010625449661878146 0.019899565038846656 -0.010563424661825509 0.019899560796582394 -0.010500455369487002 0 0 plane -350 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -2270 tvertex-vertex $-1 -1 -1 $-1 $2316 $2621 5.6843418860808015e-14 # -2271 straight-curve $-1 -1 -1 $-1 -331.99998096144145 -12.399560796582334 70 1000 0 0 I I # -2272 tcoedge-coedge $-1 -1 -1 $-1 $1904 $1903 $2313 $2622 reversed $1893 $2623 -1 -0 F # -2273 edge $-1 -1 -1 $-1 $1906 0 $2624 1 $1903 $2625 forward @7 unknown F # -2274 pcurve $-1 -1 -1 $-1 0 forward { exppc 81 nubs 1 open 2 0 1 1 1 0 5.4977966630160964 1 5.4977966630160964 0.001 -1 spline forward { ref 57 } I I I I } 0 0 # -2275 pcurve $-1 -1 -1 $-1 0 forward { exppc 82 nubs 1 open 2 -1 1 -0 1 1 7.0685739513430752 0 7.0685739513430752 0.001 -1 spline forward { ref 57 } I I I I } 0 0 # -2276 point $-1 -1 -1 $-1 -369.89956079658231 -10.500455369487002 70 # -2277 point $-1 -1 -1 $-1 -368.00045536948699 -12.399560796582334 70 # -2278 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 83 full nubs 1 open 2 0 1 1 1 -329.99956366907145 10.500455369487046 69.900000951919807 -330.10043920341764 10.500455369487009 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2279 edge $-1 -1 -1 $-1 $2267 -0.021000474408045533 $1913 4.3633092847450428e-07 $1911 $2626 forward @7 unknown F # -2280 point $-1 -1 -1 $-1 -330.10043920341764 10.500455369487009 70 # -2281 coedge $-1 -1 -1 $-1 $1916 $1915 $2627 $2628 reversed $1917 $-1 # -2282 edge $-1 -1 -1 $-1 $2629 -0.06999260625301082 $1919 -9.1274499497369092e-05 $1936 $2630 forward @7 unknown F # -2283 face $2631 -1 -1 $-1 $1199 $1917 $41 $-1 $2632 forward single F F # -2284 point $-1 -1 -1 $-1 -329.99956366907145 10.500455369487046 69.900000951919807 # -2285 coedge $-1 -1 -1 $-1 $2627 $1925 $1921 $2286 reversed $1953 $-1 # -2286 edge $-1 -1 -1 $-1 $1923 -0.038305453596007684 $1552 -0.0016945464039923763 $1921 $2633 forward @7 unknown F # -2287 integer_attrib-name_attrib-gen-attrib $-1 -1 $2634 $-1 $1922 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2288 plane-surface $-1 -1 -1 $-1 -370 12.500000000000004 70 0 0.99999048072073449 0.0043633092847465806 0 -4.3633092847465802 999.99048072073447 forward_v I I I I # -2289 point $-1 -1 -1 $-1 -331.69454640399232 12.805434557449114 0 # -2290 coedge $-1 -1 -1 $-1 $1925 $1951 $1927 $2293 reversed $1953 $-1 # -2291 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 84 full nurbs 3 open 2 5.4977966630160946 3 7.0685739513430681 3 -370.30543455744908 10.805453596007643 0 1 -370.30543455744902 11.977019938147283 0 0.80474234151293056 -369.47701993814729 12.805434557449106 0 0.80474234151293056 -368.30545359600762 12.805434557449114 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2292 coedge $-1 -1 -1 $-1 $1928 $1927 $2635 $2636 forward $1929 $-1 # -2293 edge $-1 -1 -1 $-1 $1930 0.0016945464039923603 $2637 0.023305453596007643 $2290 $2638 forward @7 unknown F # -2294 edge $-1 -1 -1 $-1 $2624 -0.021000474408045533 $1185 4.3633092847272794e-07 $1928 $2639 forward @7 unknown F # -2295 point $-1 -1 -1 $-1 -370.30543455744908 10.805453596007643 0 # -2296 rgb_color-st-attrib $-1 -1 $-1 $1932 $1548 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2297 coedge $-1 -1 -1 $-1 $2322 $1936 $-1 $2640 forward $1554 $-1 # -2298 coedge $-1 -1 -1 $-1 $1936 $2322 $2319 $2641 forward $1554 $-1 # -2299 rgb_color-st-attrib $-1 -1 $-1 $1937 $1555 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2300 integer_attrib-name_attrib-gen-attrib $-1 -1 $2642 $-1 $1938 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2301 cone-surface $-1 -1 -1 $-1 -332.00041883822945 -10.499581161770536 70.091626712158472 0.0043632677499777402 -0.0043632677499777402 -0.99998096171331385 -1.9999809614414943 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000253 forward I I I I # -2302 coedge $-1 -1 -1 $-1 $2643 $1941 $-1 $2644 forward $1202 $-1 # -2303 edge $-1 -1 -1 $-1 $2311 -0.0043292909268182597 $2645 -0.002079138621974664 $1941 $2646 forward @7 unknown F # -2304 coedge $-1 -1 -1 $-1 $1942 $2647 $2648 $2649 forward $1202 $-1 # -2305 coedge $-1 -1 -1 $-1 $2650 $2651 $1942 $2306 forward $2652 $-1 # -2306 edge $-1 -1 -1 $-1 $2310 -0.0035000761524217978 $2653 0.0035000761524218546 $2305 $2654 forward @7 unknown F # -2307 coedge $-1 -1 -1 $-1 $2655 $1943 $2651 $2656 reversed $2309 $-1 # -2308 tcoedge-coedge $-1 -1 -1 $-1 $1943 $2655 $-1 $2657 forward $2309 $2658 1.7347234759768069e-18 0.0011297273682375852 F # -2309 loop $-1 -1 -1 $-1 $-1 $2655 $2659 F unknown # -2310 vertex $-1 -1 -1 $-1 $1944 $2660 # -2311 tvertex-vertex $-1 -1 -1 $-1 $1944 $2661 1.1374233532693354e-14 # -2312 straight-curve $-1 -1 -1 $-1 -353.49901040112366 -7.8064812700074748 -0.061056850978016199 -17.449749160682721 17.449749160682721 999.69545988188759 I I # -2313 tcoedge-coedge $-1 -1 -1 $-1 $2635 $1946 $2272 $2622 forward $2259 $2662 0 1 F # -2314 coedge $-1 -1 -1 $-1 $1946 $2635 $1951 $2318 reversed $2259 $-1 # -2315 straight-curve $-1 -1 -1 $-1 -368.00005711440696 -12.500038075848456 69.991273713707088 -4.363267749977739 -4.363267749977739 -999.98096171331383 I I # -2316 edge $-1 -1 -1 $-1 $1573 0 $2270 1 $1948 $2663 forward @7 unknown F # -2317 point $-1 -1 -1 $-1 -368.00045536948699 -12.500436330928473 69.900000951927936 # -2318 edge $-1 -1 -1 $-1 $1954 5.4977966630161044 $2637 7.068573951343077 $2314 $2664 forward @7 unknown F # -2319 coedge $-1 -1 -1 $-1 $1952 $2627 $2298 $2641 reversed $1953 $-1 # -2320 face $2665 -1 -1 $-1 $2666 $2652 $41 $-1 $2667 reversed single F F # -2321 point $-1 -1 -1 $-1 -368.30545359600762 -12.805434557449107 0 # -2322 coedge $-1 -1 -1 $-1 $2298 $2297 $1956 $2323 forward $1554 $-1 # -2323 edge $-1 -1 -1 $-1 $2266 0.0002003561932386797 $2324 0.070101687946760277 $2322 $2668 forward @7 unknown F # -2324 vertex $-1 -1 -1 $-1 $2641 $2669 # -2325 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 85 full nurbs 3 open 2 5.4977966630160964 3 7.0685739513430681 3 -329.69456544255087 -10.805453596007638 0 1 -329.69456544255081 -11.977019938147276 0 0.80474234151293089 -330.52298006185265 -12.805434557449097 0 0.80474234151293089 -331.69454640399232 -12.805434557449107 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2326 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 86 full nubs 3 open 10 0 3 0.12499999999995492 2 0.18749999999993761 2 0.24999999999992029 2 0.49999999999991251 2 0.62499999999990918 2 0.68749999999990752 2 0.74999999999990585 2 0.87499999999995293 2 1 3 -329.99956366907151 -10.500455369487002 69.900000951927936 -329.99956379655617 -10.633385837099034 69.900030169043788 -330.01269818298437 -10.763653719341674 69.900056017951712 -330.05080339456578 -10.954943797975957 69.900089693765111 -330.0669403907865 -11.019368078526716 69.900100341827908 -330.10510151104097 -11.14490549120228 69.900119592835878 -330.12643297502797 -11.204568357624025 69.90012799592057 -330.25328309574354 -11.510812759640501 69.900167430893177 -330.4026644822448 -11.731978449485181 69.900183302033568 -330.67668228320036 -12.005996250934496 69.900183245457569 -330.77751851441462 -12.089076925948881 69.9001800995444 -330.94063415814344 -12.198372598380299 69.900168275840201 -330.99697576331414 -12.232253891037821 69.900163197521138 -331.11311811031845 -12.294478052560523 69.900150954703662 -331.17454400866717 -12.323493910619899 69.900143579977126 -331.35346026858349 -12.397603181246923 69.900120488791103 -331.48086864945111 -12.436397316038144 69.900100984887303 -331.73638528548207 -12.487322619603331 69.90005602065753 -331.86645879492079 -12.500436203294942 69.900030203192472 -331.99954463051296 -12.500436330928506 69.900000951919807 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.12499999999995492 0.18749999999993761 0.24999999999992029 0.49999999999991251 0.62499999999990918 0.68749999999990752 0.74999999999990585 0.87499999999995293 0 -1 none F F 1 F 0 } I I # -2327 rgb_color-st-attrib $-1 -1 $-1 $1963 $1577 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2328 integer_attrib-name_attrib-gen-attrib $-1 -1 $2670 $-1 $1964 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2329 face $2671 -1 -1 $-1 $2672 $2673 $41 $-1 $2674 reversed single F T -100.24925953143948 0.6332224194746473 1.5665086870423834 3.1461848798374237 # -2330 loop $-1 -1 -1 $-1 $-1 $2675 $1964 F unknown # -2331 plane-surface $-1 -1 -1 $-1 -350 10.805415518709349 0 0 -0.99984769515639127 -0.01745240643728355 0 17.45240643728355 -999.8476951563913 forward_v I I I I # -2332 coedge $-1 -1 -1 $-1 $2676 $2677 $2678 $2679 reversed $1965 $-1 # -2333 coedge $-1 -1 -1 $-1 $1970 $1967 $-1 $2680 forward $1578 $-1 # -2334 coedge $-1 -1 -1 $-1 $1967 $2681 $-1 $2682 reversed $1578 $-1 # -2335 edge $-1 -1 -1 $-1 $2683 -0.048005898833030664 $2684 -0.00048269990919868222 $1967 $2685 forward @7 unknown F # -2336 coedge $-1 -1 -1 $-1 $1969 $1968 $2686 $2687 reversed $1214 $-1 # -2337 edge $-1 -1 -1 $-1 $2341 1.5711009132900582 $2688 3.1415926535897931 $1968 $2689 forward @7 unknown F # -2338 coedge $-1 -1 -1 $-1 $2690 $2691 $1969 $2339 forward $2652 $-1 # -2339 edge $-1 -1 -1 $-1 $2342 5.4979394370297188 $2692 7.068431177329388 $2338 $2693 forward @7 unknown F # -2340 coedge $-1 -1 -1 $-1 $2694 $1970 $2691 $2695 reversed $1578 $-1 # -2341 vertex $-1 -1 -1 $-1 $2680 $2696 # -2342 vertex $-1 -1 -1 $-1 $2695 $2697 # -2343 straight-curve $-1 -1 -1 $-1 -368.30556774239426 -10.305643894816095 -0.0087208890700329524 -17.449749160682721 -17.449749160682721 -999.69545988188759 I I # -2344 rgb_color-st-attrib $-1 -1 $-1 $1973 $1583 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2345 integer_attrib-name_attrib-gen-attrib $-1 -1 $2698 $-1 $1974 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -2346 face $2699 -1 -1 $-1 $2700 $2701 $43 $-1 $2702 forward single F F # -2347 loop $-1 -1 -1 $-1 $-1 $2703 $1974 F unknown # -2348 cone-surface $-1 -1 -1 $-1 16.027676771816839 9.4276767718168362 0.83939897376615136 0.026167984264979394 0.026167984264979398 -0.99931500198836998 0 0.99965732497555793 0.026176948307873243 1 I I 0 1 1.0000000000000007 forward I I I I # -2349 coedge $-1 -1 -1 $-1 $2704 $2705 $-1 $2706 reversed $1975 $-1 # -2350 coedge $-1 -1 -1 $-1 $2707 $1977 $2705 $2708 reversed $1584 $-1 # -2351 coedge $-1 -1 -1 $-1 $1977 $2707 $1979 $2354 reversed $1584 $-1 # -2352 edge $-1 -1 -1 $-1 $2709 5.4981297601203059 $2710 7.0682408542388666 $1977 $2711 forward @7 unknown F # -2353 coedge $-1 -1 -1 $-1 $1979 $1978 $-1 $2712 reversed $1219 $-1 # -2354 edge $-1 -1 -1 $-1 $2710 -0.019539525634483409 $2356 -2.6159017150331737e-05 $2351 $2713 forward @7 unknown F # -2355 coedge $-1 -1 -1 $-1 $2714 $1980 $2707 $2715 forward $887 $-1 # -2356 vertex $-1 -1 -1 $-1 $1981 $2716 # -2357 vertex $-1 -1 -1 $-1 $1989 $2717 # -2358 straight-curve $-1 -1 -1 $-1 -17.049999999999994 10.450000000000001 0 0 -1000 0 I I # -2359 straight-curve $-1 -1 -1 $-1 -17.03637297367888 -9.4367156487033252 0.52039514000320308 26.167984264979395 26.167984264979399 999.31500198837 I I # -2360 point $-1 -1 -1 $-1 -16.539374529400845 -8.9397172044252926 19.5 # -2361 point $-1 -1 -1 $-1 -15.539717204425287 -9.9393745294008529 19.5 # -2362 straight-curve $-1 -1 -1 $-1 -17.049999999999994 -9.9393745294008529 19.5 1000 0 0 I I # -2363 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 87 full nurbs 3 open 2 5.4981297601203076 3 7.0682408542388648 3 -16.050342675024435 -10.449999999999998 0 1 -16.63601145153773 -10.449999999999996 0 0.8048993373437805 -17.04999999999999 -10.036011451537734 0 0.8048993373437805 -17.049999999999994 -9.450342675024439 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2364 coedge $-1 -1 -1 $-1 $1994 $2001 $-1 $2718 forward $2002 $-1 # -2365 straight-curve $-1 -1 -1 $-1 -5.0072348737640624 -4.4042221824067296 -0.19860427756777949 -17.006613252485703 224.57574707468297 -974.30822070406884 I I # -2366 point $-1 -1 -1 $-1 -4.8171884301677439 -6.9138236777715845 10.689149184127585 # -2367 coedge $-1 -1 -1 $-1 $2719 $1999 $2010 $2385 reversed $2369 $-1 # -2368 coedge $-1 -1 -1 $-1 $1999 $2719 $2001 $2371 reversed $2369 $-1 # -2369 loop $-1 -1 -1 $-1 $-1 $2719 $2720 F unknown # -2370 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 88 full nurbs 3 open 2 4.7899576522065725 3 6.3568340148333142 3 6 -5.4721980772792236 0 1 6 -4.8729232119892592 0 0.8056608924909483 5.58782005924943 -4.4499999999999957 0 0.8056608924909483 5.0037682232040925 -4.4499999999999975 -3.1950897785018322e-17 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2371 edge $-1 -1 -1 $-1 $2003 -0.00037403562582631058 $2721 0.010596978430078128 $2001 $2722 forward @7 unknown F # -2372 face $2723 -1 -1 $-1 $2720 $2002 $43 $-1 $2724 reversed single F F # -2373 point $-1 -1 -1 $-1 5.0037682232040925 -4.4499999999999975 -3.1950897785018322e-17 # -2374 coedge $-1 -1 -1 $-1 $2006 $2725 $2726 $2727 forward $887 $-1 # -2375 coedge $-1 -1 -1 $-1 $2728 $2729 $2006 $2376 forward $2730 $-1 # -2376 edge $-1 -1 -1 $-1 $2380 1 $2731 0 $2375 $2732 forward @7 unknown F # -2377 coedge $-1 -1 -1 $-1 $2733 $2007 $2729 $2734 reversed $2379 $-1 # -2378 coedge $-1 -1 -1 $-1 $2007 $2733 $2009 $2383 reversed $2379 $-1 # -2379 loop $-1 -1 -1 $-1 $-1 $2007 $2735 F unknown # -2380 vertex $-1 -1 -1 $-1 $2376 $2736 # -2381 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 89 full nurbs 3 open 2 3.7293082611294008 3 5.3005614386813455 3 7.0006092483762448 -10.449999999999998 0 1 6.4145213941291868 -10.449999999999998 0 0.80463016107069318 6.0000000000000009 -10.035399666307434 0 0.80463016107069318 6 -9.4492002001629682 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2382 coedge $-1 -1 -1 $-1 $2737 $2009 $-1 $2738 reversed $2011 $-1 # -2383 edge $-1 -1 -1 $-1 $2013 -0.019483459935406622 $2739 2.6193897295636259e-05 $2009 $2740 forward @7 unknown F # -2384 coedge $-1 -1 -1 $-1 $2010 $2737 $-1 $2741 reversed $2011 $-1 # -2385 edge $-1 -1 -1 $-1 $2742 -0.011987318658924587 $2012 -0.0012289229713456252 $2367 $2743 forward @7 unknown F # -2386 face $2744 -1 -1 $-1 $1249 $2011 $43 $-1 $2745 forward single F F # -2387 point $-1 -1 -1 $-1 6 -5.4721980772792236 0 # -2388 point $-1 -1 -1 $-1 6 -9.4492002001629682 0 # -2389 vertex $-1 -1 -1 $-1 $2394 $2746 # -2390 straight-curve $-1 -1 -1 $-1 7.9999999999999964 -0.44999999999999524 3.2000000000000002 1000 1.8973538018496277e-13 0 I I # -2391 rgb_color-st-attrib $-1 -1 $-1 $2020 $1621 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2392 integer_attrib-name_attrib-gen-attrib $-1 -1 $2747 $-1 $2021 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -2393 cone-surface $-1 -1 -1 $-1 8 1.8 0 0 0 1 2.2499999999999969 0 0 1 I I 0 1 2.2499999999999969 forward I I I I # -2394 edge $-1 -1 -1 $-1 $1625 1.5707963267948966 $2389 4.7123889803846879 $2023 $2748 forward @7 unknown F # -2395 rgb_color-st-attrib $-1 -1 $-1 $2027 $1628 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2396 straight-curve $-1 -1 -1 $-1 7.9999999999999964 -0.44999999999999524 0 0 0 1000 I I # -2397 point $-1 -1 -1 $-1 -9.9999999999999982 -0.44999999999999879 3.2000000000000002 # -2398 ellipse-curve $-1 -1 -1 $-1 -9.9999999999999947 1.799999999999998 3.2000000000000002 0 0 1 -2.2499999999999969 0 0 1 I I # -2399 rgb_color-st-attrib $-1 -1 $-1 $2039 $1664 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2400 integer_attrib-name_attrib-gen-attrib $-1 -1 $2749 $-1 $2040 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2401 face $2750 -1 -1 $-1 $2751 $2752 $49 $-1 $2753 forward single F F # -2402 loop $-1 -1 -1 $-1 $-1 $2754 $2040 F unknown # -2403 cone-surface $-1 -1 -1 $-1 -333.97232322818314 9.4276767718168362 0.83939897376615136 0.026167984264979394 0.026167984264979398 -0.99931500198836998 0 0.99965732497555793 0.026176948307873243 1 I I 0 1 1.0000000000000007 forward I I I I # -2404 coedge $-1 -1 -1 $-1 $2755 $2756 $-1 $2757 reversed $2041 $-1 # -2405 coedge $-1 -1 -1 $-1 $2758 $2043 $2756 $2759 reversed $1665 $-1 # -2406 coedge $-1 -1 -1 $-1 $2043 $2758 $2045 $2409 reversed $1665 $-1 # -2407 edge $-1 -1 -1 $-1 $2760 5.4981297601203005 $2761 7.0682408542388666 $2043 $2762 forward @7 unknown F # -2408 coedge $-1 -1 -1 $-1 $2045 $2044 $-1 $2763 reversed $1304 $-1 # -2409 edge $-1 -1 -1 $-1 $2761 -0.019539525634483409 $2411 -2.6159017150331365e-05 $2406 $2764 forward @7 unknown F # -2410 coedge $-1 -1 -1 $-1 $2765 $2046 $2758 $2766 forward $966 $-1 # -2411 vertex $-1 -1 -1 $-1 $2047 $2767 # -2412 vertex $-1 -1 -1 $-1 $2055 $2768 # -2413 straight-curve $-1 -1 -1 $-1 -367.05000000000001 10.450000000000001 0 0 -1000 0 I I # -2414 straight-curve $-1 -1 -1 $-1 -367.03637297367885 -9.4367156487033252 0.52039514000320308 26.167984264979395 26.167984264979399 999.31500198837 I I # -2415 point $-1 -1 -1 $-1 -366.53937452940085 -8.9397172044252926 19.5 # -2416 point $-1 -1 -1 $-1 -365.53971720442524 -9.9393745294008529 19.5 # -2417 straight-curve $-1 -1 -1 $-1 -367.05000000000001 -9.9393745294008529 19.5 1000 0 0 I I # -2418 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 90 full nurbs 3 open 2 5.4981297601203005 3 7.0682408542388648 3 -366.05034267502441 -10.449999999999998 0 1 -366.63601145153763 -10.450000000000003 0 0.80489933734377872 -367.05000000000001 -10.036011451537741 0 0.80489933734377872 -367.05000000000001 -9.450342675024439 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2419 coedge $-1 -1 -1 $-1 $2060 $2067 $-1 $2769 forward $2068 $-1 # -2420 straight-curve $-1 -1 -1 $-1 -355.00723487376405 -4.4042221824067296 -0.19860427756777949 -17.006613252485703 224.57574707468297 -974.30822070406884 I I # -2421 point $-1 -1 -1 $-1 -354.81718843016773 -6.9138236777715845 10.689149184127585 # -2422 coedge $-1 -1 -1 $-1 $2770 $2065 $2076 $2440 reversed $2424 $-1 # -2423 coedge $-1 -1 -1 $-1 $2065 $2770 $2067 $2426 reversed $2424 $-1 # -2424 loop $-1 -1 -1 $-1 $-1 $2770 $2771 F unknown # -2425 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 91 full nurbs 3 open 2 4.7899576522065725 3 6.3568340148333329 3 -344 -5.4721980772792236 0 1 -344 -4.8729232119892512 0 0.80566089249094397 -344.41217994075055 -4.449999999999986 0 0.80566089249094397 -344.99623177679587 -4.4499999999999975 -3.1950897785018322e-17 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2426 edge $-1 -1 -1 $-1 $2069 -0.00037403562582631123 $2772 0.010596978430078128 $2423 $2773 forward @7 unknown F # -2427 face $2774 -1 -1 $-1 $2771 $2068 $49 $-1 $2775 reversed single F F # -2428 point $-1 -1 -1 $-1 -344.99623177679587 -4.4499999999999975 -3.1950897785018322e-17 # -2429 coedge $-1 -1 -1 $-1 $2072 $2776 $2777 $2778 forward $966 $-1 # -2430 coedge $-1 -1 -1 $-1 $2779 $2780 $2072 $2431 forward $2781 $-1 # -2431 edge $-1 -1 -1 $-1 $2435 1 $2782 0 $2430 $2783 forward @7 unknown F # -2432 coedge $-1 -1 -1 $-1 $2784 $2073 $2780 $2785 reversed $2434 $-1 # -2433 coedge $-1 -1 -1 $-1 $2073 $2784 $2075 $2438 reversed $2434 $-1 # -2434 loop $-1 -1 -1 $-1 $-1 $2073 $2786 F unknown # -2435 vertex $-1 -1 -1 $-1 $2431 $2787 # -2436 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 92 full nurbs 3 open 2 3.7293082611293884 3 5.3005614386813455 3 -342.99939075162371 -10.449999999999998 0 1 -343.58547860587078 -10.450000000000003 0 0.80463016107069019 -344 -10.035399666307438 0 0.80463016107069019 -344 -9.4492002001629682 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2437 coedge $-1 -1 -1 $-1 $2788 $2075 $-1 $2789 reversed $2077 $-1 # -2438 edge $-1 -1 -1 $-1 $2079 -0.019483459935406618 $2790 2.6193897295637221e-05 $2433 $2791 forward @7 unknown F # -2439 coedge $-1 -1 -1 $-1 $2076 $2788 $-1 $2792 reversed $2077 $-1 # -2440 edge $-1 -1 -1 $-1 $2793 -0.011987318658924587 $2078 -0.0012289229713456256 $2422 $2794 forward @7 unknown F # -2441 face $2795 -1 -1 $-1 $1334 $2077 $49 $-1 $2796 forward single F F # -2442 point $-1 -1 -1 $-1 -344 -5.4721980772792236 0 # -2443 point $-1 -1 -1 $-1 -344 -9.4492002001629682 0 # -2444 vertex $-1 -1 -1 $-1 $2449 $2797 # -2445 straight-curve $-1 -1 -1 $-1 -341.99999999999994 -0.44999999999999524 3.2000000000000002 1000 1.8973538018496277e-13 0 I I # -2446 rgb_color-st-attrib $-1 -1 $-1 $2086 $1702 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2447 integer_attrib-name_attrib-gen-attrib $-1 -1 $2798 $-1 $2087 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2448 cone-surface $-1 -1 -1 $-1 -341.99999999999994 1.8 0 0 0 1 2.2499999999999742 0 0 1 I I 0 1 2.2499999999999742 forward I I I I # -2449 edge $-1 -1 -1 $-1 $1706 1.5707963267948966 $2444 4.7123889803846897 $2089 $2799 forward @7 unknown F # -2450 rgb_color-st-attrib $-1 -1 $-1 $2093 $1709 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2451 straight-curve $-1 -1 -1 $-1 -341.99999999999994 -0.44999999999999524 0 0 0 1000 I I # -2452 point $-1 -1 -1 $-1 -360 -0.44999999999999879 3.2000000000000002 # -2453 ellipse-curve $-1 -1 -1 $-1 -360 1.799999999999998 3.2000000000000002 0 0 1 -2.2499999999999742 0 0 1 I I # -2454 edge $-1 -1 -1 $-1 $2106 1 $1757 0 $2104 $2800 forward @7 unknown F # -2455 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 5.2499999999999991 1000 0 0 I I # -2456 point $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 5.2499999999999991 # -2457 edge $-1 -1 -1 $-1 $2115 1 $1776 0 $2113 $2801 forward @7 unknown F # -2458 straight-curve $-1 -1 -1 $-1 -0.7216878364870335 -7.6601126184587462 5.2499999999999991 1000 0 0 I I # -2459 point $-1 -1 -1 $-1 -0.7216878364870335 -7.6601126184587462 5.2499999999999991 # -2460 rgb_color-st-attrib $-1 -1 $-1 $2123 $1783 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2461 integer_attrib-name_attrib-gen-attrib $-1 -1 $2802 $-1 $2124 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2462 face $2803 -1 -1 $-1 $2804 $2500 $37 $-1 $2805 forward single F F # -2463 plane-surface $-1 -1 -1 $-1 17.771392796593329 0.50248203894813048 69.700000000000017 6.1880455171611021e-11 4.0960983413906585e-11 1 1000 0 -6.1880455171611024e-08 forward_v I I I I # -2464 coedge $-1 -1 -1 $-1 $2806 $2807 $2808 $2809 reversed $2125 $-1 # -2465 coedge $-1 -1 -1 $-1 $2810 $2127 $2129 $2471 reversed $1784 $-1 # -2466 coedge $-1 -1 -1 $-1 $2127 $2810 $-1 $2811 forward $1784 $-1 # -2467 coedge $-1 -1 -1 $-1 $2812 $2130 $2127 $2468 forward $1456 $-1 # -2468 edge $-1 -1 -1 $-1 $2473 0 $2813 0.0016286215539425301 $2127 $2814 forward @7 unknown F # -2469 coedge $-1 -1 -1 $-1 $2129 $2128 $2815 $2816 forward $1445 $-1 # -2470 edge $-1 -1 -1 $-1 $2817 0 $2472 0.00029999999999998295 $2128 $2818 forward @7 unknown F # -2471 edge $-1 -1 -1 $-1 $2819 0 $2473 0.00029999999999998295 $2129 $2820 forward @7 unknown F # -2472 vertex $-1 -1 -1 $-1 $2481 $2821 # -2473 vertex $-1 -1 -1 $-1 $2131 $2822 # -2474 straight-curve $-1 -1 -1 $-1 18.854767628205121 1.25 70 -566.07516104306546 -824.35363288461849 0 I I # -2475 coedge $-1 -1 -1 $-1 $2823 $2824 $2132 $2476 reversed $2148 $-1 # -2476 edge $-1 -1 -1 $-1 $2477 0 $2479 0.00076830963671292447 $2132 $2825 forward @7 unknown F # -2477 vertex $-1 -1 -1 $-1 $2476 $2826 # -2478 straight-curve $-1 -1 -1 $-1 17.989383012820507 0.61648637820512808 69.700000000000017 0 0 1000 I I # -2479 vertex $-1 -1 -1 $-1 $2827 $2828 # -2480 straight-curve $-1 -1 -1 $-1 18.424078525641022 1.25 69.700000000000017 0 0 1000 I I # -2481 edge $-1 -1 -1 $-1 $2138 0 $2472 0.00043068910256409865 $2135 $2829 forward @7 unknown F # -2482 coedge $-1 -1 -1 $-1 $2136 $2144 $-1 $2830 forward $1456 $-1 # -2483 edge $-1 -1 -1 $-1 $2831 0 $2137 1 $2136 $2832 forward @7 unknown F # -2484 point $-1 -1 -1 $-1 17.989383012820507 0.61648637820512808 70 # -2485 point $-1 -1 -1 $-1 18.424078525641022 1.25 70 # -2486 coedge $-1 -1 -1 $-1 $2140 $2833 $-1 $2488 reversed $2148 $-1 # -2487 straight-curve $-1 -1 -1 $-1 17.63131009615384 0.095152243589743474 69.700000000000017 -567.40747814782503 823.4371583441723 0 I I # -2488 edge $-1 -1 -1 $-1 $2142 0 $2834 0.00042467948717948546 $2486 $2835 forward @7 unknown F # -2489 point $-1 -1 -1 $-1 16.835536858974354 1.25 69.700000000000017 # -2490 edge $-1 -1 -1 $-1 $2491 0 $2836 0.00076874823800639517 $2144 $2837 forward @7 unknown F # -2491 vertex $-1 -1 -1 $-1 $2145 $2838 # -2492 straight-curve $-1 -1 -1 $-1 16.835536858974354 1.25 70 1000 0 0 I I # -2493 coedge $-1 -1 -1 $-1 $2839 $2147 $2840 $2841 reversed $2148 $-1 # -2494 vertex $-1 -1 -1 $-1 $2841 $2842 # -2495 straight-curve $-1 -1 -1 $-1 17.137520032051277 -1.25 69.700000000000017 -1000 0 0 I I # -2496 coedge $-1 -1 -1 $-1 $2153 $2808 $-1 $2843 forward $1456 $-1 # -2497 edge $-1 -1 -1 $-1 $2844 0 $2501 1 $2153 $2845 forward @7 unknown F # -2498 coedge $-1 -1 -1 $-1 $2840 $2154 $-1 $2846 reversed $2500 $-1 # -2499 coedge $-1 -1 -1 $-1 $2154 $2840 $-1 $2847 forward $2500 $-1 # -2500 loop $-1 -1 -1 $-1 $-1 $2154 $2462 F unknown # -2501 vertex $-1 -1 -1 $-1 $2155 $2848 # -2502 straight-curve $-1 -1 -1 $-1 17.72896634615384 -0.38962339743589741 70 -566.48810765601513 -824.06991443948914 0 I I # -2503 point $-1 -1 -1 $-1 17.137520032051277 -1.2500000000000011 70 # -2504 rgb_color-st-attrib $-1 -1 $-1 $2158 $1804 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2505 integer_attrib-name_attrib-gen-attrib $-1 -1 $2849 $-1 $2159 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2506 spline-surface $-1 -1 -1 $-1 forward { ref 75 } I I I I # -2507 loop $-1 -1 -1 $-1 $2850 $2851 $1804 F unknown # -2508 coedge $-1 -1 -1 $-1 $2852 $2853 $-1 $2854 forward $2160 $-1 # -2509 tcoedge-coedge $-1 -1 -1 $-1 $2162 $2167 $-1 $2855 reversed $1868 $2856 -0.0011215649971727682 -0 F # -2510 tvertex-vertex $-1 -1 -1 $-1 $2855 $2857 7.2155955918126942e-15 # -2511 straight-curve $-1 -1 -1 $-1 -3.4990104011236705 -7.8064812700074748 -0.061056850978016199 -17.449749160682721 17.449749160682721 999.69545988188759 I I # -2512 vertex $-1 -1 -1 $-1 $2227 $2858 # -2513 straight-curve $-1 -1 -1 $-1 2.0960141607523455 -6.9593252055351904 48.472481577904219 17.449749160682728 17.449749160682728 999.69545988188759 I I # -2514 point $-1 -1 -1 $-1 2.0791386219746495 -6.9762007443128855 47.505682608831613 # -2515 coedge $-1 -1 -1 $-1 $2528 $2170 $-1 $2859 reversed $1826 $-1 # -2516 edge $-1 -1 -1 $-1 $1818 -0.0025310351185543522 $2860 -0.00052118682570138474 $2170 $2861 forward @7 unknown F # -2517 coedge $-1 -1 -1 $-1 $2862 $2174 $2863 $2864 forward $783 $-1 # -2518 coedge $-1 -1 -1 $-1 $2865 $2866 $2174 $2519 reversed $2867 $-1 # -2519 edge $-1 -1 -1 $-1 $2523 5.4979394370297188 $2868 7.0684311773294501 $2518 $2869 forward @7 unknown F # -2520 coedge $-1 -1 -1 $-1 $2870 $2175 $2178 $2526 forward $2522 $-1 # -2521 coedge $-1 -1 -1 $-1 $2175 $2871 $2865 $2872 forward $2522 $-1 # -2522 loop $-1 -1 -1 $-1 $-1 $2873 $2591 F unknown # -2523 vertex $-1 -1 -1 $-1 $2176 $2874 # -2524 straight-curve $-1 -1 -1 $-1 18.305415518709349 0 0 0 1000 0 I I # -2525 coedge $-1 -1 -1 $-1 $2178 $2177 $-1 $2875 reversed $2179 $-1 # -2526 edge $-1 -1 -1 $-1 $2180 -0.068011991490851645 $2876 -0.00048269990919868331 $2178 $2877 forward @7 unknown F # -2527 point $-1 -1 -1 $-1 18.305415518709349 -10.305491671131145 0 # -2528 coedge $-1 -1 -1 $-1 $2182 $2515 $-1 $2878 forward $1826 $-1 # -2529 edge $-1 -1 -1 $-1 $2879 0.0086782930466766436 $2530 0.016627122472032706 $2182 $2880 forward @7 unknown F # -2530 vertex $-1 -1 -1 $-1 $2183 $2881 # -2531 straight-curve $-1 -1 -1 $-1 17.805643894816104 -10.80556774239429 -0.0087208890700329281 17.449749160682721 -17.449749160682725 -999.69545988188759 I I # -2532 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 93 full nurbs 3 open 2 5.4977966630160973 3 7.068573951343077 3 -18.305453596007631 -12.805434557449107 0 1 -19.477019938147279 -12.805434557449107 0 0.80474234151292912 -20.305434557449097 -11.977019938147285 0 0.80474234151292912 -20.3054345574491 -10.805453596007638 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2533 coedge $-1 -1 -1 $-1 $2186 $2564 $2882 $2883 forward $1128 $-1 # -2534 coedge $-1 -1 -1 $-1 $2884 $2245 $2186 $2535 forward $2575 $-1 # -2535 edge $-1 -1 -1 $-1 $2247 -0.023305453596007643 $2885 -0.0016945464039923586 $2186 $2886 forward @7 unknown F # -2536 coedge $-1 -1 -1 $-1 $2187 $2862 $2887 $2888 forward $783 $-1 # -2537 coedge $-1 -1 -1 $-1 $2889 $2890 $2187 $2538 reversed $2891 $-1 # -2538 edge $-1 -1 -1 $-1 $2892 5.4979394370297188 $2542 7.0684311773294501 $2187 $2893 forward @7 unknown F # -2539 coedge $-1 -1 -1 $-1 $2894 $2188 $2890 $2895 forward $2541 $-1 # -2540 coedge $-1 -1 -1 $-1 $2188 $2894 $2190 $2545 forward $2541 $-1 # -2541 loop $-1 -1 -1 $-1 $-1 $2894 $2896 F unknown # -2542 vertex $-1 -1 -1 $-1 $2538 $2897 # -2543 straight-curve $-1 -1 -1 $-1 0 -10.805415518709342 0 1000 0 0 I I # -2544 coedge $-1 -1 -1 $-1 $2191 $2190 $-1 $2898 reversed $2192 $-1 # -2545 edge $-1 -1 -1 $-1 $2899 -0.050444054674802438 $2193 -8.7235457396828445e-06 $2540 $2900 forward @7 unknown F # -2546 face $2901 -1 -1 $-1 $2198 $2192 $37 $-1 $2902 reversed single F T -100.51100576884812 0.3714761820650061 -3.1461848798380352 -1.5665086870418181 # -2547 point $-1 -1 -1 $-1 -4.4999238475781942 -10.805415518709342 0 # -2548 edge $-1 -1 -1 $-1 $2549 5.3224716125872948 $2551 5.5769764118115672 $2195 $2903 forward @7 unknown F # -2549 vertex $-1 -1 -1 $-1 $2196 $2904 # -2550 straight-curve $-1 -1 -1 $-1 -4.9108906194857163 -9.394601051645429 52.184888640155272 -17.449749160682725 17.449749160682721 999.69545988188759 I I # -2551 tvertex-vertex $-1 -1 -1 $-1 $2548 $2905 7.1607233460988954e-15 # -2552 straight-curve $-1 -1 -1 $-1 -4.0025289238935384 -8.3028104423939979 0.14488195282791022 17.449749160682725 -17.449749160682718 -999.69545988188759 I I # -2553 integer_attrib-name_attrib-gen-attrib $-1 -1 $2906 $-1 $2198 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2554 plane-surface $-1 -1 -1 $-1 -4 0 0 -0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 999.8476951563913 forward_v I I I I # -2555 edge $-1 -1 -1 $-1 $2556 0.043249999999999997 $2558 0.044749999999999991 $2201 $2907 forward @7 unknown F # -2556 vertex $-1 -1 -1 $-1 $2202 $2908 # -2557 ellipse-curve $-1 -1 -1 $-1 -0.75000000000000067 -6.9804867551399129e-15 57 1 -1.0842021724855044e-16 0 -8.6736173798840355e-16 -8.0999999999999996 4.163336342344337e-14 1 I I # -2558 vertex $-1 -1 -1 $-1 $2555 $2909 # -2559 ellipse-curve $-1 -1 -1 $-1 0.74999999999999378 -6.9804867551399129e-15 57 -1 3.2526065174565128e-16 0 2.6020852139652106e-15 8.0999999999999996 0 1 I I # -2560 point $-1 -1 -1 $-1 0.74999999999999623 7.8054155187093466 54.835401057865184 # -2561 point $-1 -1 -1 $-1 -0.74999999999999978 7.8054155187093466 54.835401057865184 # -2562 straight-curve $-1 -1 -1 $-1 -20.000038075848455 10.500057114406991 69.991273713707088 -4.3632677499777399 4.3632677499777399 -999.98096171331383 I I # -2563 point $-1 -1 -1 $-1 -20.000436330928473 10.500455369487007 69.900000951927936 # -2564 coedge $-1 -1 -1 $-1 $2533 $2210 $2579 $2910 reversed $1128 $-1 # -2565 edge $-1 -1 -1 $-1 $2211 5.4977966630160946 $2911 7.068573951343077 $2210 $2912 forward @7 unknown F # -2566 point $-1 -1 -1 $-1 -20.305434557449107 10.805453596007643 0 # -2567 coedge $-1 -1 -1 $-1 $2213 $2599 $-1 $2913 forward $2568 $2914 # -2568 loop $-1 -1 -1 $-1 $-1 $2567 $2604 F unknown # -2569 pcurve $-1 -1 -1 $-1 0 forward { exppc 94 nubs 1 open 2 -1 1 -0 1 1 5.4977966630160964 1 7.0685739513430752 0.001 -1 spline forward { exactsur 95 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160964 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.0685739513430752 3 -19.899560796582325 -10.500455369487002 70 -20.000436330928462 -10.500455369487002 69.900000951927936 -19.899569170564796 -10.624753083776408 69.999999999999986 -20.000445024009974 -10.631355328939218 69.900029761232105 -19.887318810708422 -10.749045565071651 70 -19.98754384363918 -10.762249789836234 69.900055728227031 -19.850945902592603 -10.931908795097918 70 -19.949238753233136 -10.954826090262074 69.900089678971526 -19.835826919627312 -10.992266869280527 69.999999999999986 -19.93331664351966 -11.018390182403284 69.900100163628849 -19.799745811425769 -11.111211184275472 70.000000000000014 -19.895318917022607 -11.143652425841962 69.900119368089122 -19.778783650573754 -11.169796869276302 69.999999999999986 -19.873243262732036 -11.205349991805269 69.900128087754936 -19.731217770466468 -11.284631702477277 70.000000000000014 -19.823150738925765 -11.32628448424938 69.900143678075281 -19.704614174653354 -11.340880552660041 69.999999999999986 -19.795133999409316 -11.385521096883084 69.900150548689254 -19.64602159697267 -11.450500008634661 70.000000000000014 -19.733429084996835 -11.500963201270142 69.900162374729987 -19.614032767163561 -11.503870329943986 69.999999999999986 -19.699741070236346 -11.557168393430119 69.900167330125953 -19.544977756795177 -11.607218738977023 70.000000000000014 -19.627018002881467 -11.666006366115882 69.900175277998585 -19.507911755446276 -11.657196558492709 69.999999999999986 -19.587983139016739 -11.718638864187209 69.900178270454546 -19.429059333781527 -11.753278643016289 70.000000000000014 -19.504942264649134 -11.819824561385436 69.900182263618561 -19.387273118102126 -11.799382658673608 69.999999999999986 -19.460936469652506 -11.868377497916937 69.900183264316226 -19.299382658673601 -11.887273118102138 70.000000000000014 -19.368377497916931 -11.960936469652516 69.900183264316254 -19.253278643016273 -11.929059333781542 69.999999999999986 -19.319824561385428 -12.004942264649143 69.900182263618561 -19.157196558492693 -12.00791175544629 70.000000000000014 -19.218638864187195 -12.08798313901675 69.900178270454546 -19.107218738977 -12.044977756795191 69.999999999999986 -19.166006366115859 -12.127018002881487 69.900175277998585 -19.003870329943968 -12.114032767163579 70.000000000000014 -19.0571683934301 -12.199741070236358 69.900167330125953 -18.950500008634645 -12.146021596972686 69.999999999999986 -19.000963201270121 -12.233429084996851 69.900162374730002 -18.840880552660025 -12.20461417465336 70.000000000000014 -18.885521096883068 -12.295133999409325 69.90015054868924 -18.784631702477267 -12.231217770466476 69.999999999999986 -18.826284484249371 -12.323150738925772 69.900143678075281 -18.669796869276293 -12.278783650573764 70.000000000000014 -18.705349991805249 -12.373243262732053 69.900128087754936 -18.611211184275462 -12.299745811425774 69.999999999999986 -18.64365242584195 -12.395318917022614 69.900119368089122 -18.492266869280506 -12.335826919627326 70.000000000000014 -18.518390182403262 -12.433316643519678 69.900100163628849 -18.431908795097907 -12.350945902592613 69.999999999999986 -18.45482609026206 -12.449238753233153 69.900089678971511 -18.249045565071604 -12.387318810708434 70.000000000000028 -18.262249789836197 -12.487543843639189 69.900055728227045 -18.124753083776394 -12.399569170564805 69.999999999999986 -18.131355328939211 -12.500445024009979 69.900029761232105 -18.000455369486996 -12.399560796582334 70 -18.000455369486996 -12.500436330928471 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -2570 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 96 full nubs 3 open 10 0 3 0.12499999999999903 2 0.18749999999999839 2 0.24999999999999772 2 0.49999999999999878 2 0.62500000000000044 2 0.68750000000000044 2 0.75000000000000033 2 0.87500000000000022 2 1 3 -18.000455369486996 -12.500436330928473 69.900000951927936 -18.133385837213389 -12.500436203443947 69.900030169043816 -18.263653719402406 -12.487301817005132 69.900056017951769 -18.454943797981048 -12.449196605432432 69.900089693765096 -18.519368078491738 -12.433059609222589 69.900100341827908 -18.644905491157449 -12.394898488974018 69.900119592835892 -18.704568357628929 -12.373567024970018 69.900127995920599 -19.010812759620858 -12.246716904264501 69.900167430893077 -19.231978449461348 -12.09733551777895 69.90018330203354 -19.50599625094641 -11.823317716787614 69.900183245457569 -19.589076925964321 -11.722481485565314 69.900180099544428 -19.698372598393675 -11.559365841835001 69.900168275840173 -19.732253891049304 -11.503024236665732 69.90016319752111 -19.794478052566927 -11.386881889668372 69.900150954703619 -19.823493910613603 -11.325455991347964 69.900143579977097 -19.897603181259505 -11.146539731386051 69.900120488791131 -19.936397313515997 -11.019131354490039 69.900100984880154 -19.987322611903476 -10.763614761865004 69.900056020683763 -20.000436203294875 -10.633541274714871 69.90003020320782 -20.000436330928466 -10.500455369487002 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.12499999999999903 0.18749999999999839 0.24999999999999772 0.49999999999999878 0.62500000000000044 0.68750000000000044 0.75000000000000033 0.87500000000000022 0 -1 none F F 1 F 0 } I I # -2571 integer_attrib-name_attrib-gen-attrib $-1 -1 $2915 $-1 $2216 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2572 cone-surface $-1 -1 -1 $-1 -18.000057114406978 -10.500057114406985 69.982547095137605 -0.0043632677499777393 -0.0043632677499777402 -0.99998096171331385 0 1.9999809614414683 -0.0087266185694878651 1 I I 0 1 1.9999999999999991 forward I I I I # -2573 rgb_color-st-attrib $-1 -1 $-1 $2220 $1858 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2574 integer_attrib-name_attrib-gen-attrib $-1 -1 $2916 $-1 $2221 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2575 loop $-1 -1 -1 $-1 $-1 $2884 $2221 F unknown # -2576 plane-surface $-1 -1 -1 $-1 20.000000000000004 12.500000000000004 70 0.99999048072073449 0 0.0043633092847465806 4.3633092847465802 0 -999.99048072073447 forward_v I I I I # -2577 coedge $-1 -1 -1 $-1 $2917 $2882 $2918 $2919 reversed $2222 $-1 # -2578 coedge $-1 -1 -1 $-1 $2918 $2224 $2920 $2921 forward $1859 $-1 # -2579 coedge $-1 -1 -1 $-1 $2224 $2918 $2564 $2910 forward $1859 $-1 # -2580 coedge $-1 -1 -1 $-1 $2226 $2225 $2224 $2581 reversed $1497 $-1 # -2581 edge $-1 -1 -1 $-1 $2911 -0.06999260625301082 $2922 -9.1274499489240178e-05 $2580 $2923 forward @7 unknown F # -2582 tcoedge-coedge $-1 -1 -1 $-1 $2924 $2925 $2225 $2583 reversed $2926 $2927 -1 -0 F # -2583 tedge-edge $-1 -1 -1 $-1 $2208 0 $2922 1 $2582 $2928 forward @7 unknown F 0.00012679381249686668 # -2584 pcurve $-1 -1 -1 $-1 0 forward { exppc 97 nubs 2 open 7 0 2 0.16666666666666666 2 0.33333333333333331 2 0.5 2 0.66666666666666663 2 0.83333333333333337 2 1 2 0.045637249744625172 -1.1090846123440456e-15 0.046198223388091049 0.13538607175064354 0.046569607013271633 0.26221767828901599 0.046960806894933108 0.39581675509870551 0.047155167933305681 0.5247057914494786 0.047353390498966752 0.6561555701107723 0.047353409366749012 0.7853886441634903 0.047353428225857058 0.91456227896928555 0.047155193080831485 1.0460350207999278 0.046961266529064558 1.1746502341492775 0.046569244693090685 1.3086435724680201 0.046198897271909484 1.4352285806280021 0.045637249744625172 1.5707772883269802 0.001 0.0020882053808265869 cone -18.000057114406985 10.500057114406992 69.982547095137605 -0.004363267749977741 0.0043632677499777402 -0.99998096171331385 -1.9999809614414701 0 0.0087266185694878651 1 I I 0 1 2.0000000000000009 forward I I I I } 0 0 # -2585 straight-curve $-1 -1 -1 $-1 8.084152076215756e-16 -7.4563142201449883 20 -1000 -1.0842021724855047e-13 0 I I # -2586 straight-curve $-1 -1 -1 $-1 -1.5962425368591036 -6.9762007443128864 47.505682608831613 1000 1.0838719391508466e-13 -1.8919055071751167e-15 I I # -2587 point $-1 -1 -1 $-1 -2.0791386219746508 -6.9762007443128864 47.505682608831613 # -2588 point $-1 -1 -1 $-1 -1.5990251461425493 -7.4563142201449883 20 # -2589 rgb_color-st-attrib $-1 -1 $-1 $2233 $1867 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2590 integer_attrib-name_attrib-gen-attrib $-1 -1 $2929 $-1 $2234 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2591 face $2930 -1 -1 $-1 $2931 $2522 $37 $-1 $2932 forward single F F # -2592 cone-surface $-1 -1 -1 $-1 17.802353713370202 -10.302353713370193 0.17104727650523946 0.017449749160682721 -0.017449749160682721 -0.99969545988188746 -0.49992384757819447 0 -0.0087262032186417818 1 I I 0 1 0.49999999999999883 forward I I I I # -2593 coedge $-1 -1 -1 $-1 $2933 $2934 $2237 $2594 forward $2850 $-1 # -2594 edge $-1 -1 -1 $-1 $2601 -0.036000474408045532 $2597 4.3633092847628061e-07 $2593 $2935 forward @7 unknown F # -2595 tcoedge-coedge $-1 -1 -1 $-1 $2238 $2249 $2933 $2936 reversed $2250 $2937 -1 -0 F # -2596 pcurve $-1 -1 -1 $-1 0 forward { exppc 98 nubs 1 open 2 -1 1 -0 1 0 5.4977966630160973 1 5.4977966630161079 0.001 -1 spline forward { ref 75 } I I I I } 0 0 # -2597 tvertex-vertex $-1 -1 -1 $-1 $2239 $2938 3.5527136788005009e-15 # -2598 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 99 full nubs 3 open 2 0 3 1 3 18.000455369487046 -12.500436330928506 69.900000951919807 18.000455369487014 -12.466811152813094 69.933333967951953 18.000455369487014 -12.433185974697713 69.966666983975983 18.000455369487014 -12.399560796582334 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2599 tcoedge-coedge $-1 -1 -1 $-1 $2567 $2240 $2934 $2939 reversed $2568 $2940 -1 -0 F # -2600 pcurve $-1 -1 -1 $-1 0 forward { exppc 100 nubs 1 open 2 -1 1 -0 1 1 7.0685739513430752 0 7.0685739513430752 0.001 -1 spline forward { ref 95 } I I I I } 0 0 # -2601 tvertex-vertex $-1 -1 -1 $-1 $2241 $2941 0 # -2602 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 101 full nubs 3 open 2 0 3 1 3 -18.000455369486996 -12.399560796582334 70 -18.000455369486996 -12.433185974697713 69.966666983975983 -18.000455369486996 -12.466811152813094 69.933333967951953 -18.000455369486996 -12.500436330928473 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2603 integer_attrib-name_attrib-gen-attrib $-1 -1 $2942 $-1 $2242 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2604 face $2943 -1 -1 $-1 $2216 $2568 $37 $-1 $2944 forward single F F # -2605 plane-surface $-1 -1 -1 $-1 0 -12.399560796582334 70 0 0.7040147244559376 -0.71018537562331585 1000 0 0 forward_v I I I I # -2606 coedge $-1 -1 -1 $-1 $2245 $2884 $-1 $2945 forward $2575 $-1 # -2607 straight-curve $-1 -1 -1 $-1 19.999562123212012 -10.499581161770536 70.10035333072797 4.363267749977739 -4.3632677499777399 -999.98096171331383 I I # -2608 point $-1 -1 -1 $-1 20.305434557449114 -10.805453596007638 0 # -2609 edge $-1 -1 -1 $-1 $2252 0 $2946 1 $2249 $2947 forward @7 unknown F # -2610 pcurve $-1 -1 -1 $-1 0 forward { exppc 102 nubs 1 open 2 0 1 1 1 1 7.0685739513430761 0 7.0685739513430761 0.001 -1 spline forward { ref 75 } I I I I } 0 0 # -2611 point $-1 -1 -1 $-1 20.00043633092848 -10.500455369487002 69.900000951927936 # -2612 rgb_color-st-attrib $-1 -1 $-1 $2254 $1884 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2613 rgb_color-st-attrib $-1 -1 $-1 $2257 $1892 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2614 integer_attrib-name_attrib-gen-attrib $-1 -1 $2948 $-1 $2258 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2615 plane-surface $-1 -1 -1 $-1 -370 12.500000000000004 70 -0.99999048072073449 -2.7755311402553455e-16 0.0043633092847465806 4.3633092847465802 0 999.99048072073447 forward_v I I I I # -2616 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 103 full nubs 3 open 2 0 3 1 3 -368.00045536948699 -12.399560796582334 70 -368.00045536948699 -12.433185974697713 69.966666983975983 -368.00045536948699 -12.466811152813094 69.933333967951953 -368.00045536948699 -12.500436330928473 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2617 pcurve $-1 -1 -1 $-1 0 forward { exppc 104 nubs 1 open 2 -1 1 -0 1 0 5.4977966630160973 1 5.4977966630160973 0.001 -1 spline forward { ref 27 } I I I I } 0 0 # -2618 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 105 full nubs 3 open 8 0 3 0.12499999999998457 2 0.24999999999996914 2 0.49999999999998979 2 0.75000000000001044 2 0.87500000000001077 2 0.93750000000000533 2 1 3 -331.99954463051296 -12.399560796582334 70 -331.87604135415683 -12.399569117043239 70.000000000000014 -331.74971330537437 -12.387035699457298 70 -331.50837792444713 -12.339104711138475 70 -331.386461385014 -12.302048041532128 70.000000000000014 -331.0454343723415 -12.160906048496111 69.999999999999986 -330.83070806619355 -12.017263469767277 70 -330.48263615703075 -11.669392307008463 69.999999999999986 -330.33922509441595 -11.454511304701681 69.999999999999986 -330.19788638701175 -11.113565776464341 69.999999999999986 -330.16095711748534 -10.991568854565131 70 -330.12491613331053 -10.810647150351164 70 -330.11562977704136 -10.747751763401899 69.999999999999986 -330.10354648653356 -10.625449661878147 70 -330.10043496115338 -10.563424661825509 70 -330.10043920341764 -10.500455369487002 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12499999999998457 0.24999999999996914 0.49999999999998979 0.75000000000001044 0.87500000000001077 0.93750000000000533 0 -1 none F F 1 F 0 } I I # -2619 point $-1 -1 -1 $-1 -329.99956366907151 -10.500455369487002 69.900000951927936 # -2620 point $-1 -1 -1 $-1 -330.10043920341764 -10.500455369487002 70 # -2621 point $-1 -1 -1 $-1 -331.99954463051296 -12.399560796582334 70 # -2622 tedge-edge $-1 -1 -1 $-1 $1949 0 $2624 1 $2272 $2949 forward @7 unknown F 0.00012679380902779348 # -2623 pcurve $-1 -1 -1 $-1 0 forward { exppc 106 nubs 1 open 2 -1 1 -0 1 1 5.4977966630160964 1 7.0685739513430752 0.001 -1 spline forward { ref 57 } I I I I } 0 0 # -2624 tvertex-vertex $-1 -1 -1 $-1 $2636 $2950 5.6843418860808015e-14 # -2625 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 107 full nubs 1 open 2 0 1 1 1 -369.89956079658231 -10.500455369487002 70 -370.00043633092844 -10.500455369487002 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2626 straight-curve $-1 -1 -1 $-1 -330.10043920341764 10.500019038558534 70 0 1000 0 I I # -2627 coedge $-1 -1 -1 $-1 $2319 $2285 $2281 $2628 forward $1953 $-1 # -2628 edge $-1 -1 -1 $-1 $1923 5.4977966630161044 $2629 7.068573951343077 $2281 $2951 forward @7 unknown F # -2629 vertex $-1 -1 -1 $-1 $2628 $2952 # -2630 straight-curve $-1 -1 -1 $-1 -329.99996192415153 10.500057114406992 69.991273713707088 -4.363267749977739 -4.3632677499777399 999.98096171331383 I I # -2631 integer_attrib-name_attrib-gen-attrib $-1 -1 $2953 $-1 $2283 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2632 cone-surface $-1 -1 -1 $-1 -332.00070440981131 10.499295590188673 70.157074482371016 0.0043632677499777402 0.0043632677499777402 -0.99998096171331385 -1.9999809614414943 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000253 forward I I I I # -2633 straight-curve $-1 -1 -1 $-1 -370 12.805434557449114 0 -1000 0 0 I I # -2634 rgb_color-st-attrib $-1 -1 $-1 $2287 $1922 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2635 coedge $-1 -1 -1 $-1 $2314 $2313 $2292 $2636 reversed $2259 $-1 # -2636 edge $-1 -1 -1 $-1 $2637 -0.070101687946760277 $2624 -0.0002003561932386797 $2292 $2954 forward @7 unknown F # -2637 vertex $-1 -1 -1 $-1 $2318 $2955 # -2638 straight-curve $-1 -1 -1 $-1 -370.30543455744908 12.500000000000004 0 2.7755575615628914e-13 -1000 0 I I # -2639 straight-curve $-1 -1 -1 $-1 -370.00043633092844 10.500019038558534 69.900000951927936 -2.7755575615628914e-13 1000 -2.1512775700777705e-31 I I # -2640 edge $-1 -1 -1 $-1 $1919 -0.021000474408045575 $2266 4.3633092847450428e-07 $2297 $2956 forward @7 unknown F # -2641 edge $-1 -1 -1 $-1 $2324 -0.023305453596007643 $2629 -0.0016945464039923586 $2298 $2957 forward @7 unknown F # -2642 rgb_color-st-attrib $-1 -1 $-1 $2300 $1938 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2643 coedge $-1 -1 -1 $-1 $2958 $2302 $-1 $2959 reversed $1202 $-1 # -2644 edge $-1 -1 -1 $-1 $2645 -0.027522785290184711 $2960 -8.7235457396837983e-06 $2302 $2961 forward @7 unknown F # -2645 vertex $-1 -1 -1 $-1 $2303 $2962 # -2646 straight-curve $-1 -1 -1 $-1 -350 -6.9762007443128864 47.505682608831606 1000 1.0838719391508466e-13 -1.8919055071751167e-15 I I # -2647 coedge $-1 -1 -1 $-1 $2304 $2958 $-1 $2963 forward $1202 $-1 # -2648 coedge $-1 -1 -1 $-1 $2964 $2965 $2304 $2649 reversed $2966 $-1 # -2649 edge $-1 -1 -1 $-1 $2967 -0.047581229853169045 $2653 -6.1075450903049118e-05 $2304 $2968 forward @7 unknown F # -2650 coedge $-1 -1 -1 $-1 $2969 $2305 $2965 $2970 forward $2652 $-1 # -2651 coedge $-1 -1 -1 $-1 $2305 $2971 $2307 $2656 forward $2652 $-1 # -2652 loop $-1 -1 -1 $-1 $1953 $2305 $2320 F unknown # -2653 vertex $-1 -1 -1 $-1 $2649 $2972 # -2654 straight-curve $-1 -1 -1 $-1 -350 -7.8054155187093404 0 1000 1.0842021724855047e-13 0 I I # -2655 coedge $-1 -1 -1 $-1 $2308 $2307 $2973 $2974 reversed $2309 $-1 # -2656 edge $-1 -1 -1 $-1 $2975 2.3563467834399257 $2310 3.9268385237395949 $2651 $2976 forward @7 unknown F # -2657 tedge-edge $-1 -1 -1 $-1 $2977 1.7347234759768069e-18 $2311 0.0011297273682375852 $2308 $2978 forward @7 unknown F 0.00060070924105179837 # -2658 pcurve $-1 -1 -1 $-1 0 forward { exppc 108 nubs 5 open 9 1.7347234759768069e-18 5 0.00014121592102969967 1 0.00028243184205939761 3 0.00042364776308909558 3 0.00056486368411880141 4 0.0007060796051484914 3 0.00084729552617819322 4 0.00098851144720788734 3 0.0011297273682375852 5 -96.257968336058354 3.7747582837255512e-15 -96.2096817280203 0.029322301644618753 -96.113248876827654 0.088367051130312638 -96.017274259909911 0.14823372794930811 -95.922112886282562 0.20907921551740294 -95.781123204301366 0.30239979390733146 -95.688475839794762 0.36622796497642179 -95.64253297287199 0.39860716767073706 -95.551497621941465 0.46444508699353682 -95.462340541348837 0.53277247194124855 -95.418275944763977 0.5676408652908761 -95.374769668017535 0.60330473847016186 -95.28896250645542 0.67639528381157143 -95.246622622617636 0.71392057622945659 -95.205094870417042 0.75242595383046473 -95.124160498678293 0.83149809815903386 -95.048462131040139 0.91510909230944937 -95.012170382940155 0.95815232754330726 -94.977684505253208 1.0025918229728648 -94.912821360093346 1.0946408955478024 -94.882494353401185 1.1426605066191318 -94.854838622407726 1.192409731302654 -94.80600313144015 1.2948434359036014 -94.772386421755243 1.4024577966397884 -94.759949472044383 1.4573876190781239 -94.752450637276127 1.5133646609512335 -94.750456627261414 1.5704917402997149 1.4291090868502107e-07 2.6582181737004647e-07 cone -353.50260507631532 -8.3028104423939997 0.15360815604655206 0.017449749160682721 -0.017449749160682718 -0.99969545988188746 -0.49992384757818753 0 -0.0087262032186417818 1 I I 0 1 0.4999999999999919 forward I I I I } 0 0 # -2659 face $2979 -1 -1 $-1 $1203 $2309 $41 $-1 $2980 forward single F F # -2660 point $-1 -1 -1 $-1 -353.5000761524218 -7.8054155187093404 0 # -2661 point $-1 -1 -1 $-1 -354.32929092681826 -6.9762007443128873 47.505682608831613 # -2662 pcurve $-1 -1 -1 $-1 0 forward { exppc 109 nubs 2 open 7 0 2 0.16666666666666666 2 0.33333333333333331 2 0.5 2 0.66666666666666663 2 0.83333333333333337 2 1 2 0.045637249744625234 -3.1415926535897931 0.046198223411708275 -3.0062065761451695 0.046569607023553374 -2.8793749708181462 0.046960806908979753 -2.7457758891994506 0.047155167933330765 -2.6168868621424384 0.047353390498991649 -2.4854370834941104 0.047353409366756159 -2.3562040094262953 0.047353428225820712 -2.2270303745662954 0.047155193080789512 -2.0955576327768561 0.046961266528952168 -1.9669424194049059 0.04656924469310101 -1.8329490811228428 0.046198897271994929 -1.7063640729856209 0.0456372497446252 -1.5708153652628121 0.001 0.0020882053600799534 cone -368.00005711440696 -10.500057114406985 69.982547095137605 -0.0043632677499777393 -0.0043632677499777402 -0.99998096171331385 0 1.9999809614414683 -0.0087266185694878651 1 I I 0 1 1.9999999999999991 forward I I I I } 0 0 # -2663 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 110 full nubs 3 open 2 0 3 1 3 -331.99954463051296 -12.500436330928506 69.900000951919807 -331.99954463051296 -12.466811152813094 69.933333967951953 -331.99954463051296 -12.433185974697713 69.966666983975983 -331.99954463051296 -12.399560796582334 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2664 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 111 full nurbs 3 open 2 5.4977966630161044 3 7.068573951343077 3 -368.30545359600762 -12.805434557449107 0 1 -369.47701993814729 -12.805434557449097 0 0.80474234151293067 -370.30543455744908 -11.977019938147276 0 0.80474234151293067 -370.30543455744908 -10.805453596007638 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2665 integer_attrib-name_attrib-gen-attrib $-1 -1 $2981 $-1 $2320 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2666 face $2982 -1 -1 $-1 $2983 $2984 $41 $-1 $2985 forward single F F # -2667 plane-surface $-1 -1 -1 $-1 -350 0 0 0 0 1 1000 0 0 forward_v I I I I # -2668 straight-curve $-1 -1 -1 $-1 -330.00043787678794 -10.499581161770536 70.10035333072797 4.363267749977739 -4.3632677499777399 -999.98096171331383 I I # -2669 point $-1 -1 -1 $-1 -329.69456544255087 -10.805453596007638 0 # -2670 rgb_color-st-attrib $-1 -1 $-1 $2328 $1964 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2671 integer_attrib-name_attrib-gen-attrib $-1 -1 $2986 $-1 $2329 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2672 face $2987 -1 -1 $-1 $2988 $2989 $41 $-1 $2990 forward single F F # -2673 loop $-1 -1 -1 $-1 $-1 $2991 $2329 F unknown # -2674 cone-surface $-1 -1 -1 $-1 -332.19992998972305 10.30007001027692 0.3018805390953318 0.017449749160682721 0.017449749160682721 -0.99969545988188746 -0.49992384757818753 0 -0.0087262032186417541 1 I I 0 1 0.4999999999999919 forward I I I I # -2675 coedge $-1 -1 -1 $-1 $2992 $2993 $2994 $2995 forward $2330 $-1 # -2676 coedge $-1 -1 -1 $-1 $2996 $2332 $-1 $2997 forward $1965 $-1 # -2677 coedge $-1 -1 -1 $-1 $2332 $2996 $2998 $2999 reversed $1965 $-1 # -2678 coedge $-1 -1 -1 $-1 $2993 $3000 $2332 $2679 forward $2330 $-1 # -2679 edge $-1 -1 -1 $-1 $3001 -0.067538015127392659 $3002 -8.7235457396828886e-06 $2332 $3003 forward @7 unknown F # -2680 edge $-1 -1 -1 $-1 $2684 0.002428293046676638 $2341 0.0091271224720326921 $2333 $3004 forward @7 unknown F # -2681 coedge $-1 -1 -1 $-1 $2334 $3005 $-1 $3006 forward $1578 $-1 # -2682 edge $-1 -1 -1 $-1 $2683 -0.0015990251461425436 $3007 0.0015990251461425527 $2334 $3008 forward @7 unknown F # -2683 vertex $-1 -1 -1 $-1 $2335 $3009 # -2684 vertex $-1 -1 -1 $-1 $2335 $3010 # -2685 straight-curve $-1 -1 -1 $-1 -367.11862332727549 -2.4367160390120448 67.991279110929966 17.449749160682728 -17.449749160682718 999.69545988188759 I I # -2686 coedge $-1 -1 -1 $-1 $3011 $3012 $2336 $2687 forward $2984 $-1 # -2687 edge $-1 -1 -1 $-1 $2692 -0.068011991490851645 $2688 -0.00048269990919868315 $2336 $3013 forward @7 unknown F # -2688 vertex $-1 -1 -1 $-1 $2687 $3014 # -2689 ellipse-curve $-1 -1 -1 $-1 -366.62712247203268 -9.1271224720326973 67.500000000000014 0.017449749160682721 0.017449749160682725 0.99969545988188768 0 0.49992384757819619 -0.0087262032186369298 1 I I # -2690 coedge $-1 -1 -1 $-1 $3015 $2338 $3012 $3016 forward $2652 $-1 # -2691 coedge $-1 -1 -1 $-1 $2338 $2998 $2340 $2695 forward $2652 $-1 # -2692 vertex $-1 -1 -1 $-1 $3016 $3017 # -2693 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 112 full nurbs 3 open 2 5.4979394370297188 3 7.068431177329388 3 -368.30541551870931 -10.305491671131145 0 1 -368.30541551870931 -10.598358751289384 0 0.80480964038280089 -368.09835875128937 -10.805415518709323 0 0.80480964038280089 -367.80549167113111 -10.805415518709342 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2694 coedge $-1 -1 -1 $-1 $3005 $2340 $2996 $3018 forward $1578 $-1 # -2695 edge $-1 -1 -1 $-1 $3019 -0.010305491671131158 $2342 0.01030549167113114 $2691 $3020 forward @7 unknown F # -2696 point $-1 -1 -1 $-1 -367.12704631961083 -9.1271224720326973 67.508726203218657 # -2697 point $-1 -1 -1 $-1 -368.30541551870931 -10.305491671131145 0 # -2698 rgb_color-st-attrib $-1 -1 $-1 $2345 $1974 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2699 integer_attrib-name_attrib-gen-attrib $-1 -1 $3021 $-1 $2346 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -2700 face $3022 -1 -1 $-1 $3023 $3024 $43 $-1 $3025 forward single F T -18.997204326715899 0.53617901102816423 -3.1461822169604794 -1.5668919961005481 # -2701 loop $-1 -1 -1 $-1 $-1 $3026 $2346 F unknown # -2702 plane-surface $-1 -1 -1 $-1 17.050000000000008 10.450000000000001 0 0.99965732497555737 1.6594536168107899e-16 0.026176948307873212 26.176948307873214 0 -999.65732497555746 forward_v I I I I # -2703 coedge $-1 -1 -1 $-1 $3027 $3028 $-1 $3029 reversed $2347 $-1 # -2704 coedge $-1 -1 -1 $-1 $3030 $2349 $3028 $3031 forward $1975 $-1 # -2705 coedge $-1 -1 -1 $-1 $2349 $3030 $2350 $2708 forward $1975 $-1 # -2706 edge $-1 -1 -1 $-1 $3032 1 $2709 0 $2349 $3033 forward @7 unknown F # -2707 coedge $-1 -1 -1 $-1 $2351 $2350 $2355 $2715 reversed $1584 $-1 # -2708 edge $-1 -1 -1 $-1 $3034 2.6159017150331768e-05 $2709 0.019539525634483409 $2705 $3035 forward @7 unknown F # -2709 vertex $-1 -1 -1 $-1 $2706 $3036 # -2710 vertex $-1 -1 -1 $-1 $2352 $3037 # -2711 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 113 full nurbs 3 open 2 5.4981297601203059 3 7.0682408542388666 3 -15.539717204425287 9.9393745294008564 19.5 1 -16.125385980938585 9.9393745294008529 19.500000000000004 0.80489933734377961 -16.539374529400845 9.5253859809385943 19.500000000000004 0.80489933734377961 -16.539374529400845 8.9397172044252962 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2712 edge $-1 -1 -1 $-1 $2710 1 $1984 0 $2353 $3038 forward @7 unknown F # -2713 straight-curve $-1 -1 -1 $-1 -17.050684528749169 9.45102720377362 -0.026141098275597602 -26.167984264979395 26.167984264979399 -999.31500198837 I I # -2714 coedge $-1 -1 -1 $-1 $3039 $2355 $3030 $3040 reversed $887 $-1 # -2715 edge $-1 -1 -1 $-1 $2356 5.4981297601203076 $3034 7.0682408542388648 $2707 $3041 forward @7 unknown F # -2716 point $-1 -1 -1 $-1 -17.049999999999994 9.4503426750244426 0 # -2717 point $-1 -1 -1 $-1 -17.049999999999994 -9.450342675024439 0 # -2718 edge $-1 -1 -1 $-1 $2721 1 $1996 0 $2364 $3042 forward @7 unknown F # -2719 coedge $-1 -1 -1 $-1 $2368 $2367 $-1 $3043 forward $2369 $-1 # -2720 face $3044 -1 -1 $-1 $2386 $2369 $43 $-1 $3045 reversed single F T -11.987318658924586 -0.99882595413726616 -0.015390737163095677 1.582267099789834 # -2721 vertex $-1 -1 -1 $-1 $3043 $3046 # -2722 straight-curve $-1 -1 -1 $-1 4.9974071439730201 -4.5339993301024872 0.36442598507876572 -17.006613252485703 -224.57574707468297 974.30822070406884 I I # -2723 integer_attrib-name_attrib-gen-attrib $-1 -1 $3047 $-1 $2372 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -2724 plane-surface $-1 -1 -1 $-1 -16.989771599996242 -4.4499999999999975 -3.1950897785018322e-17 0 0.97444914837073182 0.22460823056948656 0 -224.60823056948655 974.44914837073179 forward_v I I I I # -2725 coedge $-1 -1 -1 $-1 $2374 $3039 $3048 $3049 reversed $887 $-1 # -2726 coedge $-1 -1 -1 $-1 $3050 $3051 $2374 $2727 reversed $3024 $-1 # -2727 edge $-1 -1 -1 $-1 $3052 5.4981297601203076 $2731 7.0682408542388648 $2374 $3053 forward @7 unknown F # -2728 coedge $-1 -1 -1 $-1 $3054 $2375 $3051 $3055 forward $2730 $-1 # -2729 coedge $-1 -1 -1 $-1 $2375 $3054 $2377 $2734 forward $2730 $-1 # -2730 loop $-1 -1 -1 $-1 $-1 $3054 $3023 F unknown # -2731 vertex $-1 -1 -1 $-1 $2727 $3056 # -2732 straight-curve $-1 -1 -1 $-1 -17.049999999999994 -10.449999999999998 0 1000 0 0 I I # -2733 coedge $-1 -1 -1 $-1 $2378 $2377 $-1 $3057 reversed $2379 $-1 # -2734 edge $-1 -1 -1 $-1 $3058 -0.01949219677574035 $2380 1.7457056961906196e-05 $2729 $3059 forward @7 unknown F # -2735 face $3060 -1 -1 $-1 $2372 $2379 $43 $-1 $3061 forward single F T -0.34378701837773229 19.315162740463879 -1.6240756635230549 0.052822485971107495 # -2736 point $-1 -1 -1 $-1 7.0006092483762448 -10.449999999999998 0 # -2737 coedge $-1 -1 -1 $-1 $2384 $2382 $-1 $3062 forward $2011 $-1 # -2738 edge $-1 -1 -1 $-1 $3063 1 $2739 0 $2382 $3064 forward @7 unknown F # -2739 vertex $-1 -1 -1 $-1 $2383 $3065 # -2740 straight-curve $-1 -1 -1 $-1 5.6600832238365237 -8.9392603014990328 19.473819064056958 -17.446427754125811 26.172964163168864 999.50517662768186 I I # -2741 edge $-1 -1 -1 $-1 $2742 1 $3066 0 $2384 $3067 forward @7 unknown F # -2742 vertex $-1 -1 -1 $-1 $2741 $3068 # -2743 straight-curve $-1 -1 -1 $-1 6.0208998176907711 -5.1962117828920409 -1.1973497535941133 17.006613252485707 224.57574707468291 -974.30822070406873 I I # -2744 integer_attrib-name_attrib-gen-attrib $-1 -1 $3069 $-1 $2386 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -2745 plane-surface $-1 -1 -1 $-1 6 0 0 -0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 999.8476951563913 forward_v I I I I # -2746 point $-1 -1 -1 $-1 7.9999999999999964 -0.44999999999999524 3.2000000000000002 # -2747 rgb_color-st-attrib $-1 -1 $-1 $2392 $2021 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2748 ellipse-curve $-1 -1 -1 $-1 8 1.8 3.2000000000000002 0 0 1 2.2499999999999969 0 0 1 I I # -2749 rgb_color-st-attrib $-1 -1 $-1 $2400 $2040 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2750 integer_attrib-name_attrib-gen-attrib $-1 -1 $3070 $-1 $2401 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2751 face $3071 -1 -1 $-1 $3072 $3073 $49 $-1 $3074 forward single F T -18.997204326716624 0.53617901102816756 -3.1461822169606215 -1.5668919961004482 # -2752 loop $-1 -1 -1 $-1 $-1 $3075 $2401 F unknown # -2753 plane-surface $-1 -1 -1 $-1 -332.94999999999999 10.450000000000001 0 0.99965732497555737 1.6594536168107899e-16 0.026176948307873212 26.176948307873214 0 -999.65732497555746 forward_v I I I I # -2754 coedge $-1 -1 -1 $-1 $3076 $3077 $-1 $3078 reversed $2402 $-1 # -2755 coedge $-1 -1 -1 $-1 $3079 $2404 $3077 $3080 forward $2041 $-1 # -2756 coedge $-1 -1 -1 $-1 $2404 $3079 $2405 $2759 forward $2041 $-1 # -2757 edge $-1 -1 -1 $-1 $3081 1 $2760 0 $2404 $3082 forward @7 unknown F # -2758 coedge $-1 -1 -1 $-1 $2406 $2405 $2410 $2766 reversed $1665 $-1 # -2759 edge $-1 -1 -1 $-1 $3083 2.6159017150331399e-05 $2760 0.019539525634483409 $2756 $3084 forward @7 unknown F # -2760 vertex $-1 -1 -1 $-1 $2757 $3085 # -2761 vertex $-1 -1 -1 $-1 $2407 $3086 # -2762 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 114 full nurbs 3 open 2 5.4981297601203005 3 7.0682408542388666 3 -365.53971720442524 9.9393745294008564 19.5 1 -366.12538598093852 9.9393745294008582 19.500000000000004 0.8048993373437785 -366.53937452940085 9.5253859809385961 19.500000000000004 0.8048993373437785 -366.53937452940085 8.9397172044252962 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2763 edge $-1 -1 -1 $-1 $2761 1 $2050 0 $2408 $3087 forward @7 unknown F # -2764 straight-curve $-1 -1 -1 $-1 -367.05068452874917 9.45102720377362 -0.026141098275597602 -26.167984264979395 26.167984264979399 -999.31500198837 I I # -2765 coedge $-1 -1 -1 $-1 $3088 $2410 $3079 $3089 reversed $966 $-1 # -2766 edge $-1 -1 -1 $-1 $2411 5.4981297601203076 $3083 7.0682408542388719 $2758 $3090 forward @7 unknown F # -2767 point $-1 -1 -1 $-1 -367.05000000000001 9.4503426750244426 0 # -2768 point $-1 -1 -1 $-1 -367.05000000000001 -9.450342675024439 0 # -2769 edge $-1 -1 -1 $-1 $2772 1 $2062 0 $2419 $3091 forward @7 unknown F # -2770 coedge $-1 -1 -1 $-1 $2423 $2422 $-1 $3092 forward $2424 $-1 # -2771 face $3093 -1 -1 $-1 $2441 $2424 $49 $-1 $3094 reversed single F T -11.987318658924586 -0.99882595413715913 -0.01539073716318104 1.5822670997899397 # -2772 vertex $-1 -1 -1 $-1 $3092 $3095 # -2773 straight-curve $-1 -1 -1 $-1 -345.00259285602698 -4.5339993301024872 0.36442598507876572 -17.006613252485703 -224.57574707468297 974.30822070406884 I I # -2774 integer_attrib-name_attrib-gen-attrib $-1 -1 $3096 $-1 $2427 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2775 plane-surface $-1 -1 -1 $-1 -366.98977159999623 -4.4499999999999975 -3.1950897785018322e-17 0 0.97444914837073182 0.22460823056948656 0 -224.60823056948655 974.44914837073179 forward_v I I I I # -2776 coedge $-1 -1 -1 $-1 $2429 $3088 $3097 $3098 reversed $966 $-1 # -2777 coedge $-1 -1 -1 $-1 $3099 $3100 $2429 $2778 reversed $3073 $-1 # -2778 edge $-1 -1 -1 $-1 $3101 5.4981297601203076 $2782 7.068240854238816 $2429 $3102 forward @7 unknown F # -2779 coedge $-1 -1 -1 $-1 $3103 $2430 $3100 $3104 forward $2781 $-1 # -2780 coedge $-1 -1 -1 $-1 $2430 $3103 $2432 $2785 forward $2781 $-1 # -2781 loop $-1 -1 -1 $-1 $-1 $3103 $3072 F unknown # -2782 vertex $-1 -1 -1 $-1 $2778 $3105 # -2783 straight-curve $-1 -1 -1 $-1 -367.05000000000001 -10.449999999999998 0 1000 0 0 I I # -2784 coedge $-1 -1 -1 $-1 $2433 $2432 $-1 $3106 reversed $2434 $-1 # -2785 edge $-1 -1 -1 $-1 $3107 -0.019492196775740347 $2435 1.7457056961906843e-05 $2432 $3108 forward @7 unknown F # -2786 face $3109 -1 -1 $-1 $2427 $2434 $49 $-1 $3110 forward single F T -0.34378701848995113 19.315162740284443 -1.6240756635748741 0.052822486022937883 # -2787 point $-1 -1 -1 $-1 -342.99939075162371 -10.449999999999998 0 # -2788 coedge $-1 -1 -1 $-1 $2439 $2437 $-1 $3111 forward $2077 $-1 # -2789 edge $-1 -1 -1 $-1 $3112 1 $2790 0 $2437 $3113 forward @7 unknown F # -2790 vertex $-1 -1 -1 $-1 $2438 $3114 # -2791 straight-curve $-1 -1 -1 $-1 -344.33991677616342 -8.9392603014990328 19.473819064056958 -17.446427754125811 26.172964163168864 999.50517662768186 I I # -2792 edge $-1 -1 -1 $-1 $2793 1 $3115 0 $2439 $3116 forward @7 unknown F # -2793 vertex $-1 -1 -1 $-1 $2792 $3117 # -2794 straight-curve $-1 -1 -1 $-1 -343.9791001823092 -5.1962117828920409 -1.1973497535941133 17.006613252485707 224.57574707468291 -974.30822070406873 I I # -2795 integer_attrib-name_attrib-gen-attrib $-1 -1 $3118 $-1 $2441 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -2796 plane-surface $-1 -1 -1 $-1 -344 0 0 -0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 999.8476951563913 forward_v I I I I # -2797 point $-1 -1 -1 $-1 -341.99999999999994 -0.44999999999999524 3.2000000000000002 # -2798 rgb_color-st-attrib $-1 -1 $-1 $2447 $2087 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -2799 ellipse-curve $-1 -1 -1 $-1 -341.99999999999994 1.8 3.2000000000000002 0 0 1 2.2499999999999742 0 0 1 I I # -2800 straight-curve $-1 -1 -1 $-1 -350.72168783648698 -7.6601126184587471 5.2499999999999991 -499.99999999999835 0 866.02540378443962 I I # -2801 straight-curve $-1 -1 -1 $-1 -0.7216878364870335 -7.6601126184587462 5.2499999999999991 -499.99999999999835 0 866.02540378443962 I I # -2802 rgb_color-st-attrib $-1 -1 $-1 $2461 $2124 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2803 integer_attrib-name_attrib-gen-attrib $-1 -1 $3119 $-1 $2462 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2804 face $3120 -1 -1 $-1 $3121 $3122 $37 $-1 $3123 forward single F F # -2805 plane-surface $-1 -1 -1 $-1 17.72896634615384 -0.38962339743589741 69.700000000000017 -0.82406991443948929 0.56648810765601509 0 -566.48810765601513 -824.06991443948937 0 forward_v I I I I # -2806 coedge $-1 -1 -1 $-1 $3124 $2464 $-1 $3125 reversed $2125 $-1 # -2807 coedge $-1 -1 -1 $-1 $2464 $3124 $-1 $3126 forward $2125 $-1 # -2808 coedge $-1 -1 -1 $-1 $2496 $2812 $2464 $2809 forward $1456 $-1 # -2809 edge $-1 -1 -1 $-1 $3127 0 $3128 0.001072687938982302 $2808 $3129 forward @7 unknown F # -2810 coedge $-1 -1 -1 $-1 $2466 $2465 $3130 $3131 forward $1784 $-1 # -2811 edge $-1 -1 -1 $-1 $3132 0 $2813 0.00029999999999998295 $2466 $3133 forward @7 unknown F # -2812 coedge $-1 -1 -1 $-1 $2808 $2467 $-1 $3134 forward $1456 $-1 # -2813 vertex $-1 -1 -1 $-1 $2468 $3135 # -2814 straight-curve $-1 -1 -1 $-1 18.058994391025639 0.091145833333333273 70 567.33767470279861 -823.48525357945641 0 I I # -2815 coedge $-1 -1 -1 $-1 $2824 $3130 $2469 $2816 reversed $2148 $-1 # -2816 edge $-1 -1 -1 $-1 $2817 0 $2819 0.0014057731056652794 $2469 $3136 forward @7 unknown F # -2817 vertex $-1 -1 -1 $-1 $2816 $3137 # -2818 straight-curve $-1 -1 -1 $-1 18.854767628205121 1.25 69.700000000000017 0 0 1000 I I # -2819 vertex $-1 -1 -1 $-1 $3131 $3138 # -2820 straight-curve $-1 -1 -1 $-1 18.058994391025639 0.091145833333333273 69.700000000000017 0 0 1000 I I # -2821 point $-1 -1 -1 $-1 18.854767628205121 1.25 70 # -2822 point $-1 -1 -1 $-1 18.058994391025639 0.091145833333333273 70 # -2823 coedge $-1 -1 -1 $-1 $3139 $2475 $-1 $3140 reversed $2148 $-1 # -2824 coedge $-1 -1 -1 $-1 $2475 $2815 $-1 $2827 reversed $2148 $-1 # -2825 straight-curve $-1 -1 -1 $-1 17.989383012820507 0.61648637820512808 69.700000000000017 565.7816745346073 824.55509019156261 0 I I # -2826 point $-1 -1 -1 $-1 17.989383012820507 0.61648637820512808 69.700000000000017 # -2827 edge $-1 -1 -1 $-1 $2479 0 $2817 0.00043068910256409865 $2824 $3141 forward @7 unknown F # -2828 point $-1 -1 -1 $-1 18.424078525641022 1.25 69.700000000000017 # -2829 straight-curve $-1 -1 -1 $-1 18.424078525641022 1.25 70 1000 0 0 I I # -2830 edge $-1 -1 -1 $-1 $2836 0 $2831 1 $2482 $3142 forward @7 unknown F # -2831 vertex $-1 -1 -1 $-1 $2830 $3143 # -2832 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 115 full nubs 3 open 5 0 3 0.1959590940569472 1 0.42946549834316472 1 0.6966746638019784 1 1 3 17.826121794871788 0.37860576923076911 70 17.836814425609301 0.39412452062947545 70.000000000000014 17.860248479590741 0.42813553877172222 70.000000000000014 17.898055632979428 0.48345018854037419 70 17.941743413336269 0.54725243162937198 70 17.972846839736533 0.5924545950613247 70 17.989383012820507 0.61648637820512808 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 3 0.1959590940569472 0.42946549834316472 0.6966746638019784 -1 none F F 1 F 0 } I I # -2833 coedge $-1 -1 -1 $-1 $2486 $3139 $-1 $3144 reversed $2148 $-1 # -2834 vertex $-1 -1 -1 $-1 $3144 $3145 # -2835 straight-curve $-1 -1 -1 $-1 16.835536858974354 1.25 69.700000000000017 1000 0 0 I I # -2836 vertex $-1 -1 -1 $-1 $2490 $3146 # -2837 straight-curve $-1 -1 -1 $-1 17.26021634615384 1.25 70 567.41322464408677 -823.43319856500807 0 I I # -2838 point $-1 -1 -1 $-1 17.26021634615384 1.25 70 # -2839 coedge $-1 -1 -1 $-1 $3147 $2493 $-1 $3148 reversed $2148 $-1 # -2840 coedge $-1 -1 -1 $-1 $2499 $2498 $2493 $2841 forward $2500 $-1 # -2841 edge $-1 -1 -1 $-1 $3149 0 $2494 0.0010440577765168239 $2840 $3150 forward @7 unknown F # -2842 point $-1 -1 -1 $-1 17.137520032051277 -1.25 69.700000000000017 # -2843 edge $-1 -1 -1 $-1 $3128 0 $2844 1 $2496 $3151 forward @7 unknown F # -2844 vertex $-1 -1 -1 $-1 $2843 $3152 # -2845 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 116 full nubs 3 open 5 0 3 0.32688902639369705 1 0.60175427884111699 1 0.82522081484924692 1 1 3 17.846654647435898 -0.21784855769230782 70.000000000000014 17.833835615382576 -0.23656904645899379 70 17.810237676125361 -0.27103069340269664 69.999999999999986 17.777390336731557 -0.31795665640674847 70.000000000000028 17.751469687832902 -0.35682871775013264 70 17.735830124112752 -0.37962064305359366 70.000000000000014 17.72896634615384 -0.38962339743589741 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 3 0.32688902639369705 0.60175427884111699 0.82522081484924692 -1 none F F 1 F 0 } I I # -2846 edge $-1 -1 -1 $-1 $3149 0 $2501 0.00029999999999998295 $2498 $3153 forward @7 unknown F # -2847 edge $-1 -1 -1 $-1 $2494 0 $2156 0.00029999999999998295 $2499 $3154 forward @7 unknown F # -2848 point $-1 -1 -1 $-1 17.72896634615384 -0.38962339743589741 70 # -2849 rgb_color-st-attrib $-1 -1 $-1 $2505 $2159 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2850 loop $-1 -1 -1 $-1 $3155 $2934 $1804 F unknown # -2851 coedge $-1 -1 -1 $-1 $3156 $3157 $-1 $3158 forward $2507 $-1 # -2852 coedge $-1 -1 -1 $-1 $3159 $2508 $-1 $3160 forward $2160 $-1 # -2853 coedge $-1 -1 -1 $-1 $2508 $3161 $3162 $3163 forward $2160 $-1 # -2854 edge $-1 -1 -1 $-1 $3164 0 $3165 0.001185897435897436 $2508 $3166 forward @7 unknown F # -2855 tedge-edge $-1 -1 -1 $-1 $2510 0 $2551 0.0011215649971727682 $2509 $3167 forward @7 unknown F 0.00060237885330230207 # -2856 pcurve $-1 -1 -1 $-1 0 reversed { exppc 117 nubs 5 open 9 0 5 0.00014019562464659603 1 0.000280391249293192 4 0.00042058687393978808 3 0.000560782498586384 4 0.00070097812323298013 3 0.00084117374787957616 1 0.00098136937252617218 3 0.0011215649971727682 5 -94.750456627259865 1.5704917402997354 -94.752452158811408 1.5133210699193267 -94.767385726096435 1.4014357241536266 -94.801979904380275 1.2939763568622693 -94.851785898932448 1.1913100767146028 -94.912354915023045 1.0953579816586891 -94.977193243200091 1.0032346533683347 -95.011673103600671 0.95875924052059036 -95.047964285800305 0.91568117482790246 -95.123670544771699 0.83200278027727392 -95.204627094835388 0.75286853007054122 -95.246168568127345 0.71433361443677623 -95.288523865166354 0.67678063552573586 -95.374363357712554 0.60363923131929109 -95.417886708058788 0.56795153268317133 -95.461969214271051 0.53306074466227615 -95.551163642013449 0.46469101993430517 -95.687776840338032 0.3658768728223426 -95.780555550866595 0.30216322060846434 -95.874681920717265 0.24001356202057533 -96.01735958599096 0.14855265008557314 -96.113292310343581 0.088616530370021859 -96.161417794521995 0.058873788149857789 -96.209657952495391 0.029336739458584008 -96.257968336056678 1.5543122344752199e-15 5.0062955320662915e-06 9.9925910641325797e-06 cone -3.5026050763153425 -8.3028104423939997 0.15360815604655206 0.017449749160682721 -0.017449749160682718 -0.99969545988188746 -0.49992384757819575 0 -0.0087262032186417818 1 I I 0 1 0.50000000000000011 forward I I I I } 0 0 # -2857 point $-1 -1 -1 $-1 -4.3292909268182589 -6.9762007443128864 47.505682608831613 # -2858 point $-1 -1 -1 $-1 1.5990251461425473 -7.4563142201449883 20 # -2859 edge $-1 -1 -1 $-1 $3168 0 $2860 0.0023240587003337445 $2515 $3169 forward @7 unknown F # -2860 vertex $-1 -1 -1 $-1 $2516 $3170 # -2861 straight-curve $-1 -1 -1 $-1 7.911042843170665 -9.9253316416712245 50.419971547363673 1000 0 0 I I # -2862 coedge $-1 -1 -1 $-1 $2536 $2517 $3171 $3172 forward $783 $-1 # -2863 coedge $-1 -1 -1 $-1 $3173 $3174 $2517 $2864 reversed $3175 $-1 # -2864 edge $-1 -1 -1 $-1 $2868 -0.017805491671131157 $3176 0.017805491671131143 $2863 $3177 forward @7 unknown F # -2865 coedge $-1 -1 -1 $-1 $3178 $2518 $2521 $2872 reversed $2867 $-1 # -2866 coedge $-1 -1 -1 $-1 $2518 $3178 $3173 $3179 reversed $2867 $-1 # -2867 loop $-1 -1 -1 $-1 $-1 $2518 $2931 F unknown # -2868 vertex $-1 -1 -1 $-1 $2519 $3180 # -2869 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 118 full nurbs 3 open 2 5.4979394370297188 3 7.0684311773294501 3 18.305415518709349 10.305491671131152 0 1 18.305415518709353 10.598358751289407 0 0.80480964038278646 18.098358751289414 10.805415518709347 0 0.80480964038278646 17.805491671131158 10.805415518709349 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2870 coedge $-1 -1 -1 $-1 $2873 $2520 $-1 $3181 forward $2522 $-1 # -2871 coedge $-1 -1 -1 $-1 $2521 $3182 $-1 $3183 forward $2522 $-1 # -2872 edge $-1 -1 -1 $-1 $3184 -0.067538015127392645 $2523 -8.7235457396828987e-06 $2865 $3185 forward @7 unknown F # -2873 coedge $-1 -1 -1 $-1 $3186 $2870 $-1 $3187 forward $2522 $-1 # -2874 point $-1 -1 -1 $-1 18.305415518709349 10.305491671131152 0 # -2875 edge $-1 -1 -1 $-1 $2876 -3.1415926535897931 $2530 -1.5711009132900582 $2525 $3188 forward @7 unknown F # -2876 vertex $-1 -1 -1 $-1 $2526 $3189 # -2877 straight-curve $-1 -1 -1 $-1 17.118623327275497 -9.1186994796972964 67.991279110929966 -17.449749160682725 17.449749160682721 999.69545988188759 I I # -2878 edge $-1 -1 -1 $-1 $3168 -0.015698239482257476 $2879 -0.0004826999091986832 $2528 $3190 forward @7 unknown F # -2879 vertex $-1 -1 -1 $-1 $2529 $3191 # -2880 straight-curve $-1 -1 -1 $-1 0 -9.6270463196108942 67.508726203218643 1000 0 0 I I # -2881 point $-1 -1 -1 $-1 16.627122472032706 -9.6270463196108942 67.508726203218643 # -2882 coedge $-1 -1 -1 $-1 $2577 $3192 $2533 $2883 reversed $2222 $-1 # -2883 edge $-1 -1 -1 $-1 $3193 5.4977966630160955 $2885 7.068573951343077 $2882 $3194 forward @7 unknown F # -2884 coedge $-1 -1 -1 $-1 $2606 $2534 $3192 $3195 forward $2575 $-1 # -2885 vertex $-1 -1 -1 $-1 $2883 $3196 # -2886 straight-curve $-1 -1 -1 $-1 20.305434557449114 12.500000000000004 0 0 1000 0 I I # -2887 coedge $-1 -1 -1 $-1 $3197 $3198 $2536 $2888 reversed $3199 $-1 # -2888 edge $-1 -1 -1 $-1 $3200 -0.010305491671131158 $2892 0.01030549167113114 $2887 $3201 forward @7 unknown F # -2889 coedge $-1 -1 -1 $-1 $3202 $2537 $3198 $3203 reversed $2891 $-1 # -2890 coedge $-1 -1 -1 $-1 $2537 $3202 $2539 $2895 reversed $2891 $-1 # -2891 loop $-1 -1 -1 $-1 $-1 $2537 $3204 F unknown # -2892 vertex $-1 -1 -1 $-1 $2888 $3205 # -2893 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 119 full nurbs 3 open 2 5.4979394370297188 3 7.0684311773294501 3 -18.305415518709335 -10.305491671131145 0 1 -18.305415518709339 -10.5983587512894 0 0.80480964038278646 -18.098358751289396 -10.805415518709342 0 0.80480964038278646 -17.805491671131144 -10.805415518709342 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2894 coedge $-1 -1 -1 $-1 $2540 $2539 $-1 $3206 forward $2541 $-1 # -2895 edge $-1 -1 -1 $-1 $2542 -0.052200785873650797 $3207 -0.0017654547445880449 $2539 $3208 forward @7 unknown F # -2896 face $3209 -1 -1 $-1 $2546 $2541 $37 $-1 $3210 forward single F F # -2897 point $-1 -1 -1 $-1 -17.805491671131144 -10.805415518709342 0 # -2898 edge $-1 -1 -1 $-1 $2549 1.5711009132894511 $2899 3.1415926535898056 $2544 $3211 forward @7 unknown F # -2899 vertex $-1 -1 -1 $-1 $2545 $3212 # -2900 straight-curve $-1 -1 -1 $-1 -4.4997716238932455 -10.80556774239429 -0.0087208890700329542 17.449749160682721 -17.449749160682725 -999.69545988188759 I I # -2901 integer_attrib-name_attrib-gen-attrib $-1 -1 $3213 $-1 $2546 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2902 cone-surface $-1 -1 -1 $-1 -4.5030618053391471 -10.302353713370193 0.17104727650523946 0.017449749160682721 -0.017449749160682721 -0.99969545988188746 -0.49992384757819536 0 -0.0087262032186417818 1 I I 0 1 0.49999999999999967 forward I I I I # -2903 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 120 full nurbs 3 open 2 5.3224716125872948 3 5.5769764118115672 3 -4.8800838770381105 -9.4254077940927239 50.419971547363247 1 -4.866088939070762 -8.8649373749380445 49.61820208818871 0.99460955552434327 -4.8534487186464021 -8.2072467793707098 48.894044345072778 0.99460955552434327 -4.842367624984103 -7.4629717413034342 48.259208914333101 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2904 point $-1 -1 -1 $-1 -4.8800838770381105 -9.4254077940927239 50.419971547363247 # -2905 point $-1 -1 -1 $-1 -4.842367624984103 -7.4629717413034342 48.259208914333101 # -2906 rgb_color-st-attrib $-1 -1 $-1 $2553 $2198 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2907 straight-curve $-1 -1 -1 $-1 -44 7.8054155187093466 59.164598942134823 1000 0 0 I I # -2908 point $-1 -1 -1 $-1 -0.74999999999999978 7.8054155187093466 59.164598942134823 # -2909 point $-1 -1 -1 $-1 0.74999999999999623 7.8054155187093466 59.164598942134823 # -2910 edge $-1 -1 -1 $-1 $3193 -0.038305453596007635 $2911 -0.001694546403992362 $2564 $3214 forward @7 unknown F # -2911 vertex $-1 -1 -1 $-1 $2565 $3215 # -2912 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 121 full nurbs 3 open 2 5.4977966630160946 3 7.068573951343077 3 -20.305434557449107 10.805453596007643 0 1 -20.305434557449104 11.977019938147293 0 0.80474234151292845 -19.477019938147279 12.805434557449114 0 0.80474234151292845 -18.305453596007634 12.805434557449114 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2913 edge $-1 -1 -1 $-1 $3216 0 $1854 1 $2567 $3217 forward @7 unknown F # -2914 pcurve $-1 -1 -1 $-1 0 forward { exppc 122 nubs 1 open 2 0 1 1 1 0 5.4977966630160964 1 5.4977966630160964 0.001 -1 spline forward { ref 95 } I I I I } 0 0 # -2915 rgb_color-st-attrib $-1 -1 $-1 $2571 $2216 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2916 rgb_color-st-attrib $-1 -1 $-1 $2574 $2221 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2917 tcoedge-coedge $-1 -1 -1 $-1 $3192 $2577 $3218 $3219 forward $2222 $3220 0 1 F # -2918 coedge $-1 -1 -1 $-1 $2579 $2578 $2577 $2919 forward $1859 $-1 # -2919 edge $-1 -1 -1 $-1 $3221 0.00026580520948835785 $3193 0.070167136963009955 $2577 $3222 forward @7 unknown F # -2920 coedge $-1 -1 -1 $-1 $3223 $3224 $2578 $2921 reversed $3225 $-1 # -2921 edge $-1 -1 -1 $-1 $2922 -0.036000474408045532 $3221 4.3633092847628061e-07 $2578 $3226 forward @7 unknown F # -2922 tvertex-vertex $-1 -1 -1 $-1 $2581 $3227 3.972054645195637e-15 # -2923 straight-curve $-1 -1 -1 $-1 -18.000057114406985 12.500038075848463 69.991273713707088 4.3632677499777408 -4.363267749977739 999.98096171331383 I I # -2924 coedge $-1 -1 -1 $-1 $3228 $2582 $-1 $3229 reversed $2926 $3230 # -2925 coedge $-1 -1 -1 $-1 $2582 $3228 $3223 $3231 forward $2926 $3232 # -2926 loop $-1 -1 -1 $-1 $-1 $2925 $3233 F unknown # -2927 pcurve $-1 -1 -1 $-1 0 forward { exppc 123 nubs 1 open 2 -1 1 -0 1 1 5.4977966630160964 1 7.068573951343077 0.001 -1 spline forward { exactsur 124 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160964 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.068573951343077 3 -18.000455369487003 12.399560796582341 70 -18.000455369487003 12.500436330928478 69.900000951927936 -18.124753083776397 12.399569170564812 69.999999999999986 -18.131355328939215 12.50044502400999 69.900029761232105 -18.249045565071643 12.387318810708432 70 -18.262249789836236 12.487543843639195 69.900055728227031 -18.431908795097918 12.350945902592622 70 -18.454826090262078 12.449238753233157 69.900089678971526 -18.492266869280524 12.335826919627324 69.999999999999986 -18.518390182403287 12.433316643519678 69.900100163628849 -18.611211184275472 12.299745811425783 70.000000000000014 -18.64365242584196 12.395318917022616 69.900119368089122 -18.669796869276304 12.278783650573766 69.999999999999986 -18.705349991805264 12.373243262732053 69.900128087754936 -18.78463170247727 12.231217770466488 70.000000000000014 -18.826284484249371 12.323150738925786 69.900143678075281 -18.840880552660035 12.204614174653365 69.999999999999986 -18.885521096883085 12.29513399940933 69.900150548689254 -18.950500008634663 12.146021596972687 70.000000000000014 -19.000963201270132 12.233429084996851 69.900162374729987 -19.00387032994399 12.114032767163573 69.999999999999986 -19.057168393430118 12.19974107023636 69.900167330125953 -19.107218738977014 12.044977756795197 70.000000000000014 -19.166006366115877 12.127018002881485 69.900175277998585 -19.1571965584927 12.007911755446292 69.999999999999986 -19.218638864187209 12.08798313901675 69.900178270454546 -19.253278643016287 11.929059333781547 70.000000000000014 -19.319824561385435 12.00494226464915 69.900182263618561 -19.299382658673604 11.887273118102145 69.999999999999986 -19.368377497916935 11.960936469652522 69.900183264316226 -19.387273118102136 11.799382658673615 70.000000000000014 -19.460936469652516 11.868377497916946 69.900183264316254 -19.429059333781538 11.753278643016293 69.999999999999986 -19.504942264649141 11.81982456138544 69.900182263618561 -19.507911755446287 11.657196558492709 70.000000000000014 -19.587983139016753 11.718638864187209 69.900178270454546 -19.544977756795188 11.607218738977016 69.999999999999986 -19.627018002881485 11.666006366115875 69.900175277998585 -19.614032767163579 11.503870329943982 70.000000000000014 -19.699741070236353 11.557168393430116 69.900167330125953 -19.646021596972684 11.450500008634659 69.999999999999986 -19.73342908499685 11.500963201270137 69.900162374730002 -19.704614174653361 11.340880552660046 70.000000000000014 -19.795133999409323 11.385521096883085 69.90015054868924 -19.731217770466476 11.284631702477281 69.999999999999986 -19.823150738925779 11.326284484249388 69.900143678075281 -19.778783650573761 11.169796869276313 70.000000000000014 -19.873243262732036 11.205349991805274 69.900128087754936 -19.799745811425773 11.111211184275477 69.999999999999986 -19.895318917022607 11.143652425841969 69.900119368089122 -19.835826919627323 10.992266869280522 70.000000000000014 -19.933316643519674 11.018390182403277 69.900100163628849 -19.850945902592613 10.931908795097922 69.999999999999986 -19.949238753233146 10.954826090262076 69.900089678971511 -19.887318810708436 10.749045565071626 70.000000000000028 -19.987543843639195 10.762249789836218 69.900055728227045 -19.899569170564796 10.624753083776401 69.999999999999986 -20.000445024009984 10.631355328939209 69.900029761232105 -19.899560796582332 10.500455369487009 70 -20.000436330928469 10.500455369487009 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -2928 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 125 full nubs 3 open 10 0 3 0.1250000000000005 2 0.18750000000000075 2 0.250000000000001 2 0.49999999999999978 2 0.62499999999999911 2 0.68749999999999933 2 0.74999999999999944 2 0.87499999999999967 2 1 3 -20.000436330928473 10.500455369487007 69.900000951927936 -20.000436203443911 10.63338587378831 69.900030169051874 -19.987301816869074 10.763653720188964 69.900056017966875 -19.949196605408911 10.954943798047132 69.900089693766319 -19.933059612134088 11.019368067426017 69.900100341817947 -19.894898493736878 11.144905476977348 69.900119592828304 -19.873567024969148 11.204568357631041 69.900127995920613 -19.746716904267959 11.510812759612504 69.900167430893148 -19.597335517751553 11.731978449488755 69.900183302033597 -19.323317716801316 12.005996250932723 69.900183245457555 -19.222481485588393 12.089076925946582 69.900180099544386 -19.059365841859666 12.19837259837831 69.900168275840173 -19.003024236688862 12.232253891036112 69.900163197521081 -18.886881889683632 12.294478052559572 69.900150954703648 -18.825455991342388 12.32349391061593 69.900143579977126 -18.646539731397173 12.39760318125491 69.900120488791131 -18.519131354488078 12.436397313517272 69.900100984880154 -18.26361476184136 12.487322611907341 69.900056020683749 -18.13354127467689 12.500436203294885 69.900030203207805 -18.000455369487003 12.50043633092848 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.1250000000000005 0.18750000000000075 0.250000000000001 0.49999999999999978 0.62499999999999911 0.68749999999999933 0.74999999999999944 0.87499999999999967 0 -1 none F F 1 F 0 } I I # -2929 rgb_color-st-attrib $-1 -1 $-1 $2590 $2234 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2930 integer_attrib-name_attrib-gen-attrib $-1 -1 $3234 $-1 $2591 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2931 face $3235 -1 -1 $-1 $3236 $2867 $37 $-1 $3237 reversed single F T -134.43718043661852 0.63322241947524471 1.5665086870418257 3.1461848798380316 # -2932 plane-surface $-1 -1 -1 $-1 18.305415518709349 0 0 -0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 999.8476951563913 forward_v I I I I # -2933 tcoedge-coedge $-1 -1 -1 $-1 $3238 $2593 $2595 $2936 forward $2850 $3239 0 1 F # -2934 tcoedge-coedge $-1 -1 -1 $-1 $2593 $3240 $2599 $2939 forward $2850 $3241 0 1 F # -2935 straight-curve $-1 -1 -1 $-1 18.000019038558538 -12.399560796582334 70 1000 0 0 I I # -2936 tedge-edge $-1 -1 -1 $-1 $2597 0 $2946 1 $2595 $3242 forward @7 unknown F 0.00048948923545080953 # -2937 pcurve $-1 -1 -1 $-1 0 forward { exppc 126 nubs 1 open 2 -1 1 -0 1 0 7.0685739513430761 0 5.4977966630160973 0.001 -1 spline forward { ref 75 } I I I I } 0 0 # -2938 point $-1 -1 -1 $-1 18.000455369487014 -12.399560796582334 70 # -2939 tedge-edge $-1 -1 -1 $-1 $3216 0 $2601 1 $2934 $3243 forward @7 unknown F 0.00048948923470851365 # -2940 pcurve $-1 -1 -1 $-1 0 forward { exppc 127 nubs 1 open 2 -1 1 -0 1 0 7.0685739513430752 0 5.4977966630160964 0.001 -1 spline forward { ref 95 } I I I I } 0 0 # -2941 point $-1 -1 -1 $-1 -18.000455369486996 -12.399560796582334 70 # -2942 rgb_color-st-attrib $-1 -1 $-1 $2603 $2242 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2943 integer_attrib-name_attrib-gen-attrib $-1 -1 $3244 $-1 $2604 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -2944 spline-surface $-1 -1 -1 $-1 forward { ref 95 } I I I I # -2945 edge $-1 -1 -1 $-1 $3245 -0.021000474408045575 $2252 4.3633092847450428e-07 $2606 $3246 forward @7 unknown F # -2946 tvertex-vertex $-1 -1 -1 $-1 $2609 $3247 3.5527136788005009e-15 # -2947 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 128 full nubs 1 open 2 0 1 1 1 20.00043633092848 -10.500455369487002 69.900000951927936 19.899560796582339 -10.500455369487002 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2948 rgb_color-st-attrib $-1 -1 $-1 $2614 $2258 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2949 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 129 full nubs 3 open 10 0 3 0.12499999999998809 2 0.18750000000000813 2 0.2500000000000282 2 0.49999999999996392 2 0.62499999999995082 2 0.68749999999995892 2 0.74999999999996714 2 0.87499999999998357 2 1 3 -368.00045536948699 -12.500436330928473 69.900000951927936 -368.1333858372135 -12.500436203443947 69.900030169043802 -368.26365371940238 -12.487301817005132 69.900056017951755 -368.45494379798089 -12.449196605432428 69.900089693765068 -368.51936807849165 -12.433059609222585 69.900100341827894 -368.64490549115749 -12.39489848897402 69.900119592835878 -368.704568357629 -12.373567024970018 69.900127995920613 -369.01081275962093 -12.246716904264503 69.900167430893077 -369.23197844946134 -12.097335517778951 69.90018330203354 -369.50599625094634 -11.823317716787619 69.900183245457569 -369.58907692596432 -11.722481485565316 69.900180099544443 -369.69837259839369 -11.559365841835001 69.900168275840187 -369.73225389104948 -11.503024236665732 69.90016319752111 -369.79447805256683 -11.386881889668366 69.900150954703633 -369.82349391061359 -11.325455991347965 69.900143579977097 -369.89760318125951 -11.146539731386047 69.900120488791117 -369.93639731351601 -11.019131354490039 69.900100984880154 -369.98732261190361 -10.763614761865007 69.900056020683763 -370.00043620329495 -10.633541274714867 69.90003020320782 -370.00043633092844 -10.500455369487002 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.12499999999998809 0.18750000000000813 0.2500000000000282 0.49999999999996392 0.62499999999995082 0.68749999999995892 0.74999999999996714 0.87499999999998357 0 -1 none F F 1 F 0 } I I # -2950 point $-1 -1 -1 $-1 -370.00043633092844 -10.500455369487002 69.900000951927936 # -2951 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 130 full nurbs 3 open 2 5.4977966630161044 3 7.068573951343077 3 -331.69454640399232 12.805434557449114 0 1 -330.52298006185265 12.805434557449106 0 0.80474234151293067 -329.69456544255087 11.977019938147285 0 0.80474234151293067 -329.69456544255087 10.805453596007645 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2952 point $-1 -1 -1 $-1 -329.69456544255087 10.805453596007645 0 # -2953 rgb_color-st-attrib $-1 -1 $-1 $2631 $2283 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2954 straight-curve $-1 -1 -1 $-1 -369.999562123212 -10.499581161770536 70.10035333072797 4.3632677499777381 4.3632677499777408 999.98096171331383 I I # -2955 point $-1 -1 -1 $-1 -370.30543455744908 -10.805453596007638 0 # -2956 straight-curve $-1 -1 -1 $-1 -329.99956366907151 -10.500019038558527 69.900000951927936 0 -1000 0 I I # -2957 straight-curve $-1 -1 -1 $-1 -329.69456544255087 12.500000000000004 0 0 1000 0 I I # -2958 coedge $-1 -1 -1 $-1 $2647 $2643 $-1 $3248 forward $1202 $-1 # -2959 edge $-1 -1 -1 $-1 $3249 -0.0015990251461425941 $2960 0.0015990251461425373 $2643 $3250 forward @7 unknown F # -2960 vertex $-1 -1 -1 $-1 $2644 $3251 # -2961 straight-curve $-1 -1 -1 $-1 -351.59887292245759 -7.4564664438299371 19.991279110929966 17.449749160682718 -17.449749160682721 -999.69545988188759 I I # -2962 point $-1 -1 -1 $-1 -352.07913862197466 -6.9762007443128855 47.50568260883162 # -2963 edge $-1 -1 -1 $-1 $3252 0.0020791386219747212 $2967 0.0043292909268183169 $2647 $3253 forward @7 unknown F # -2964 tcoedge-coedge $-1 -1 -1 $-1 $3254 $2648 $-1 $3255 forward $2966 $3256 0 0.0011342468457530511 F # -2965 coedge $-1 -1 -1 $-1 $2648 $3254 $2650 $2970 reversed $2966 $-1 # -2966 loop $-1 -1 -1 $-1 $-1 $2648 $3257 F unknown # -2967 tvertex-vertex $-1 -1 -1 $-1 $2963 $3258 5.6843418860808015e-14 # -2968 straight-curve $-1 -1 -1 $-1 -346.50098959887634 -7.8064812700074739 -0.061056850978016199 -17.449749160682725 -17.449749160682728 -999.69545988188759 I I # -2969 coedge $-1 -1 -1 $-1 $3259 $2650 $3260 $3261 forward $2652 $-1 # -2970 edge $-1 -1 -1 $-1 $2653 2.3563467834399914 $3262 3.9268385237396641 $2650 $3263 forward @7 unknown F # -2971 coedge $-1 -1 -1 $-1 $2651 $3015 $3264 $3265 forward $2652 $-1 # -2972 point $-1 -1 -1 $-1 -346.49992384757815 -7.8054155187093404 0 # -2973 coedge $-1 -1 -1 $-1 $3264 $3266 $2655 $2974 forward $3267 $-1 # -2974 edge $-1 -1 -1 $-1 $2977 -0.048128984168028389 $2975 0.00014492608863606076 $2655 $3268 forward @7 unknown F # -2975 vertex $-1 -1 -1 $-1 $2974 $3269 # -2976 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 131 full nurbs 3 open 2 2.3563467834399257 3 3.9268385237395949 3 -354 -8.3053393662875372 0 1 -354 -8.0124722861292987 0 0.80480964038280089 -353.79294323258011 -7.805415518709359 0 0.80480964038280089 -353.5000761524218 -7.8054155187093404 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -2977 tvertex-vertex $-1 -1 -1 $-1 $2974 $3270 5.7285786768791163e-14 # -2978 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 132 full nubs 3 open 4 1.7347234759768069e-18 3 0.00056486368411880141 2 0.00084729552617819322 2 0.0011297273682375852 3 -354.84236762498404 -7.4629717413034324 48.259208914333144 -354.83952922826683 -7.3680542483770592 48.096597275306749 -354.81055275622725 -7.2677696274129575 47.936220296423571 -354.69768008265572 -7.1249548225963766 47.721114401464078 -354.64763570263005 -7.0784344936403025 47.653407287392135 -354.51277615054852 -7.003813575135994 47.546320582306926 -354.42454622055442 -6.9761717485007342 47.507343777797161 -354.32929092681826 -6.9762007443128873 47.505682608831613 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 2 0.00056486368411880141 0.00084729552617819322 0 -1 none F F 1 F 0 } I I # -2979 integer_attrib-name_attrib-gen-attrib $-1 -1 $3271 $-1 $2659 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2980 cone-surface $-1 -1 -1 $-1 -353.50260507631532 -8.3028104423939997 0.15360815604655206 0.017449749160682721 -0.017449749160682718 -0.99969545988188746 -0.49992384757818753 0 -0.0087262032186417818 1 I I 0 1 0.4999999999999919 forward I I I I # -2981 rgb_color-st-attrib $-1 -1 $-1 $2665 $2320 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2982 integer_attrib-name_attrib-gen-attrib $-1 -1 $3272 $-1 $2666 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2983 face $3273 -1 -1 $-1 $3274 $3275 $41 $-1 $3276 reversed single F T -100.51100576884969 0.37147618206488331 -3.1461848798378984 -1.5665086870420455 # -2984 loop $-1 -1 -1 $-1 $-1 $3277 $2666 F unknown # -2985 plane-surface $-1 -1 -1 $-1 -350 -10.805415518709342 0 0 0.99984769515639127 -0.01745240643728355 0 17.45240643728355 999.8476951563913 forward_v I I I I # -2986 rgb_color-st-attrib $-1 -1 $-1 $2671 $2329 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -2987 integer_attrib-name_attrib-gen-attrib $-1 -1 $3278 $-1 $2672 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -2988 face $3279 -1 -1 $-1 $3280 $3281 $41 $-1 $3282 reversed single F T -100.5110057688497 0.37147618206433164 -3.1461848798373517 -1.566508687042478 # -2989 loop $-1 -1 -1 $-1 $-1 $3283 $2672 F unknown # -2990 plane-surface $-1 -1 -1 $-1 -331.69458448129063 0 0 -0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 999.8476951563913 forward_v I I I I # -2991 coedge $-1 -1 -1 $-1 $3284 $3285 $3286 $3287 reversed $2673 $-1 # -2992 coedge $-1 -1 -1 $-1 $3288 $2675 $-1 $3289 forward $2330 $-1 # -2993 coedge $-1 -1 -1 $-1 $2675 $2678 $3290 $3291 reversed $2330 $-1 # -2994 coedge $-1 -1 -1 $-1 $3285 $3284 $2675 $2995 reversed $2673 $-1 # -2995 edge $-1 -1 -1 $-1 $3292 -0.052200785873650839 $3293 -0.0017654547445880586 $2675 $3294 forward @7 unknown F # -2996 coedge $-1 -1 -1 $-1 $2677 $2676 $2694 $3018 reversed $1965 $-1 # -2997 edge $-1 -1 -1 $-1 $3001 -1.5704917402997314 $3295 3.2647495817883612e-15 $2676 $3296 forward @7 unknown F # -2998 coedge $-1 -1 -1 $-1 $2691 $3290 $2677 $2999 forward $2652 $-1 # -2999 edge $-1 -1 -1 $-1 $3002 5.4979394370297845 $3019 7.0684311773294537 $2998 $3297 forward @7 unknown F # -3000 coedge $-1 -1 -1 $-1 $2678 $3298 $-1 $3299 forward $2330 $-1 # -3001 vertex $-1 -1 -1 $-1 $3299 $3300 # -3002 vertex $-1 -1 -1 $-1 $3291 $3301 # -3003 straight-curve $-1 -1 -1 $-1 -367.80564389481606 10.805567742394297 -0.0087208890700329819 -17.449749160682725 17.449749160682725 -999.69545988188759 I I # -3004 straight-curve $-1 -1 -1 $-1 -367.12704631961083 -4.75371029196339e-15 67.508726203218643 2.7755575615628914e-13 -1000 0 I I # -3005 coedge $-1 -1 -1 $-1 $2681 $2694 $-1 $3302 forward $1578 $-1 # -3006 edge $-1 -1 -1 $-1 $3303 -0.047531922469571684 $3007 -8.7235457396873592e-06 $2681 $3304 forward @7 unknown F # -3007 vertex $-1 -1 -1 $-1 $3006 $3305 # -3008 straight-curve $-1 -1 -1 $-1 -367.95631422014498 -4.9838783711522689e-15 20 -2.7755575615628914e-13 1000 0 I I # -3009 point $-1 -1 -1 $-1 -367.95631422014498 -1.5990251461425484 20 # -3010 point $-1 -1 -1 $-1 -367.12704631961083 -2.428293046676643 67.508726203218643 # -3011 coedge $-1 -1 -1 $-1 $3306 $2686 $-1 $3307 forward $2984 $-1 # -3012 coedge $-1 -1 -1 $-1 $2686 $3308 $2690 $3016 reversed $2984 $-1 # -3013 straight-curve $-1 -1 -1 $-1 -366.61869947969728 -9.6186233272754933 67.991279110929966 17.449749160682718 17.449749160682725 999.69545988188759 I I # -3014 point $-1 -1 -1 $-1 -366.62712247203268 -9.6270463196108942 67.508726203218643 # -3015 coedge $-1 -1 -1 $-1 $2971 $2690 $3309 $3310 forward $2652 $-1 # -3016 edge $-1 -1 -1 $-1 $2692 -0.017805491671131109 $3311 -0.0044999238475781451 $3012 $3312 forward @7 unknown F # -3017 point $-1 -1 -1 $-1 -367.80549167113111 -10.805415518709342 0 # -3018 edge $-1 -1 -1 $-1 $3019 -0.068011991490851645 $3295 -0.00048269990919868217 $2996 $3313 forward @7 unknown F # -3019 vertex $-1 -1 -1 $-1 $2999 $3314 # -3020 straight-curve $-1 -1 -1 $-1 -368.30541551870931 -5.0807734460504402e-15 0 2.7755575615628914e-13 -1000 0 I I # -3021 rgb_color-st-attrib $-1 -1 $-1 $2699 $2346 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3022 integer_attrib-name_attrib-gen-attrib $-1 -1 $3315 $-1 $2700 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -3023 face $3316 -1 -1 $-1 $2735 $2730 $43 $-1 $3317 forward single F F # -3024 loop $-1 -1 -1 $-1 $-1 $3318 $2700 F unknown # -3025 cone-surface $-1 -1 -1 $-1 16.036715648703343 -9.4367156487033323 0.49421819169532999 0.026167984264979401 -0.026167984264979398 -0.99931500198836998 -0.99965732497555793 0 -0.026176948307873243 1 I I 0 1 1.0000000000000007 forward I I I I # -3026 coedge $-1 -1 -1 $-1 $3319 $3320 $-1 $3321 reversed $2701 $-1 # -3027 coedge $-1 -1 -1 $-1 $3322 $2703 $3320 $3323 reversed $2347 $-1 # -3028 coedge $-1 -1 -1 $-1 $2703 $3322 $2704 $3031 reversed $2347 $-1 # -3029 edge $-1 -1 -1 $-1 $3324 5.4981297601203059 $3032 7.0682408542388666 $2703 $3325 forward @7 unknown F # -3030 coedge $-1 -1 -1 $-1 $2705 $2704 $2714 $3040 forward $1975 $-1 # -3031 edge $-1 -1 -1 $-1 $3032 -0.018647197371047614 $3326 0.00086616924628546508 $2704 $3327 forward @7 unknown F # -3032 vertex $-1 -1 -1 $-1 $3029 $3328 # -3033 straight-curve $-1 -1 -1 $-1 -17.049999999999994 9.9393745294008564 19.5 -1000 0 0 I I # -3034 vertex $-1 -1 -1 $-1 $2715 $3329 # -3035 straight-curve $-1 -1 -1 $-1 -16.051027203773611 10.450684528749179 -0.026141098275597633 26.167984264979399 -26.167984264979395 999.31500198837 I I # -3036 point $-1 -1 -1 $-1 -15.539717204425287 9.9393745294008564 19.5 # -3037 point $-1 -1 -1 $-1 -16.539374529400845 8.9397172044252962 19.5 # -3038 straight-curve $-1 -1 -1 $-1 -16.539374529400845 10.450000000000001 19.5 -0 -1000 -0 I I # -3039 coedge $-1 -1 -1 $-1 $2725 $2714 $3322 $3330 forward $887 $-1 # -3040 edge $-1 -1 -1 $-1 $3326 1 $3034 0 $2714 $3331 forward @7 unknown F # -3041 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 133 full nurbs 3 open 2 5.4981297601203076 3 7.0682408542388648 3 -17.049999999999994 9.4503426750244426 0 1 -17.04999999999999 10.036011451537741 0 0.8048993373437805 -16.63601145153773 10.449999999999999 0 0.8048993373437805 -16.050342675024435 10.450000000000001 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3042 straight-curve $-1 -1 -1 $-1 -5.8114852987752501 -6.9138236777715845 10.689149184127585 -1000 0 0 I I # -3043 edge $-1 -1 -1 $-1 $2742 -1.5668763626267386 $2721 1.7251824968589343e-15 $2719 $3332 forward @7 unknown F # -3044 integer_attrib-name_attrib-gen-attrib $-1 -1 $3333 $-1 $2720 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -3045 cone-surface $-1 -1 -1 $-1 5.0210521225343792 -5.1962117828920409 -1.214802160031397 0.017006613252485706 0.22457574707468297 -0.97430822070406886 0 0.97444914837073204 0.22460823056948653 1 I I 0 1 1.0000000000000002 forward I I I I # -3046 point $-1 -1 -1 $-1 4.8171884301677439 -6.9138236777715845 10.689149184127585 # -3047 rgb_color-st-attrib $-1 -1 $-1 $2723 $2372 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3048 coedge $-1 -1 -1 $-1 $3320 $3319 $2725 $3049 forward $2701 $-1 # -3049 edge $-1 -1 -1 $-1 $3052 1 $3334 0 $3048 $3335 forward @7 unknown F # -3050 coedge $-1 -1 -1 $-1 $3318 $2726 $3319 $3336 reversed $3024 $-1 # -3051 coedge $-1 -1 -1 $-1 $2726 $3318 $2728 $3055 reversed $3024 $-1 # -3052 vertex $-1 -1 -1 $-1 $3049 $3337 # -3053 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 134 full nurbs 3 open 2 5.4981297601203076 3 7.0682408542388648 3 17.050000000000011 -9.4503426750244426 0 1 17.050000000000008 -10.036011451537741 0 0.8048993373437805 16.636011451537751 -10.449999999999999 0 0.8048993373437805 16.050342675024453 -10.449999999999998 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3054 coedge $-1 -1 -1 $-1 $2729 $2728 $-1 $3338 reversed $2730 $-1 # -3055 edge $-1 -1 -1 $-1 $2731 -0.0008661692462854654 $3339 0.018647197371047614 $3051 $3340 forward @7 unknown F # -3056 point $-1 -1 -1 $-1 16.050342675024453 -10.449999999999998 0 # -3057 edge $-1 -1 -1 $-1 $2739 0.98262386849824068 $3058 2.5538770460501854 $2733 $3341 forward @7 unknown F # -3058 vertex $-1 -1 -1 $-1 $2734 $3342 # -3059 straight-curve $-1 -1 -1 $-1 7.000304685093159 -10.449543097073738 0.017448418802109514 17.446427754125811 -26.172964163168864 -999.50517662768186 I I # -3060 integer_attrib-name_attrib-gen-attrib $-1 -1 $3343 $-1 $2735 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -3061 cone-surface $-1 -1 -1 $-1 6.9955329566815463 -9.4427272707434255 0.26464360810796728 -0.017446427754125811 0.026172964163168867 0.99950517662768201 0 -0.99965732497555793 0.026176948307873187 1 I I 0 1 1.0000000000000007 forward I I I I # -3062 edge $-1 -1 -1 $-1 $3063 1 $3066 0 $2737 $3344 forward @7 unknown F # -3063 vertex $-1 -1 -1 $-1 $2738 $3345 # -3064 straight-curve $-1 -1 -1 $-1 5.6596262338997567 0 19.5 0 -1000 0 I I # -3065 point $-1 -1 -1 $-1 5.6596262338997567 -8.93857472956382 19.5 # -3066 vertex $-1 -1 -1 $-1 $2741 $3346 # -3067 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 135 full nurbs 3 open 2 4.4858480047918752 3 4.7123889803846897 3 5.8170361253241349 -7.8882728261423161 10.481993359995382 1 5.8144617822136055 -7.9222675444727777 10.629477378021935 0.99572783619074556 5.8118368673151721 -7.939374529400852 10.779858651837175 0.99572783619074556 5.8091950228281295 -7.939374529400852 10.931209821134356 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3068 point $-1 -1 -1 $-1 5.8170361253241349 -7.8882728261423161 10.481993359995382 # -3069 rgb_color-st-attrib $-1 -1 $-1 $2744 $2386 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3070 rgb_color-st-attrib $-1 -1 $-1 $2750 $2401 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3071 integer_attrib-name_attrib-gen-attrib $-1 -1 $3347 $-1 $2751 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -3072 face $3348 -1 -1 $-1 $2786 $2781 $49 $-1 $3349 forward single F F # -3073 loop $-1 -1 -1 $-1 $-1 $3350 $2751 F unknown # -3074 cone-surface $-1 -1 -1 $-1 -333.96328435129664 -9.4367156487033323 0.49421819169532999 0.026167984264979401 -0.026167984264979398 -0.99931500198836998 -0.99965732497553361 0 -0.026176948307873243 1 I I 0 1 0.99999999999997635 forward I I I I # -3075 coedge $-1 -1 -1 $-1 $3351 $3352 $-1 $3353 reversed $2752 $-1 # -3076 coedge $-1 -1 -1 $-1 $3354 $2754 $3352 $3355 reversed $2402 $-1 # -3077 coedge $-1 -1 -1 $-1 $2754 $3354 $2755 $3080 reversed $2402 $-1 # -3078 edge $-1 -1 -1 $-1 $3356 5.4981297601203059 $3081 7.0682408542388719 $2754 $3357 forward @7 unknown F # -3079 coedge $-1 -1 -1 $-1 $2756 $2755 $2765 $3089 forward $2041 $-1 # -3080 edge $-1 -1 -1 $-1 $3081 -0.01864719737104761 $3358 0.00086616924628546638 $3077 $3359 forward @7 unknown F # -3081 vertex $-1 -1 -1 $-1 $3078 $3360 # -3082 straight-curve $-1 -1 -1 $-1 -367.05000000000001 9.9393745294008564 19.5 -1000 0 0 I I # -3083 vertex $-1 -1 -1 $-1 $2766 $3361 # -3084 straight-curve $-1 -1 -1 $-1 -366.05102720377357 10.450684528749179 -0.026141098275597633 26.167984264979399 -26.167984264979395 999.31500198837 I I # -3085 point $-1 -1 -1 $-1 -365.53971720442524 9.9393745294008564 19.5 # -3086 point $-1 -1 -1 $-1 -366.53937452940085 8.9397172044252962 19.5 # -3087 straight-curve $-1 -1 -1 $-1 -366.53937452940085 10.450000000000001 19.5 -0 -1000 -0 I I # -3088 coedge $-1 -1 -1 $-1 $2776 $2765 $3354 $3362 forward $966 $-1 # -3089 edge $-1 -1 -1 $-1 $3358 1 $3083 0 $2765 $3363 forward @7 unknown F # -3090 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 136 full nurbs 3 open 2 5.4981297601203076 3 7.0682408542388719 3 -367.05000000000001 9.4503426750244426 0 1 -367.05000000000001 10.036011451537744 0 0.80489933734377872 -366.63601145153763 10.450000000000003 0 0.80489933734377872 -366.05034267502441 10.450000000000001 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3091 straight-curve $-1 -1 -1 $-1 -355.81148529877521 -6.9138236777715845 10.689149184127585 -1000 0 0 I I # -3092 edge $-1 -1 -1 $-1 $2793 -1.5668763626267403 $2772 -8.6736173798840324e-18 $2770 $3364 forward @7 unknown F # -3093 integer_attrib-name_attrib-gen-attrib $-1 -1 $3365 $-1 $2771 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -3094 cone-surface $-1 -1 -1 $-1 -344.9789478774656 -5.1962117828920409 -1.214802160031397 0.017006613252485706 0.22457574707468297 -0.97430822070406886 0 0.97444914837073204 0.22460823056948653 1 I I 0 1 1.0000000000000002 forward I I I I # -3095 point $-1 -1 -1 $-1 -345.18281156983221 -6.9138236777715845 10.689149184127585 # -3096 rgb_color-st-attrib $-1 -1 $-1 $2774 $2427 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3097 coedge $-1 -1 -1 $-1 $3352 $3351 $2776 $3098 forward $2752 $-1 # -3098 edge $-1 -1 -1 $-1 $3101 1 $3366 0 $3097 $3367 forward @7 unknown F # -3099 coedge $-1 -1 -1 $-1 $3350 $2777 $3351 $3368 reversed $3073 $-1 # -3100 coedge $-1 -1 -1 $-1 $2777 $3350 $2779 $3104 reversed $3073 $-1 # -3101 vertex $-1 -1 -1 $-1 $3098 $3369 # -3102 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 137 full nurbs 3 open 2 5.4981297601203076 3 7.068240854238816 3 -332.94999999999999 -9.4503426750244426 0 1 -332.94999999999999 -10.036011451537718 0 0.80489933734379204 -333.3639885484622 -10.449999999999969 0 0.80489933734379204 -333.94965732497548 -10.449999999999998 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3103 coedge $-1 -1 -1 $-1 $2780 $2779 $-1 $3370 reversed $2781 $-1 # -3104 edge $-1 -1 -1 $-1 $2782 -0.00086616924628546703 $3371 0.01864719737104761 $3100 $3372 forward @7 unknown F # -3105 point $-1 -1 -1 $-1 -333.94965732497548 -10.449999999999998 0 # -3106 edge $-1 -1 -1 $-1 $2790 0.98262386849824068 $3107 2.5538770460501978 $2784 $3373 forward @7 unknown F # -3107 vertex $-1 -1 -1 $-1 $2785 $3374 # -3108 straight-curve $-1 -1 -1 $-1 -342.99969531490683 -10.449543097073738 0.017448418802109514 17.446427754125811 -26.172964163168864 -999.50517662768186 I I # -3109 integer_attrib-name_attrib-gen-attrib $-1 -1 $3375 $-1 $2786 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -3110 cone-surface $-1 -1 -1 $-1 -343.00446704331841 -9.4427272707434255 0.26464360810796728 -0.017446427754125811 0.026172964163168867 0.99950517662768201 0 -0.99965732497555793 0.026176948307873187 1 I I 0 1 1.0000000000000007 forward I I I I # -3111 edge $-1 -1 -1 $-1 $3112 1 $3115 0 $2788 $3376 forward @7 unknown F # -3112 vertex $-1 -1 -1 $-1 $2789 $3377 # -3113 straight-curve $-1 -1 -1 $-1 -344.34037376610024 0 19.5 0 -1000 0 I I # -3114 point $-1 -1 -1 $-1 -344.34037376610024 -8.93857472956382 19.5 # -3115 vertex $-1 -1 -1 $-1 $2792 $3378 # -3116 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 138 full nurbs 3 open 2 4.4858480047918743 3 4.7123889803846897 3 -344.18296387467586 -7.8882728261423161 10.481993359995382 1 -344.18553821778636 -7.9222675444727795 10.629477378021933 0.99572783619074534 -344.18816313268479 -7.939374529400852 10.779858651837174 0.99572783619074534 -344.19080497717187 -7.939374529400852 10.931209821134356 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3117 point $-1 -1 -1 $-1 -344.18296387467586 -7.8882728261423161 10.481993359995382 # -3118 rgb_color-st-attrib $-1 -1 $-1 $2795 $2441 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3119 rgb_color-st-attrib $-1 -1 $-1 $2803 $2462 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3120 integer_attrib-name_attrib-gen-attrib $-1 -1 $3379 $-1 $2804 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3121 face $3380 -1 -1 $-1 $3381 $3382 $37 $-1 $3383 forward single F F # -3122 loop $-1 -1 -1 $-1 $-1 $3384 $2804 F unknown # -3123 plane-surface $-1 -1 -1 $-1 15.089743589743591 1.25 69.700000000000017 0 -1 0 0 0 -1000 forward_v I I I I # -3124 coedge $-1 -1 -1 $-1 $2807 $2806 $3385 $3386 forward $2125 $-1 # -3125 edge $-1 -1 -1 $-1 $3387 0 $3127 0.00029999999999998295 $2806 $3388 forward @7 unknown F # -3126 edge $-1 -1 -1 $-1 $3389 0 $3128 0.00029999999999998295 $2807 $3390 forward @7 unknown F # -3127 vertex $-1 -1 -1 $-1 $3134 $3391 # -3128 vertex $-1 -1 -1 $-1 $2809 $3392 # -3129 straight-curve $-1 -1 -1 $-1 18.557792467948712 -1.25 70 -567.24191219077932 823.55122066216927 0 I I # -3130 coedge $-1 -1 -1 $-1 $2815 $3393 $2810 $3131 reversed $2148 $-1 # -3131 edge $-1 -1 -1 $-1 $2819 0 $3132 0.0016286215539425301 $2810 $3394 forward @7 unknown F # -3132 vertex $-1 -1 -1 $-1 $3395 $3396 # -3133 straight-curve $-1 -1 -1 $-1 18.982972756410252 -1.25 69.700000000000017 0 0 1000 I I # -3134 edge $-1 -1 -1 $-1 $2813 0 $3127 0.00042518028846154013 $2812 $3397 forward @7 unknown F # -3135 point $-1 -1 -1 $-1 18.982972756410252 -1.25 70 # -3136 straight-curve $-1 -1 -1 $-1 18.854767628205121 1.25 69.700000000000017 -566.07516104306546 -824.35363288461849 0 I I # -3137 point $-1 -1 -1 $-1 18.854767628205121 1.25 69.700000000000017 # -3138 point $-1 -1 -1 $-1 18.058994391025639 0.091145833333333273 69.700000000000017 # -3139 coedge $-1 -1 -1 $-1 $2833 $2823 $-1 $3398 reversed $2148 $-1 # -3140 edge $-1 -1 -1 $-1 $3399 0 $2477 1 $2823 $3400 forward @7 unknown F # -3141 straight-curve $-1 -1 -1 $-1 18.424078525641022 1.25 69.700000000000017 1000 0 0 I I # -3142 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 139 full nubs 3 open 9 0 3 0.20953837231065409 1 0.39320569934593025 1 0.55415112284317447 1 0.68938178712766529 1 0.80227961455837327 1 0.889951550348141 1 0.95605919541949513 1 1 3 17.696414262820507 0.61698717948717952 70 17.707123952472372 0.60114667399834532 70 17.727221040002934 0.57142144052418331 70.000000000000014 17.755158153411582 0.52925819874978719 69.999999999999986 17.777907707817729 0.49183882139157192 70.000000000000028 17.796926094446249 0.45970498243544505 69.999999999999986 17.810768909776108 0.43233230786222121 69.999999999999986 17.820879952924098 0.41022604251410372 70 17.826067216351799 0.3927069204275373 70.000000000000014 17.82610622090143 0.38262953005866673 70.000000000000014 17.826121794871788 0.37860576923076911 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 7 0.20953837231065409 0.39320569934593025 0.55415112284317447 0.68938178712766529 0.80227961455837327 0.889951550348141 0.95605919541949513 -1 none F F 1 F 0 } I I # -3143 point $-1 -1 -1 $-1 17.826121794871788 0.37860576923076911 70 # -3144 edge $-1 -1 -1 $-1 $2834 0 $3401 0.00076874823800639517 $2833 $3402 forward @7 unknown F # -3145 point $-1 -1 -1 $-1 17.26021634615384 1.25 69.700000000000017 # -3146 point $-1 -1 -1 $-1 17.696414262820507 0.61698717948717952 70 # -3147 coedge $-1 -1 -1 $-1 $3385 $2839 $-1 $3403 reversed $2148 $-1 # -3148 edge $-1 -1 -1 $-1 $3404 0 $3149 1 $2839 $3405 forward @7 unknown F # -3149 vertex $-1 -1 -1 $-1 $2846 $3406 # -3150 straight-curve $-1 -1 -1 $-1 17.72896634615384 -0.38962339743589741 69.700000000000017 -566.48810765601513 -824.06991443948914 0 I I # -3151 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 140 full nubs 3 open 3 0 3 0.50578187430036914 1 1 3 17.949318910256405 -0.36658653846153849 70 17.93193091617346 -0.34156502897279367 70 17.897552471696791 -0.29209407961669798 70 17.863489289497696 -0.24240553639304613 70 17.846654647435898 -0.21784855769230782 70.000000000000014 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 1 0.50578187430036914 -1 none F F 1 F 0 } I I # -3152 point $-1 -1 -1 $-1 17.846654647435898 -0.21784855769230782 70.000000000000014 # -3153 straight-curve $-1 -1 -1 $-1 17.72896634615384 -0.38962339743589741 69.700000000000017 0 0 1000 I I # -3154 straight-curve $-1 -1 -1 $-1 17.137520032051277 -1.25 69.700000000000017 0 0 1000 I I # -3155 loop $-1 -1 -1 $-1 $3407 $3408 $1804 F unknown # -3156 coedge $-1 -1 -1 $-1 $3409 $2851 $-1 $3410 forward $2507 $-1 # -3157 coedge $-1 -1 -1 $-1 $2851 $3411 $-1 $3412 forward $2507 $-1 # -3158 edge $-1 -1 -1 $-1 $3413 0 $3414 0.0010256410256410256 $2851 $3415 forward @7 unknown F # -3159 coedge $-1 -1 -1 $-1 $3416 $2852 $-1 $3417 forward $2160 $-1 # -3160 edge $-1 -1 -1 $-1 $3165 0 $3418 0.00035256410256410221 $2852 $3419 forward @7 unknown F # -3161 coedge $-1 -1 -1 $-1 $2853 $3420 $-1 $3421 forward $2160 $-1 # -3162 coedge $-1 -1 -1 $-1 $3422 $3423 $2853 $3163 reversed $3424 $-1 # -3163 edge $-1 -1 -1 $-1 $3425 0 $3164 0.001217948717948718 $2853 $3426 forward @7 unknown F # -3164 vertex $-1 -1 -1 $-1 $2854 $3427 # -3165 vertex $-1 -1 -1 $-1 $2854 $3428 # -3166 straight-curve $-1 -1 -1 $-1 6.371794871794874 -0.064102564102564041 70 0 -1000 0 I I # -3167 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 141 full nubs 3 open 4 0 3 0.000280391249293192 2 0.000560782498586384 2 0.0011215649971727682 3 -4.3292909268182589 -6.9762007443128864 47.505682608831613 -4.424618905463185 -6.9761717263753731 47.507345045358392 -4.5123979604550222 -7.0036623329091228 47.546105731098386 -4.6474160652554763 -7.0782552004352244 47.653147804765823 -4.6975255215499736 -7.1247937641810113 47.720876035111068 -4.8105283086307367 -7.2676698397839621 47.936061580499285 -4.8395278306874481 -7.3680075125811442 48.096517208038421 -4.842367624984103 -7.4629717413034342 48.259208914333101 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 2 0.000280391249293192 0.000560782498586384 0 -1 none F F 1 F 0 } I I # -3168 vertex $-1 -1 -1 $-1 $2859 $3429 # -3169 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 142 full nubs 3 open 6 0 3 0.00058101467508344079 2 0.0011620293501668816 2 0.0017430440252503222 2 0.0020335513627920336 2 0.0023240587003337445 3 8.4127856977823257 -9.8925536685052116 52.297820372378574 8.4093861496656022 -9.8959532166219084 52.103060391210903 8.3941097955492801 -9.8993264974838127 51.909805260062754 8.3309144682144094 -9.9060008653877265 51.52743097893795 8.2826267846410175 -9.9093295441465035 51.336731100566638 8.138455438043076 -9.9155973898731329 50.977646459380281 8.041043642927912 -9.9186324100472092 50.803770270059033 7.8378627424409499 -9.9222892863760581 50.594267965490857 7.759531737774835 -9.9233626723357897 50.532773725042908 7.5844807086919666 -9.9248904397885838 50.445247986291619 7.4888002278173174 -9.9253316416712245 50.41997154736368 7.3898560174692802 -9.9253316416712245 50.419971547363673 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 4 0.00058101467508344079 0.0011620293501668816 0.0017430440252503222 0.0020335513627920336 0 -1 none F F 1 F 0 } I I # -3170 point $-1 -1 -1 $-1 7.3898560174692802 -9.9253316416712245 50.419971547363673 # -3171 coedge $-1 -1 -1 $-1 $3430 $3431 $2862 $3172 reversed $3432 $-1 # -3172 edge $-1 -1 -1 $-1 $3176 5.4979394370297152 $3200 7.0684311773294537 $3171 $3433 forward @7 unknown F # -3173 coedge $-1 -1 -1 $-1 $3434 $2863 $2866 $3179 forward $3175 $-1 # -3174 coedge $-1 -1 -1 $-1 $2863 $3435 $3430 $3436 forward $3175 $-1 # -3175 loop $-1 -1 -1 $-1 $-1 $3437 $3236 F unknown # -3176 vertex $-1 -1 -1 $-1 $2864 $3438 # -3177 straight-curve $-1 -1 -1 $-1 0 10.805415518709349 0 -1000 0 0 I I # -3178 coedge $-1 -1 -1 $-1 $2866 $2865 $-1 $3439 reversed $2867 $-1 # -3179 edge $-1 -1 -1 $-1 $2868 -0.068011991490851645 $3440 -0.00048269990919868331 $2866 $3441 forward @7 unknown F # -3180 point $-1 -1 -1 $-1 17.805491671131158 10.805415518709349 0 # -3181 edge $-1 -1 -1 $-1 $2876 -0.0091271224720326973 $3442 -0.002428293046676645 $2870 $3443 forward @7 unknown F # -3182 coedge $-1 -1 -1 $-1 $2871 $3186 $-1 $3444 forward $2522 $-1 # -3183 edge $-1 -1 -1 $-1 $3445 0.0024282930466766406 $3184 0.0091271224720327043 $2871 $3446 forward @7 unknown F # -3184 vertex $-1 -1 -1 $-1 $2872 $3447 # -3185 straight-curve $-1 -1 -1 $-1 18.305567742394299 10.305643894816102 -0.0087208890700329628 17.449749160682725 17.449749160682721 -999.69545988188759 I I # -3186 coedge $-1 -1 -1 $-1 $3182 $2873 $-1 $3448 reversed $2522 $-1 # -3187 edge $-1 -1 -1 $-1 $3442 -0.04753192246957167 $3449 -8.7235457396873592e-06 $2873 $3450 forward @7 unknown F # -3188 ellipse-curve $-1 -1 -1 $-1 16.627122472032706 -9.1271224720326973 67.5 0.017449749160673083 -0.017449749160673017 -0.9996954598818879 -0.49992384757819447 0 -0.0087262032186369298 1 I I # -3189 point $-1 -1 -1 $-1 17.127046319610901 -9.1271224720326973 67.508726203218643 # -3190 straight-curve $-1 -1 -1 $-1 8.6867160390120439 -9.6186233272754933 67.991279110929966 17.449749160682721 17.449749160682725 999.69545988188759 I I # -3191 point $-1 -1 -1 $-1 8.678293046676643 -9.6270463196108942 67.508726203218643 # -3192 coedge $-1 -1 -1 $-1 $2882 $2917 $2884 $3195 reversed $2222 $-1 # -3193 vertex $-1 -1 -1 $-1 $2910 $3451 # -3194 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 143 full nurbs 3 open 2 5.4977966630160955 3 7.068573951343077 3 18.305453596007638 12.805434557449114 0 1 19.477019938147283 12.805434557449116 0 0.80474234151292867 20.305434557449104 11.977019938147293 0 0.80474234151292867 20.305434557449114 10.805453596007645 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3195 edge $-1 -1 -1 $-1 $2885 -0.06999260625301082 $3245 -9.1274499497368957e-05 $2884 $3452 forward @7 unknown F # -3196 point $-1 -1 -1 $-1 20.305434557449114 10.805453596007645 0 # -3197 coedge $-1 -1 -1 $-1 $3453 $2887 $3431 $3454 forward $3199 $-1 # -3198 coedge $-1 -1 -1 $-1 $2887 $3455 $2889 $3203 forward $3199 $-1 # -3199 loop $-1 -1 -1 $-1 $-1 $3455 $3456 F unknown # -3200 vertex $-1 -1 -1 $-1 $3172 $3457 # -3201 straight-curve $-1 -1 -1 $-1 -18.305415518709339 -5.0807734460504402e-15 0 2.7755575615628914e-13 -1000 0 I I # -3202 coedge $-1 -1 -1 $-1 $2890 $2889 $-1 $3458 reversed $2891 $-1 # -3203 edge $-1 -1 -1 $-1 $3459 -0.050444054674802022 $2892 -8.7235457396828886e-06 $3198 $3460 forward @7 unknown F # -3204 face $3461 -1 -1 $-1 $2896 $2891 $37 $-1 $3462 reversed single F T -100.24925953143769 0.63322241947522839 -3.1461848798380174 -1.5665086870418323 # -3205 point $-1 -1 -1 $-1 -18.305415518709335 -10.305491671131145 0 # -3206 edge $-1 -1 -1 $-1 $3207 -0.01201436495092236 $2899 -0.0004689648814456504 $2894 $3463 forward @7 unknown F # -3207 vertex $-1 -1 -1 $-1 $3206 $3464 # -3208 straight-curve $-1 -1 -1 $-1 -16.894601051645427 -9.8945248992236241 52.184888640155279 17.449749160682718 17.449749160682725 999.69545988188759 I I # -3209 integer_attrib-name_attrib-gen-attrib $-1 -1 $3465 $-1 $2896 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3210 plane-surface $-1 -1 -1 $-1 0 -10.805415518709342 0 0 0.99984769515639127 -0.01745240643728355 0 17.45240643728355 999.8476951563913 forward_v I I I I # -3211 ellipse-curve $-1 -1 -1 $-1 -5.3800077246163065 -9.4254077940930348 50.411245344144611 0.017449749160686662 -0.017449749161533534 -0.99969545988187258 0 0.49992384757818753 -0.0087262032190671412 1 I I # -3212 point $-1 -1 -1 $-1 -5.3800077246163127 -9.9253316416712245 50.419971547363673 # -3213 rgb_color-st-attrib $-1 -1 $-1 $2901 $2546 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3214 straight-curve $-1 -1 -1 $-1 -19.999999999999996 12.805434557449114 0 -1000 0 0 I I # -3215 point $-1 -1 -1 $-1 -18.305453596007634 12.805434557449114 0 # -3216 tvertex-vertex $-1 -1 -1 $-1 $2913 $3466 0 # -3217 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 144 full nubs 1 open 2 0 1 1 1 -19.899560796582325 -10.500455369487002 70 -20.000436330928466 -10.500455369487002 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3218 tcoedge-coedge $-1 -1 -1 $-1 $3467 $3468 $2917 $3219 reversed $3469 $3470 -1 -0 F # -3219 tedge-edge $-1 -1 -1 $-1 $3221 0 $3245 1 $2917 $3471 forward @7 unknown F 0.00012679380232782832 # -3220 pcurve $-1 -1 -1 $-1 0 forward { exppc 145 nubs 5 open 10 0 5 0.12500000000000155 4 0.18750000000000216 4 0.25000000000000278 4 0.49999999999999978 4 0.62499999999999833 4 0.68749999999999856 4 0.74999999999999878 4 0.87499999999999944 4 1 5 0.13290260474417689 1.5708153652628143 0.13306784297647384 1.6106941642629364 0.13322324755084053 1.6501736144997199 0.13336899158110291 1.6893784548193385 0.13350524818108522 1.7284316236976889 0.13369566160637747 1.7869458523957811 0.13375740355078047 1.8066484980808597 0.13381704046036152 1.8264471382492604 0.13387419649768018 1.8462376541692231 0.13398279515287098 1.8856003321338912 0.13403377190379304 1.9049341405428326 0.13408202435184141 1.9241842424456872 0.13412815077078077 1.9436211547346955 0.13435114408890964 2.0430638177839984 0.1344849429107921 2.1220653066255339 0.13457414589859262 2.2006456495965927 0.13461875305091547 2.2787000712405527 0.13461877002400399 2.3949559785191799 0.13460762389397718 2.433839296804325 0.13458532597622203 2.4728509368766103 0.13455187627075371 2.5119880804707568 0.13448497403097345 2.5708922287830211 0.13445988533745598 2.5905594276437234 0.13443200869700264 2.6102588575254497 0.13440134410961793 2.6299904257635158 0.13433443904096634 2.6695185895293396 0.13429760690921497 2.6895777349650678 0.13425798683053733 2.7096717025345081 0.13421617045543238 2.7295326339737875 0.13408590739233353 2.787629726576569 0.13398741475090095 2.8268787328183969 0.13387831916863557 2.8663671122901251 0.13375966830407085 2.9057876184600091 0.13350535132741034 2.9839497951402083 0.13336909552974524 3.0230093737566168 0.13322342846948465 3.0621936171653918 0.13306803619340213 3.1016672237657263 0.13290260474824125 3.1415926535897922 3.4335102322951244e-07 1.6667551161475611e-07 cone 17.999295590188666 10.499295590188673 70.157074482371016 0.0043632677499777402 0.0043632677499777402 -0.99998096171331385 -1.9999809614414701 0 -0.0087266185694878651 1 I I 0 1 2.0000000000000009 forward I I I I } 0 0 # -3221 tvertex-vertex $-1 -1 -1 $-1 $2919 $3472 3.5527136788005009e-15 # -3222 straight-curve $-1 -1 -1 $-1 17.999295590188666 12.499276551630143 70.165801100940513 4.3632677499777399 4.363267749977739 -999.98096171331383 I I # -3223 coedge $-1 -1 -1 $-1 $3473 $2920 $2925 $3231 reversed $3225 $-1 # -3224 coedge $-1 -1 -1 $-1 $2920 $3473 $3467 $3474 reversed $3225 $-1 # -3225 loop $-1 -1 -1 $-1 $-1 $3224 $3475 F unknown # -3226 straight-curve $-1 -1 -1 $-1 18.000019038558531 12.50043633092848 69.900000951927936 1000 0 0 I I # -3227 point $-1 -1 -1 $-1 -18.000455369487003 12.50043633092848 69.900000951927936 # -3228 tcoedge-coedge $-1 -1 -1 $-1 $2925 $2924 $3476 $3477 reversed $2926 $3478 -1 -0 F # -3229 edge $-1 -1 -1 $-1 $3479 0 $2208 1 $2924 $3480 forward @7 unknown F # -3230 pcurve $-1 -1 -1 $-1 0 forward { exppc 146 nubs 1 open 2 -1 1 -0 1 1 7.068573951343077 0 7.068573951343077 0.001 -1 spline forward { ref 124 } I I I I } 0 0 # -3231 edge $-1 -1 -1 $-1 $3481 0 $2922 1 $2925 $3482 forward @7 unknown F # -3232 pcurve $-1 -1 -1 $-1 0 forward { exppc 147 nubs 1 open 2 0 1 1 1 0 5.4977966630160964 1 5.4977966630160964 0.001 -1 spline forward { ref 124 } I I I I } 0 0 # -3233 face $3483 -1 -1 $-1 $3475 $2926 $37 $-1 $3484 forward single F F # -3234 rgb_color-st-attrib $-1 -1 $-1 $2930 $2591 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3235 integer_attrib-name_attrib-gen-attrib $-1 -1 $3485 $-1 $2931 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3236 face $3486 -1 -1 $-1 $3487 $3175 $37 $-1 $3488 forward single F F # -3237 cone-surface $-1 -1 -1 $-1 17.800070010276922 10.30007001027692 0.3018805390953318 0.017449749160682721 0.017449749160682721 -0.99969545988188746 -0.49992384757819447 0 -0.0087262032186417541 1 I I 0 1 0.49999999999999883 forward I I I I # -3238 coedge $-1 -1 -1 $-1 $3489 $2933 $-1 $3490 forward $2850 $-1 # -3239 pcurve $-1 -1 -1 $-1 0 forward { exppc 148 nubs 3 open 8 0 3 0.12500000000000031 2 0.25000000000000061 2 0.50000000000000056 2 0.75000000000000044 2 0.87500000000000056 2 0.93750000000000033 2 1 3 0.018000455369487016 -0.012399560796582334 0.018123958645843128 -0.012399569117043234 0.018250286694625549 -0.012387035699457297 0.018491622075552772 -0.012339104711138473 0.018613538614986016 -0.012302048041532126 0.018954565627658369 -0.012160906048496112 0.019169291933806502 -0.012017263469767277 0.019517363842969263 -0.011669392307008471 0.019660774905584051 -0.011454511304701685 0.019802113612988153 -0.011113565776464343 0.019839042882514694 -0.010991568854565129 0.019875083866689503 -0.010810647150351169 0.019884370222958605 -0.010747751763401901 0.019896453513466403 -0.010625449661878146 0.019899565038846597 -0.010563424661825508 0.019899560796582338 -0.010500455369487002 0 0 plane 0 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -3240 coedge $-1 -1 -1 $-1 $2934 $3476 $-1 $3491 forward $2850 $-1 # -3241 pcurve $-1 -1 -1 $-1 0 forward { exppc 149 nubs 3 open 8 0 3 0.12500000000000042 2 0.25000000000000083 2 0.50000000000000033 2 0.74999999999999978 2 0.87499999999999989 2 0.9375 2 1 3 -0.019899560796582325 -0.010500455369487002 -0.019899569117043221 -0.010623958645838791 -0.019887035699454582 -0.010750286694637975 -0.01983910471114117 -0.01099162207554035 -0.019802048041533873 -0.011113538614980907 -0.019660906048492601 -0.011454565627668559 -0.019517263469766174 -0.01166929193380682 -0.019169392307009567 -0.012017363842968929 -0.018954511304703624 -0.012160774905583462 -0.018613565776463357 -0.012302113612988452 -0.018491568854582467 -0.0123390428825122 -0.018310647150342484 -0.012375083866690726 -0.018247751763412347 -0.012384370222957875 -0.018125449661867691 -0.012396453513467114 -0.018063424661830921 -0.01239956503884659 -0.018000455369486995 -0.012399560796582334 0 0 plane 0 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -3242 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 150 full nubs 3 open 8 0 3 0.12500000000000031 2 0.25000000000000061 2 0.50000000000000056 2 0.75000000000000044 2 0.87500000000000056 2 0.93750000000000033 2 1 3 18.000455369487014 -12.399560796582334 70 18.123958645843128 -12.399569117043233 70.000000000000014 18.250286694625547 -12.387035699457297 70 18.491622075552772 -12.339104711138473 69.999999999999986 18.613538614986016 -12.302048041532126 70 18.954565627658368 -12.160906048496113 70.000000000000014 19.169291933806502 -12.017263469767277 70 19.517363842969264 -11.66939230700847 70.000000000000014 19.660774905584052 -11.454511304701684 70 19.802113612988151 -11.113565776464343 69.999999999999986 19.839042882514693 -10.991568854565129 70 19.875083866689504 -10.810647150351169 70.000000000000014 19.884370222958605 -10.747751763401901 70 19.896453513466401 -10.625449661878147 70 19.899565038846596 -10.563424661825508 70 19.899560796582339 -10.500455369487002 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12500000000000031 0.25000000000000061 0.50000000000000056 0.75000000000000044 0.87500000000000056 0.93750000000000033 0 -1 none F F 1 F 0 } I I # -3243 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 151 full nubs 3 open 8 0 3 0.12500000000000042 2 0.25000000000000083 2 0.50000000000000033 2 0.74999999999999978 2 0.87499999999999989 2 0.9375 2 1 3 -19.899560796582325 -10.500455369487002 70 -19.899569117043221 -10.62395864583879 70.000000000000014 -19.887035699454582 -10.750286694637975 69.999999999999986 -19.839104711141168 -10.991622075540349 70 -19.802048041533872 -11.113538614980907 70.000000000000014 -19.660906048492599 -11.454565627668559 70 -19.517263469766174 -11.66929193380682 70 -19.169392307009566 -12.017363842968928 70.000000000000028 -18.954511304703622 -12.160774905583461 70 -18.613565776463357 -12.302113612988451 70 -18.491568854582468 -12.339042882512199 70 -18.310647150342483 -12.375083866690726 70.000000000000014 -18.247751763412346 -12.384370222957875 70 -18.125449661867691 -12.396453513467113 70.000000000000014 -18.063424661830922 -12.399565038846591 70 -18.000455369486996 -12.399560796582334 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12500000000000042 0.25000000000000083 0.50000000000000033 0.74999999999999978 0.87499999999999989 0.9375 0 -1 none F F 1 F 0 } I I # -3244 rgb_color-st-attrib $-1 -1 $-1 $2943 $2604 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3245 tvertex-vertex $-1 -1 -1 $-1 $3195 $3492 8.1713544135855878e-12 # -3246 straight-curve $-1 -1 -1 $-1 20.00043633092848 -10.500019038558527 69.900000951927936 0 -1000 0 I I # -3247 point $-1 -1 -1 $-1 19.899560796582339 -10.500455369487002 70 # -3248 edge $-1 -1 -1 $-1 $3249 -0.028481155232282621 $3252 -0.00096709348783760975 $2958 $3493 forward @7 unknown F # -3249 vertex $-1 -1 -1 $-1 $2959 $3494 # -3250 straight-curve $-1 -1 -1 $-1 -350 -7.4563142201449883 20 -1000 -1.0842021724855047e-13 0 I I # -3251 point $-1 -1 -1 $-1 -351.59902514614254 -7.4563142201449883 20 # -3252 vertex $-1 -1 -1 $-1 $3248 $3495 # -3253 straight-curve $-1 -1 -1 $-1 -350 -6.9762007443128864 47.505682608831606 1000 1.0838719391508466e-13 -1.8919055071751167e-15 I I # -3254 coedge $-1 -1 -1 $-1 $2965 $2964 $3496 $3497 reversed $2966 $-1 # -3255 tedge-edge $-1 -1 -1 $-1 $2967 0 $3498 0.0011342468457530511 $2964 $3499 forward @7 unknown F 0.00025616306391406578 # -3256 pcurve $-1 -1 -1 $-1 0 forward { exppc 152 nubs 5 open 11 0 5 0.0001620352636790073 3 0.00028356171143826278 4 0.0003240705273580146 3 0.00048610579103702193 3 0.00056712342287652557 4 0.00064814105471602921 3 0.00081017631839503648 3 0.00085068513431478835 4 0.00097221158207404386 3 0.0011342468457530511 5 -95.162459706338154 1.461053500406708e-13 -95.164739574337517 0.065316723157024331 -95.174226806885571 0.12918554417788411 -95.190086434442293 0.19175410598547626 -95.227531277236579 0.29869480877200466 -95.279377391312153 0.40025168435214276 -95.303890033172507 0.44266155980119853 -95.330343300943284 0.48379150314443548 -95.367732155485271 0.53670315312626715 -95.377236709706281 0.54978818818061193 -95.386893426478125 0.56273554636903522 -95.435911932917662 0.6268094347719454 -95.488475601391372 0.68769068469268269 -95.532464045650443 0.73466603063256619 -95.600855884926347 0.80290645045242148 -95.67211584653414 0.86813242438869764 -95.696146423051417 0.88955739998921857 -95.720412831272327 0.91067706539521331 -95.769334462565965 0.95231697840548313 -95.794034999551684 0.97286723431392674 -95.818959117185145 0.99316446661886593 -95.894353789954977 1.0533436411400852 -95.971470156112758 1.1115092653035914 -96.023517138416381 1.1495019497701153 -96.089209548798678 1.1961146869020289 -96.155492303669547 1.2417050616274061 -96.168770450836845 1.2507829981080085 -96.182068176610912 1.2598214247762169 -96.235329323788548 1.2958191027459136 -96.275437152935922 1.3224757635020901 -96.315704861807376 1.3488345241522071 -96.4100310274371 1.4097438518304766 -96.505204902017667 1.4694833959886717 -96.559861824330767 1.503333008065991 -96.614785645969434 1.5369798860671402 -96.66997141513508 1.5704917402997354 1.3924472904407578e-07 2.5848945808815175e-07 cone -346.50098959887634 -8.306405117585669 -0.052330647759374418 -0.017449749160682721 -0.017449749160682725 -0.99969545988188746 0 0.49992384757819536 -0.0087262032186417749 1 I I 0 1 0.49999999999999967 forward I I I I } 0 0 # -3257 face $3500 -1 -1 $-1 $2320 $2966 $41 $-1 $3501 forward single F F # -3258 point $-1 -1 -1 $-1 -345.67070907318168 -6.9762007443128855 47.505682608831606 # -3259 coedge $-1 -1 -1 $-1 $3502 $2969 $3503 $3504 forward $2652 $-1 # -3260 coedge $-1 -1 -1 $-1 $3496 $3505 $2969 $3261 reversed $3506 $-1 # -3261 edge $-1 -1 -1 $-1 $3262 0.0083053393662875369 $3507 0.010305491671131145 $2969 $3508 forward @7 unknown F # -3262 vertex $-1 -1 -1 $-1 $2970 $3509 # -3263 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 153 full nurbs 3 open 2 2.3563467834399914 3 3.9268385237396641 3 -346.49992384757815 -7.8054155187093404 0 1 -346.20705676741994 -7.805415518709359 0 0.80480964038280023 -346 -8.012472286129297 0 0.80480964038280023 -346 -8.3053393662875372 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3264 coedge $-1 -1 -1 $-1 $3510 $2973 $2971 $3265 reversed $3267 $-1 # -3265 edge $-1 -1 -1 $-1 $3511 -0.010305491671131145 $2975 -0.0083053393662875369 $3264 $3512 forward @7 unknown F # -3266 coedge $-1 -1 -1 $-1 $2973 $3510 $-1 $3513 forward $3267 $-1 # -3267 loop $-1 -1 -1 $-1 $-1 $3510 $3274 F unknown # -3268 straight-curve $-1 -1 -1 $-1 -354.00252892389352 -8.3028104423939979 0.14488195282791022 17.449749160682725 -17.449749160682718 -999.69545988188759 I I # -3269 point $-1 -1 -1 $-1 -354 -8.3053393662875372 0 # -3270 point $-1 -1 -1 $-1 -354.84236762498404 -7.4629717413034324 48.259208914333144 # -3271 rgb_color-st-attrib $-1 -1 $-1 $2979 $2659 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3272 rgb_color-st-attrib $-1 -1 $-1 $2982 $2666 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3273 integer_attrib-name_attrib-gen-attrib $-1 -1 $3514 $-1 $2983 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -3274 face $3515 -1 -1 $-1 $2659 $3267 $41 $-1 $3516 forward single F F # -3275 loop $-1 -1 -1 $-1 $-1 $3517 $2983 F unknown # -3276 cone-surface $-1 -1 -1 $-1 -354.50306180533914 -10.302353713370193 0.17104727650523946 0.017449749160682721 -0.017449749160682721 -0.99969545988188746 -0.49992384757818753 0 -0.0087262032186417818 1 I I 0 1 0.4999999999999919 forward I I I I # -3277 coedge $-1 -1 -1 $-1 $3518 $3306 $-1 $3519 reversed $2984 $-1 # -3278 rgb_color-st-attrib $-1 -1 $-1 $2987 $2672 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3279 integer_attrib-name_attrib-gen-attrib $-1 -1 $3520 $-1 $2988 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -3280 face $3521 -1 -1 $-1 $3522 $3523 $41 $-1 $3524 forward single F F # -3281 loop $-1 -1 -1 $-1 $-1 $3525 $2988 F unknown # -3282 cone-surface $-1 -1 -1 $-1 -332.19764628662978 -10.302353713370193 0.17104727650523946 0.017449749160682721 -0.017449749160682721 -0.99969545988188746 -0.49992384757818753 0 -0.0087262032186417818 1 I I 0 1 0.4999999999999919 forward I I I I # -3283 coedge $-1 -1 -1 $-1 $3526 $3527 $3528 $3529 forward $2989 $-1 # -3284 coedge $-1 -1 -1 $-1 $2994 $2991 $-1 $3530 forward $2673 $-1 # -3285 coedge $-1 -1 -1 $-1 $2991 $2994 $3531 $3532 reversed $2673 $-1 # -3286 coedge $-1 -1 -1 $-1 $3527 $3533 $2991 $3287 forward $2989 $-1 # -3287 edge $-1 -1 -1 $-1 $3534 -0.050444054674802466 $3535 -8.7235457396828987e-06 $2991 $3536 forward @7 unknown F # -3288 coedge $-1 -1 -1 $-1 $3537 $2992 $-1 $3538 forward $2330 $-1 # -3289 edge $-1 -1 -1 $-1 $3293 -0.01692540779409302 $3539 -0.0021300077246163484 $2992 $3540 forward @7 unknown F # -3290 coedge $-1 -1 -1 $-1 $2998 $3531 $2993 $3291 forward $2652 $-1 # -3291 edge $-1 -1 -1 $-1 $3292 -0.017805491671131164 $3002 0.017805491671131109 $3290 $3541 forward @7 unknown F # -3292 vertex $-1 -1 -1 $-1 $3532 $3542 # -3293 vertex $-1 -1 -1 $-1 $3530 $3543 # -3294 straight-curve $-1 -1 -1 $-1 -333.10539894835455 9.8945248992236312 52.184888640155322 -17.449749160682721 -17.449749160682725 999.69545988188759 I I # -3295 vertex $-1 -1 -1 $-1 $2997 $3544 # -3296 ellipse-curve $-1 -1 -1 $-1 -366.62712247203268 9.1271224720327044 67.500000000000014 0.017449749160682728 -0.017449749160682725 0.99969545988188768 -0.49992384757818753 1.7347234759768071e-15 0.0087262032186369298 1 I I # -3297 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 154 full nurbs 3 open 2 5.4979394370297845 3 7.0684311773294537 3 -367.80549167113111 10.805415518709349 0 1 -368.09835875128937 10.80541551870933 0 0.80480964038280089 -368.30541551870931 10.598358751289391 0 0.80480964038280089 -368.30541551870931 10.305491671131152 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3298 coedge $-1 -1 -1 $-1 $3000 $3545 $-1 $3546 forward $2330 $-1 # -3299 edge $-1 -1 -1 $-1 $3547 0.008678293046676628 $3001 0.016627122472032681 $3000 $3548 forward @7 unknown F # -3300 point $-1 -1 -1 $-1 -366.62712247203268 9.6270463196109013 67.508726203218657 # -3301 point $-1 -1 -1 $-1 -367.80549167113111 10.805415518709349 0 # -3302 edge $-1 -1 -1 $-1 $3295 -0.0091271224720327095 $3303 -0.002428293046676648 $3005 $3549 forward @7 unknown F # -3303 vertex $-1 -1 -1 $-1 $3302 $3550 # -3304 straight-curve $-1 -1 -1 $-1 -367.95646644382992 1.5988729224575984 19.991279110929963 -17.449749160682721 -17.449749160682721 -999.69545988188759 I I # -3305 point $-1 -1 -1 $-1 -367.95631422014498 1.5990251461425478 20 # -3306 coedge $-1 -1 -1 $-1 $3277 $3011 $-1 $3551 forward $2984 $-1 # -3307 edge $-1 -1 -1 $-1 $2688 -0.016627122472032681 $3552 -0.008678293046676628 $3011 $3553 forward @7 unknown F # -3308 coedge $-1 -1 -1 $-1 $3012 $3518 $3517 $3554 forward $2984 $-1 # -3309 coedge $-1 -1 -1 $-1 $3517 $3555 $3015 $3310 reversed $3275 $-1 # -3310 edge $-1 -1 -1 $-1 $3311 5.4979394370296735 $3511 7.0684311773294537 $3015 $3556 forward @7 unknown F # -3311 vertex $-1 -1 -1 $-1 $3554 $3557 # -3312 straight-curve $-1 -1 -1 $-1 -350 -10.805415518709342 0 1000 0 0 I I # -3313 straight-curve $-1 -1 -1 $-1 -367.11862332727549 9.1186994796973035 67.991279110929966 17.449749160682728 -17.449749160682721 999.69545988188759 I I # -3314 point $-1 -1 -1 $-1 -368.30541551870931 10.305491671131152 0 # -3315 rgb_color-st-attrib $-1 -1 $-1 $3022 $2700 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3316 integer_attrib-name_attrib-gen-attrib $-1 -1 $3558 $-1 $3023 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-1-surface1 0 # -3317 plane-surface $-1 -1 -1 $-1 -17.049999999999994 -10.449999999999998 0 0 -0.99965732497555737 0.026176948307873212 0 -26.176948307873214 -999.65732497555746 forward_v I I I I # -3318 coedge $-1 -1 -1 $-1 $3051 $3050 $-1 $3559 reversed $3024 $-1 # -3319 coedge $-1 -1 -1 $-1 $3048 $3026 $3050 $3336 forward $2701 $-1 # -3320 coedge $-1 -1 -1 $-1 $3026 $3048 $3027 $3323 forward $2701 $-1 # -3321 edge $-1 -1 -1 $-1 $3560 1 $3324 0 $3026 $3561 forward @7 unknown F # -3322 coedge $-1 -1 -1 $-1 $3028 $3027 $3039 $3330 reversed $2347 $-1 # -3323 edge $-1 -1 -1 $-1 $3334 2.6159017150331815e-05 $3324 0.019539525634483409 $3027 $3562 forward @7 unknown F # -3324 vertex $-1 -1 -1 $-1 $3321 $3563 # -3325 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 155 full nurbs 3 open 2 5.4981297601203059 3 7.0682408542388666 3 16.53937452940086 8.9397172044252962 19.5 1 16.539374529400863 9.5253859809385943 19.500000000000004 0.80489933734377961 16.125385980938599 9.9393745294008529 19.500000000000004 0.80489933734377961 15.539717204425301 9.9393745294008564 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3326 vertex $-1 -1 -1 $-1 $3040 $3564 # -3327 straight-curve $-1 -1 -1 $-1 16.027676771816832 10.427334096792393 0.86557592207402423 26.167984264979395 26.167984264979395 -999.31500198837 I I # -3328 point $-1 -1 -1 $-1 15.539717204425301 9.9393745294008564 19.5 # -3329 point $-1 -1 -1 $-1 -16.050342675024435 10.450000000000001 0 # -3330 edge $-1 -1 -1 $-1 $3326 5.4981297601203112 $3334 7.0682408542388666 $3039 $3565 forward @7 unknown F # -3331 straight-curve $-1 -1 -1 $-1 -17.049999999999994 10.450000000000001 0 -1000 -0 -0 I I # -3332 ellipse-curve $-1 -1 -1 $-1 4.8171884301677439 -7.8882728261423161 10.464540953558098 -0.017006613252486404 -0.22457574707468311 0.97430822070406886 1.7347234759768071e-15 0.97444914837073204 0.22460823056948653 1 I I # -3333 rgb_color-st-attrib $-1 -1 $-1 $3044 $2720 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3334 vertex $-1 -1 -1 $-1 $3330 $3566 # -3335 straight-curve $-1 -1 -1 $-1 17.050000000000008 10.450000000000001 0 -1.6600224650495763e-13 1000 0 I I # -3336 edge $-1 -1 -1 $-1 $3560 -0.01899261476334534 $3052 0.00052075185398773758 $3050 $3567 forward @7 unknown F # -3337 point $-1 -1 -1 $-1 17.050000000000011 -9.4503426750244426 0 # -3338 edge $-1 -1 -1 $-1 $3058 1 $3339 0 $3054 $3568 forward @7 unknown F # -3339 vertex $-1 -1 -1 $-1 $3338 $3569 # -3340 straight-curve $-1 -1 -1 $-1 16.027676771816846 -10.427334096792389 0.86557592207402489 -26.167984264979403 26.167984264979395 999.31500198837 I I # -3341 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 156 full nurbs 3 open 2 0.98262386849824068 3 2.5538770460501854 3 5.6596262338997567 -8.93857472956382 19.5 1 5.6596262338997576 -9.5247741957082859 19.5 0.80463016107069318 6.0741476280289426 -9.9393745294008493 19.5 0.80463016107069318 6.6602354822760006 -9.9393745294008529 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3342 point $-1 -1 -1 $-1 6.6602354822760006 -9.9393745294008529 19.5 # -3343 rgb_color-st-attrib $-1 -1 $-1 $3060 $2735 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3344 straight-curve $-1 -1 -1 $-1 5.8114852987752501 -7.939374529400852 10.800000000000002 17.45240643728355 0 -999.8476951563913 I I # -3345 point $-1 -1 -1 $-1 5.6596262338997567 -7.939374529400852 19.5 # -3346 point $-1 -1 -1 $-1 5.8091950228281295 -7.939374529400852 10.931209821134356 # -3347 rgb_color-st-attrib $-1 -1 $-1 $3071 $2751 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3348 integer_attrib-name_attrib-gen-attrib $-1 -1 $3570 $-1 $3072 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @45 LEXI Mk2 Towel Rail Mounting Block-2-surface1 0 # -3349 plane-surface $-1 -1 -1 $-1 -367.05000000000001 -10.449999999999998 0 0 -0.99965732497555737 0.026176948307873212 0 -26.176948307873214 -999.65732497555746 forward_v I I I I # -3350 coedge $-1 -1 -1 $-1 $3100 $3099 $-1 $3571 reversed $3073 $-1 # -3351 coedge $-1 -1 -1 $-1 $3097 $3075 $3099 $3368 forward $2752 $-1 # -3352 coedge $-1 -1 -1 $-1 $3075 $3097 $3076 $3355 forward $2752 $-1 # -3353 edge $-1 -1 -1 $-1 $3572 1 $3356 0 $3075 $3573 forward @7 unknown F # -3354 coedge $-1 -1 -1 $-1 $3077 $3076 $3088 $3362 reversed $2402 $-1 # -3355 edge $-1 -1 -1 $-1 $3366 2.615901715033293e-05 $3356 0.019539525634483409 $3076 $3574 forward @7 unknown F # -3356 vertex $-1 -1 -1 $-1 $3353 $3575 # -3357 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 157 full nurbs 3 open 2 5.4981297601203059 3 7.0682408542388719 3 -333.4606254705991 8.9397172044252962 19.5 1 -333.4606254705991 9.5253859809385961 19.500000000000004 0.8048993373437785 -333.87461401906143 9.9393745294008582 19.500000000000004 0.8048993373437785 -334.46028279557464 9.9393745294008564 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3358 vertex $-1 -1 -1 $-1 $3089 $3576 # -3359 straight-curve $-1 -1 -1 $-1 -333.97232322818314 10.427334096792393 0.86557592207402423 26.167984264979395 26.167984264979395 -999.31500198837 I I # -3360 point $-1 -1 -1 $-1 -334.46028279557464 9.9393745294008564 19.5 # -3361 point $-1 -1 -1 $-1 -366.05034267502441 10.450000000000001 0 # -3362 edge $-1 -1 -1 $-1 $3358 5.4981297601203565 $3366 7.0682408542388666 $3088 $3577 forward @7 unknown F # -3363 straight-curve $-1 -1 -1 $-1 -367.05000000000001 10.450000000000001 0 -1000 -0 -0 I I # -3364 ellipse-curve $-1 -1 -1 $-1 -345.18281156983221 -7.8882728261423161 10.464540953558098 -0.017006613252486404 -0.22457574707468311 0.97430822070406886 0 0.97444914837073204 0.22460823056948653 1 I I # -3365 rgb_color-st-attrib $-1 -1 $-1 $3093 $2771 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3366 vertex $-1 -1 -1 $-1 $3362 $3578 # -3367 straight-curve $-1 -1 -1 $-1 -332.94999999999999 10.450000000000001 0 -1.6600224650495763e-13 1000 0 I I # -3368 edge $-1 -1 -1 $-1 $3572 -0.01899261476334534 $3101 0.00052075185398773737 $3099 $3579 forward @7 unknown F # -3369 point $-1 -1 -1 $-1 -332.94999999999999 -9.4503426750244426 0 # -3370 edge $-1 -1 -1 $-1 $3107 1 $3371 0 $3103 $3580 forward @7 unknown F # -3371 vertex $-1 -1 -1 $-1 $3370 $3581 # -3372 straight-curve $-1 -1 -1 $-1 -333.97232322818314 -10.427334096792389 0.86557592207402489 -26.167984264979403 26.167984264979395 999.31500198837 I I # -3373 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 158 full nurbs 3 open 2 0.98262386849824068 3 2.5538770460501978 3 -344.34037376610024 -8.93857472956382 19.5 1 -344.34037376610024 -9.5247741957082912 19.5 0.80463016107069019 -343.92585237197102 -9.9393745294008564 19.5 0.80463016107069019 -343.33976451772395 -9.9393745294008529 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3374 point $-1 -1 -1 $-1 -343.33976451772395 -9.9393745294008529 19.5 # -3375 rgb_color-st-attrib $-1 -1 $-1 $3109 $2786 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3376 straight-curve $-1 -1 -1 $-1 -344.18851470122473 -7.939374529400852 10.800000000000002 17.45240643728355 0 -999.8476951563913 I I # -3377 point $-1 -1 -1 $-1 -344.34037376610024 -7.939374529400852 19.5 # -3378 point $-1 -1 -1 $-1 -344.19080497717187 -7.939374529400852 10.931209821134356 # -3379 rgb_color-st-attrib $-1 -1 $-1 $3120 $2804 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3380 integer_attrib-name_attrib-gen-attrib $-1 -1 $3582 $-1 $3121 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3381 face $3583 -1 -1 $-1 $3584 $3585 $37 $-1 $3586 forward single F F # -3382 loop $-1 -1 -1 $-1 $-1 $3587 $3121 F unknown # -3383 plane-surface $-1 -1 -1 $-1 15.442307692307695 1.25 69.700000000000017 -1 0 0 0 0 1000 forward_v I I I I # -3384 coedge $-1 -1 -1 $-1 $3588 $3589 $3590 $3591 reversed $3122 $-1 # -3385 coedge $-1 -1 -1 $-1 $3393 $3147 $3124 $3386 reversed $2148 $-1 # -3386 edge $-1 -1 -1 $-1 $3387 0 $3389 0.001072687938982302 $3124 $3592 forward @7 unknown F # -3387 vertex $-1 -1 -1 $-1 $3386 $3593 # -3388 straight-curve $-1 -1 -1 $-1 18.557792467948712 -1.25 69.700000000000017 0 0 1000 I I # -3389 vertex $-1 -1 -1 $-1 $3403 $3594 # -3390 straight-curve $-1 -1 -1 $-1 17.949318910256405 -0.36658653846153849 69.700000000000017 0 0 1000 I I # -3391 point $-1 -1 -1 $-1 18.557792467948712 -1.25 70 # -3392 point $-1 -1 -1 $-1 17.949318910256405 -0.36658653846153849 70 # -3393 coedge $-1 -1 -1 $-1 $3130 $3385 $-1 $3395 reversed $2148 $-1 # -3394 straight-curve $-1 -1 -1 $-1 18.058994391025639 0.091145833333333273 69.700000000000017 567.33767470279861 -823.48525357945641 0 I I # -3395 edge $-1 -1 -1 $-1 $3132 0 $3387 0.00042518028846154013 $3393 $3595 forward @7 unknown F # -3396 point $-1 -1 -1 $-1 18.982972756410252 -1.25 69.700000000000017 # -3397 straight-curve $-1 -1 -1 $-1 18.982972756410252 -1.25 70 -1000 0 0 I I # -3398 edge $-1 -1 -1 $-1 $3401 0 $3399 1 $3139 $3596 forward @7 unknown F # -3399 vertex $-1 -1 -1 $-1 $3140 $3597 # -3400 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 159 full nubs 3 open 5 0 3 0.1959590940569472 1 0.42946549834316472 1 0.6966746638019784 1 1 3 17.826121794871788 0.37860576923076911 69.700000000000017 17.836814425609301 0.39412452062947545 69.700000000000031 17.860248479590741 0.42813553877172222 69.700000000000031 17.898055632979428 0.48345018854037419 69.700000000000017 17.941743413336269 0.54725243162937198 69.700000000000017 17.972846839736533 0.5924545950613247 69.700000000000017 17.989383012820507 0.61648637820512808 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 3 0.1959590940569472 0.42946549834316472 0.6966746638019784 -1 none F F 1 F 0 } I I # -3401 vertex $-1 -1 -1 $-1 $3398 $3598 # -3402 straight-curve $-1 -1 -1 $-1 17.26021634615384 1.25 69.700000000000017 567.41322464408677 -823.43319856500807 0 I I # -3403 edge $-1 -1 -1 $-1 $3389 0 $3404 1 $3147 $3599 forward @7 unknown F # -3404 vertex $-1 -1 -1 $-1 $3148 $3600 # -3405 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 160 full nubs 3 open 5 0 3 0.32688902639369705 1 0.60175427884111699 1 0.82522081484924692 1 1 3 17.846654647435898 -0.21784855769230782 69.700000000000031 17.833835615382576 -0.23656904645899379 69.700000000000017 17.810237676125361 -0.27103069340269664 69.700000000000003 17.777390336731557 -0.31795665640674847 69.700000000000045 17.751469687832902 -0.35682871775013264 69.700000000000017 17.735830124112752 -0.37962064305359366 69.700000000000031 17.72896634615384 -0.38962339743589741 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 3 0.32688902639369705 0.60175427884111699 0.82522081484924692 -1 none F F 1 F 0 } I I # -3406 point $-1 -1 -1 $-1 17.72896634615384 -0.38962339743589741 69.700000000000017 # -3407 loop $-1 -1 -1 $-1 $3601 $3602 $1804 F unknown # -3408 coedge $-1 -1 -1 $-1 $3603 $3604 $3605 $3606 forward $3155 $-1 # -3409 coedge $-1 -1 -1 $-1 $3607 $3156 $-1 $3608 forward $2507 $-1 # -3410 edge $-1 -1 -1 $-1 $3414 0 $3609 0.00035256410256410265 $3156 $3610 forward @7 unknown F # -3411 coedge $-1 -1 -1 $-1 $3157 $3611 $3612 $3613 forward $2507 $-1 # -3412 edge $-1 -1 -1 $-1 $3614 0 $3413 0.00061247996794871811 $3157 $3615 forward @7 unknown F # -3413 vertex $-1 -1 -1 $-1 $3158 $3616 # -3414 vertex $-1 -1 -1 $-1 $3158 $3617 # -3415 straight-curve $-1 -1 -1 $-1 4.0641025641025657 -0.22435897435897439 70 0 -1000 0 I I # -3416 coedge $-1 -1 -1 $-1 $3618 $3159 $-1 $3619 forward $2160 $-1 # -3417 edge $-1 -1 -1 $-1 $3418 0 $3620 0.0025000000000000001 $3159 $3621 forward @7 unknown F # -3418 vertex $-1 -1 -1 $-1 $3160 $3622 # -3419 straight-curve $-1 -1 -1 $-1 6.371794871794874 -1.25 70 -1000 0 0 I I # -3420 coedge $-1 -1 -1 $-1 $3161 $3623 $-1 $3624 forward $2160 $-1 # -3421 edge $-1 -1 -1 $-1 $3625 0 $3425 0.001185897435897436 $3161 $3626 forward @7 unknown F # -3422 coedge $-1 -1 -1 $-1 $3627 $3162 $-1 $3628 reversed $3424 $-1 # -3423 coedge $-1 -1 -1 $-1 $3162 $3627 $-1 $3629 forward $3424 $-1 # -3424 loop $-1 -1 -1 $-1 $-1 $3162 $3630 F unknown # -3425 vertex $-1 -1 -1 $-1 $3421 $3631 # -3426 straight-curve $-1 -1 -1 $-1 7.5897435897435921 -0.064102564102564041 70 -1000 0 0 I I # -3427 point $-1 -1 -1 $-1 6.371794871794874 -0.064102564102564041 70 # -3428 point $-1 -1 -1 $-1 6.371794871794874 -1.25 70 # -3429 point $-1 -1 -1 $-1 8.4127856977823257 -9.8925536685052116 52.297820372378574 # -3430 coedge $-1 -1 -1 $-1 $3632 $3171 $3174 $3436 reversed $3432 $-1 # -3431 coedge $-1 -1 -1 $-1 $3171 $3632 $3197 $3454 reversed $3432 $-1 # -3432 loop $-1 -1 -1 $-1 $-1 $3171 $3487 F unknown # -3433 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 161 full nurbs 3 open 2 5.4979394370297152 3 7.0684311773294537 3 -17.805491671131144 10.805415518709349 0 1 -18.098358751289396 10.805415518709353 0 0.80480964038278469 -18.305415518709342 10.598358751289409 0 0.80480964038278469 -18.305415518709342 10.305491671131152 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3434 coedge $-1 -1 -1 $-1 $3633 $3173 $-1 $3634 forward $3175 $-1 # -3435 coedge $-1 -1 -1 $-1 $3174 $3635 $-1 $3636 forward $3175 $-1 # -3436 edge $-1 -1 -1 $-1 $3637 -0.050444054674802466 $3176 -8.7235457396828886e-06 $3430 $3638 forward @7 unknown F # -3437 coedge $-1 -1 -1 $-1 $3639 $3640 $-1 $3641 forward $3175 $-1 # -3438 point $-1 -1 -1 $-1 -17.805491671131144 10.805415518709349 0 # -3439 edge $-1 -1 -1 $-1 $3440 1.5711009132900582 $3184 3.1415926535897931 $3178 $3642 forward @7 unknown F # -3440 vertex $-1 -1 -1 $-1 $3179 $3643 # -3441 straight-curve $-1 -1 -1 $-1 16.618699479697305 9.6186233272755004 67.991279110929966 -17.449749160682721 -17.449749160682725 999.69545988188759 I I # -3442 vertex $-1 -1 -1 $-1 $3187 $3644 # -3443 straight-curve $-1 -1 -1 $-1 17.127046319610901 0 67.508726203218643 0 1000 0 I I # -3444 edge $-1 -1 -1 $-1 $3645 -0.048005898833030664 $3445 -0.00048269990919868331 $3182 $3646 forward @7 unknown F # -3445 vertex $-1 -1 -1 $-1 $3444 $3647 # -3446 straight-curve $-1 -1 -1 $-1 17.127046319610901 0 67.508726203218643 0 1000 0 I I # -3447 point $-1 -1 -1 $-1 17.127046319610901 9.1271224720327044 67.508726203218643 # -3448 edge $-1 -1 -1 $-1 $3645 -0.0015990251461425453 $3449 0.0015990251461425497 $3186 $3648 forward @7 unknown F # -3449 vertex $-1 -1 -1 $-1 $3187 $3649 # -3450 straight-curve $-1 -1 -1 $-1 17.956466443829946 -1.5988729224576004 19.991279110929963 17.449749160682725 17.449749160682721 -999.69545988188759 I I # -3451 point $-1 -1 -1 $-1 18.305453596007638 12.805434557449114 0 # -3452 straight-curve $-1 -1 -1 $-1 20.000038075848462 10.500057114406992 69.991273713707088 -4.363267749977739 -4.3632677499777399 999.98096171331383 I I # -3453 coedge $-1 -1 -1 $-1 $3650 $3197 $-1 $3651 forward $3199 $-1 # -3454 edge $-1 -1 -1 $-1 $3200 -0.052200785873650832 $3652 -0.0017654547445884715 $3197 $3653 forward @7 unknown F # -3455 coedge $-1 -1 -1 $-1 $3198 $3654 $-1 $3655 forward $3199 $-1 # -3456 face $3656 -1 -1 $-1 $3204 $3199 $37 $-1 $3657 forward single F F # -3457 point $-1 -1 -1 $-1 -18.305415518709342 10.305491671131152 0 # -3458 edge $-1 -1 -1 $-1 $3207 -3.1415926535897931 $3459 -1.571100913289436 $3202 $3658 forward @7 unknown F # -3459 vertex $-1 -1 -1 $-1 $3203 $3659 # -3460 straight-curve $-1 -1 -1 $-1 -18.305567742394285 -10.305643894816095 -0.0087208890700329524 -17.449749160682721 -17.449749160682721 -999.69545988188759 I I # -3461 integer_attrib-name_attrib-gen-attrib $-1 -1 $3660 $-1 $3204 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3462 cone-surface $-1 -1 -1 $-1 -17.800070010276908 -10.300070010276913 0.30188053909533152 -0.017449749160682718 -0.017449749160682721 -0.99969545988188746 0 0.49992384757819619 -0.0087262032186417541 1 I I 0 1 0.50000000000000056 forward I I I I # -3463 straight-curve $-1 -1 -1 $-1 -4.9110428431706623 -9.9253316416712245 50.419971547363673 1000 0 0 I I # -3464 point $-1 -1 -1 $-1 -16.925407794093022 -9.9253316416712245 50.419971547363673 # -3465 rgb_color-st-attrib $-1 -1 $-1 $3209 $2896 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3466 point $-1 -1 -1 $-1 -19.899560796582325 -10.500455369487002 70 # -3467 coedge $-1 -1 -1 $-1 $3661 $3218 $3224 $3474 forward $3469 $3662 # -3468 coedge $-1 -1 -1 $-1 $3218 $3661 $-1 $3663 reversed $3469 $3664 # -3469 loop $-1 -1 -1 $-1 $-1 $3467 $3665 F unknown # -3470 pcurve $-1 -1 -1 $-1 0 forward { exppc 162 nubs 1 open 2 -1 1 -0 1 1 5.4977966630161159 1 7.0685739513430752 0.001 -1 spline forward { exactsur 163 full nubs 1 3 open open none none 2 15 0 1 1 1 5.4977966630160964 3 5.6941438240569688 2 5.7923174045774051 2 5.8904909850978413 2 5.9886645656182775 2 6.0868381461387138 2 6.18501172665915 2 6.2831853071795862 2 6.3813588877000225 2 6.4795324682204587 2 6.5777060487408949 2 6.6758796292613312 2 6.7740532097817674 2 6.8722267903022036 2 7.0685739513430752 3 19.899560796582335 10.500455369487009 70 20.000436330928473 10.500455369487009 69.900000951927936 19.899569170564806 10.624753083776408 69.999999999999986 20.000445024009981 10.631355328939222 69.900029761232105 19.887318810708429 10.749045565071652 70 19.987543843639191 10.762249789836245 69.900055728227031 19.850945902592613 10.931908795097927 70 19.949238753233146 10.954826090262081 69.900089678971526 19.835826919627326 10.992266869280533 69.999999999999986 19.933316643519678 11.018390182403289 69.900100163628849 19.799745811425776 11.111211184275479 70.000000000000014 19.89531891702261 11.143652425841969 69.900119368089122 19.778783650573764 11.169796869276309 69.999999999999986 19.873243262732046 11.205349991805267 69.900128087754936 19.731217770466479 11.284631702477281 70.000000000000014 19.823150738925776 11.326284484249385 69.900143678075281 19.704614174653361 11.340880552660048 69.999999999999986 19.795133999409334 11.385521096883094 69.900150548689254 19.646021596972684 11.450500008634668 70.000000000000014 19.733429084996839 11.500963201270146 69.900162374729987 19.614032767163568 11.503870329943995 69.999999999999986 19.69974107023635 11.557168393430132 69.900167330125953 19.544977756795191 11.607218738977025 70.000000000000014 19.627018002881481 11.66600636611588 69.900175277998585 19.507911755446287 11.657196558492714 69.999999999999986 19.58798313901675 11.71863886418722 69.900178270454546 19.429059333781538 11.753278643016298 70.000000000000014 19.504942264649145 11.81982456138544 69.900182263618561 19.38727311810214 11.799382658673617 69.999999999999986 19.46093646965252 11.868377497916944 69.900183264316226 19.299382658673608 11.887273118102144 70.000000000000014 19.368377497916939 11.960936469652523 69.900183264316254 19.253278643016287 11.929059333781547 69.999999999999986 19.319824561385435 12.004942264649149 69.900182263618561 19.1571965584927 12.007911755446299 70.000000000000014 19.218638864187209 12.087983139016758 69.900178270454546 19.107218738977011 12.044977756795202 69.999999999999986 19.166006366115869 12.127018002881492 69.900175277998585 19.003870329943979 12.114032767163582 70.000000000000014 19.057168393430111 12.199741070236367 69.900167330125953 18.950500008634656 12.146021596972689 69.999999999999986 19.000963201270132 12.233429084996855 69.900162374730002 18.840880552660035 12.20461417465337 70.000000000000014 18.885521096883078 12.295133999409334 69.90015054868924 18.784631702477277 12.231217770466484 69.999999999999986 18.826284484249378 12.323150738925785 69.900143678075281 18.669796869276304 12.27878365057377 70.000000000000014 18.705349991805264 12.373243262732055 69.900128087754936 18.611211184275476 12.299745811425783 69.999999999999986 18.64365242584196 12.395318917022616 69.900119368089122 18.492266869280513 12.335826919627332 70.000000000000014 18.518390182403273 12.433316643519689 69.900100163628849 18.431908795097918 12.35094590259262 69.999999999999986 18.454826090262067 12.449238753233155 69.900089678971511 18.249045565071615 12.387318810708441 70.000000000000028 18.262249789836208 12.487543843639202 69.900055728227045 18.124753083776405 12.399569170564812 69.999999999999986 18.131355328939222 12.50044502400999 69.900029761232105 18.000455369487007 12.399560796582341 70 18.000455369487007 12.500436330928478 69.900000951927936 0 0 0 0 0 4 5.6941438240569688 5.7923174045774051 6.7740532097817674 6.8722267903022036 9 5.8904909850978413 5.9886645656182775 6.0868381461387138 6.18501172665915 6.2831853071795862 6.3813588877000225 6.4795324682204587 6.5777060487408949 6.6758796292613312 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -3471 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 164 full nubs 3 open 10 0 3 0.12500000000000155 2 0.18750000000000216 2 0.25000000000000278 2 0.49999999999999978 2 0.62499999999999833 2 0.68749999999999856 2 0.74999999999999878 2 0.87499999999999944 2 1 3 18.000455369487007 12.50043633092848 69.900000951927936 18.133385837382257 12.500436203443954 69.900030169043831 18.263653719485632 12.487301816990756 69.90005601795184 18.454943797988047 12.449196605429956 69.900089693765054 18.519368078477797 12.43305960922627 69.900100341827894 18.644905491139593 12.394898488980036 69.900119592835892 18.704568357623668 12.373567024972209 69.900127995920599 19.010812759641933 12.246716904255779 69.900167430893106 19.231978449420797 12.097335517819518 69.900183302033483 19.505996250966692 11.823317716767336 69.900183245457612 19.589076925990625 11.72248148553115 69.900180099544414 19.698372598416476 11.559365841798476 69.900168275840144 19.732253891068879 11.503024236631473 69.900163197521024 19.794478052577851 11.386881889645752 69.900150954703619 19.823493910603823 11.3254559913716 69.900143579977083 19.897603181279091 11.146539731338782 69.90012048879116 19.936397313512952 11.019131354494828 69.90010098488014 19.98732261189415 10.763614761922447 69.900056020683778 20.000436203294885 10.633541274792629 69.900030203207862 20.000436330928515 10.500455369487046 69.900000951919807 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 8 0.12500000000000155 0.18750000000000216 0.25000000000000278 0.49999999999999978 0.62499999999999833 0.68749999999999856 0.74999999999999878 0.87499999999999944 0 -1 none F F 1 F 0 } I I # -3472 point $-1 -1 -1 $-1 18.000455369487007 12.50043633092848 69.900000951927936 # -3473 coedge $-1 -1 -1 $-1 $3224 $3223 $3666 $3667 reversed $3225 $-1 # -3474 edge $-1 -1 -1 $-1 $3221 0 $3668 1 $3467 $3669 forward @7 unknown F # -3475 face $3670 -1 -1 $-1 $3665 $3225 $37 $-1 $3671 reversed single F F # -3476 tcoedge-coedge $-1 -1 -1 $-1 $3240 $3666 $3228 $3477 forward $2850 $3672 0 1 F # -3477 tedge-edge $-1 -1 -1 $-1 $3481 0 $3479 1 $3228 $3673 forward @7 unknown F 0.00048948923324225219 # -3478 pcurve $-1 -1 -1 $-1 0 forward { exppc 165 nubs 1 open 2 -1 1 -0 1 0 7.068573951343077 0 5.4977966630160964 0.001 -1 spline forward { ref 124 } I I I I } 0 0 # -3479 tvertex-vertex $-1 -1 -1 $-1 $3477 $3674 1.7763568394002505e-15 # -3480 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 166 full nubs 1 open 2 0 1 1 1 -19.899560796582332 10.500455369487009 70 -20.000436330928473 10.500455369487007 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3481 tvertex-vertex $-1 -1 -1 $-1 $3667 $3675 0 # -3482 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 167 full nubs 1 open 2 0 1 1 1 -18.000455369487003 12.399560796582341 70 -18.000455369487003 12.50043633092848 69.900000951927936 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3483 integer_attrib-name_attrib-gen-attrib $-1 -1 $3676 $-1 $3233 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3484 spline-surface $-1 -1 -1 $-1 forward { ref 124 } I I I I # -3485 rgb_color-st-attrib $-1 -1 $-1 $3235 $2931 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3486 integer_attrib-name_attrib-gen-attrib $-1 -1 $3677 $-1 $3236 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3487 face $3678 -1 -1 $-1 $3456 $3432 $37 $-1 $3679 reversed single F T -100.51100576884834 0.37147618206499028 -0.0045922262482246956 1.5750839665479592 # -3488 plane-surface $-1 -1 -1 $-1 0 10.805415518709349 0 0 -0.99984769515639127 -0.01745240643728355 0 17.45240643728355 -999.8476951563913 forward_v I I I I # -3489 tcoedge-coedge $-1 -1 -1 $-1 $3666 $3238 $3661 $3680 forward $2850 $3681 0 1 F # -3490 edge $-1 -1 -1 $-1 $2946 -0.021000474408045533 $3682 4.3633092847450428e-07 $3238 $3683 forward @7 unknown F # -3491 edge $-1 -1 -1 $-1 $3479 -0.021000474408045533 $3216 4.3633092847450428e-07 $3240 $3684 forward @7 unknown F # -3492 point $-1 -1 -1 $-1 20.000436330928515 10.500455369487046 69.900000951919807 # -3493 straight-curve $-1 -1 -1 $-1 -347.90398583924764 -6.9593252055351904 48.472481577904205 17.449749160682728 17.449749160682728 999.69545988188759 I I # -3494 point $-1 -1 -1 $-1 -348.40097485385741 -7.4563142201449883 20 # -3495 point $-1 -1 -1 $-1 -347.92086137802528 -6.9762007443128864 47.505682608831606 # -3496 coedge $-1 -1 -1 $-1 $3685 $3260 $3254 $3497 forward $3506 $-1 # -3497 edge $-1 -1 -1 $-1 $3262 -0.00014492608863606084 $3498 0.048128984168028389 $3254 $3686 forward @7 unknown F # -3498 tvertex-vertex $-1 -1 -1 $-1 $3255 $3687 8.8817841970012523e-16 # -3499 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 168 full nubs 3 open 5 0 3 0.00028356171143826278 2 0.00056712342287652557 2 0.00085068513431478835 2 0.0011342468457530511 3 -345.67070907318168 -6.9762007443128855 47.505682608831606 -345.57541200468097 -6.9761717357844555 47.507344506312506 -345.48686221054294 -7.0038774812181988 47.546407086430463 -345.35132019078389 -7.079149838435324 47.654439121773386 -345.30190157188571 -7.1254028647580219 47.721779284782578 -345.22696177398694 -7.2203853394648796 47.864860689766473 -345.20136005482499 -7.2698141093915289 47.941538173501328 -345.16742836958406 -7.3673399910265625 48.098040550130165 -345.1590516009897 -7.4155120709743274 48.1779015120621 -345.15763237501591 -7.4629717413034315 48.259208914333136 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 3 0.00028356171143826278 0.00056712342287652557 0.00085068513431478835 0 -1 none F F 1 F 0 } I I # -3500 integer_attrib-name_attrib-gen-attrib $-1 -1 $3688 $-1 $3257 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -3501 cone-surface $-1 -1 -1 $-1 -346.50098959887634 -8.306405117585669 -0.052330647759374418 -0.017449749160682721 -0.017449749160682725 -0.99969545988188746 0 0.49992384757819536 -0.0087262032186417749 1 I I 0 1 0.49999999999999967 forward I I I I # -3502 coedge $-1 -1 -1 $-1 $3689 $3259 $3690 $3691 forward $2652 $-1 # -3503 coedge $-1 -1 -1 $-1 $3692 $3693 $3259 $3504 reversed $3694 $-1 # -3504 edge $-1 -1 -1 $-1 $3507 2.3563467834399257 $3695 3.9268385237397059 $3259 $3696 forward @7 unknown F # -3505 coedge $-1 -1 -1 $-1 $3260 $3685 $3692 $3697 forward $3506 $-1 # -3506 loop $-1 -1 -1 $-1 $-1 $3496 $3698 F unknown # -3507 vertex $-1 -1 -1 $-1 $3261 $3699 # -3508 straight-curve $-1 -1 -1 $-1 -346 0 0 0 -1000 0 I I # -3509 point $-1 -1 -1 $-1 -346 -8.3053393662875372 0 # -3510 coedge $-1 -1 -1 $-1 $3266 $3264 $3555 $3700 forward $3267 $-1 # -3511 vertex $-1 -1 -1 $-1 $3700 $3701 # -3512 straight-curve $-1 -1 -1 $-1 -354 0 0 0 1000 0 I I # -3513 edge $-1 -1 -1 $-1 $3702 2.180878958997456 $2977 2.4353837582217728 $3266 $3703 forward @7 unknown F # -3514 rgb_color-st-attrib $-1 -1 $-1 $3273 $2983 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3515 integer_attrib-name_attrib-gen-attrib $-1 -1 $3704 $-1 $3274 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -3516 plane-surface $-1 -1 -1 $-1 -354 0 0 -0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 999.8476951563913 forward_v I I I I # -3517 coedge $-1 -1 -1 $-1 $3705 $3309 $3308 $3554 reversed $3275 $-1 # -3518 coedge $-1 -1 -1 $-1 $3308 $3277 $-1 $3706 forward $2984 $-1 # -3519 edge $-1 -1 -1 $-1 $3707 0 $3708 0.0023624154136936502 $3277 $3709 forward @7 unknown F # -3520 rgb_color-st-attrib $-1 -1 $-1 $3279 $2988 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3521 integer_attrib-name_attrib-gen-attrib $-1 -1 $3710 $-1 $3280 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -3522 face $3711 -1 -1 $-1 $3698 $3694 $41 $-1 $3712 reversed single F T -0.37147618206585092 100.51100576884969 -3.1461848798388705 -1.5665086870410732 # -3523 loop $-1 -1 -1 $-1 $-1 $3713 $3280 F unknown # -3524 plane-surface $-1 -1 -1 $-1 -350 -10.805415518709342 0 0 0.99984769515639127 -0.01745240643728355 0 17.45240643728355 999.8476951563913 forward_v I I I I # -3525 coedge $-1 -1 -1 $-1 $3714 $3715 $3716 $3717 reversed $3281 $-1 # -3526 coedge $-1 -1 -1 $-1 $3718 $3283 $-1 $3719 forward $2989 $-1 # -3527 coedge $-1 -1 -1 $-1 $3283 $3286 $3720 $3721 reversed $2989 $-1 # -3528 coedge $-1 -1 -1 $-1 $3715 $3714 $3283 $3529 reversed $3281 $-1 # -3529 edge $-1 -1 -1 $-1 $3722 -0.05220078587365079 $3723 -0.0017654547445880373 $3528 $3724 forward @7 unknown F # -3530 edge $-1 -1 -1 $-1 $3534 -3.1415926535897967 $3293 -1.5711009132900582 $3284 $3725 forward @7 unknown F # -3531 coedge $-1 -1 -1 $-1 $3290 $3720 $3285 $3532 forward $2652 $-1 # -3532 edge $-1 -1 -1 $-1 $3535 5.4979394370297188 $3292 7.068431177329499 $3531 $3726 forward @7 unknown F # -3533 coedge $-1 -1 -1 $-1 $3286 $3727 $-1 $3728 forward $2989 $-1 # -3534 vertex $-1 -1 -1 $-1 $3728 $3729 # -3535 vertex $-1 -1 -1 $-1 $3721 $3730 # -3536 straight-curve $-1 -1 -1 $-1 -331.69443225760568 10.305643894816102 -0.0087208890700329628 17.449749160682725 17.449749160682721 -999.69545988188759 I I # -3537 coedge $-1 -1 -1 $-1 $3731 $3288 $-1 $3732 reversed $2330 $-1 # -3538 edge $-1 -1 -1 $-1 $3539 -0.030437962016981499 $3733 -8.7235457396883553e-06 $3288 $3734 forward @7 unknown F # -3539 vertex $-1 -1 -1 $-1 $3289 $3735 # -3540 straight-curve $-1 -1 -1 $-1 -350 9.9253316416712298 50.419971547363701 -1000 0 0 I I # -3541 straight-curve $-1 -1 -1 $-1 -350 10.805415518709349 0 -1000 0 0 I I # -3542 point $-1 -1 -1 $-1 -332.19450832886884 10.805415518709349 0 # -3543 point $-1 -1 -1 $-1 -333.07459220590698 9.9253316416712316 50.419971547363701 # -3544 point $-1 -1 -1 $-1 -367.12704631961083 9.1271224720327044 67.508726203218643 # -3545 coedge $-1 -1 -1 $-1 $3298 $3736 $-1 $3737 reversed $2330 $-1 # -3546 edge $-1 -1 -1 $-1 $3738 0.052444623798458677 $3547 0.067660163371517423 $3298 $3739 forward @7 unknown F # -3547 vertex $-1 -1 -1 $-1 $3546 $3740 # -3548 straight-curve $-1 -1 -1 $-1 -350 9.6270463196109013 67.508726203218643 -1000 0 0 I I # -3549 straight-curve $-1 -1 -1 $-1 -367.12704631961083 -4.75371029196339e-15 67.508726203218643 2.7755575615628914e-13 -1000 0 I I # -3550 point $-1 -1 -1 $-1 -367.12704631961083 2.428293046676643 67.508726203218657 # -3551 edge $-1 -1 -1 $-1 $3552 -0.067660163371517423 $3708 -0.052444623798458635 $3306 $3741 forward @7 unknown F # -3552 vertex $-1 -1 -1 $-1 $3307 $3742 # -3553 straight-curve $-1 -1 -1 $-1 -350 -9.6270463196108942 67.508726203218643 1000 0 0 I I # -3554 edge $-1 -1 -1 $-1 $3743 -0.050444054674802445 $3311 -8.723545739681867e-06 $3517 $3744 forward @7 unknown F # -3555 coedge $-1 -1 -1 $-1 $3309 $3705 $3510 $3700 reversed $3275 $-1 # -3556 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 169 full nurbs 3 open 2 5.4979394370296735 3 7.0684311773294537 3 -354.49992384757815 -10.805415518709342 0 1 -354.20705676741989 -10.805415518709356 0 0.80480964038277492 -353.99999999999994 -10.598358751289409 0 0.80480964038277492 -354 -10.305491671131145 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3557 point $-1 -1 -1 $-1 -354.49992384757815 -10.805415518709342 0 # -3558 rgb_color-st-attrib $-1 -1 $-1 $3316 $3023 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3559 edge $-1 -1 -1 $-1 $3339 5.4981297601203094 $3560 7.0682408542388666 $3318 $3745 forward @7 unknown F # -3560 vertex $-1 -1 -1 $-1 $3559 $3746 # -3561 straight-curve $-1 -1 -1 $-1 16.53937452940086 10.450000000000001 19.5 -1.6600224650495763e-13 1000 0 I I # -3562 straight-curve $-1 -1 -1 $-1 17.050684528749183 9.45102720377362 -0.026141098275597633 -26.167984264979392 -26.167984264979399 999.31500198837 I I # -3563 point $-1 -1 -1 $-1 16.53937452940086 8.9397172044252962 19.5 # -3564 point $-1 -1 -1 $-1 16.050342675024453 10.450000000000001 0 # -3565 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 170 full nurbs 3 open 2 5.4981297601203112 3 7.0682408542388666 3 16.050342675024453 10.450000000000001 0 1 16.636011451537748 10.449999999999998 0 0.80489933734378083 17.050000000000008 10.036011451537739 0 0.80489933734378083 17.050000000000008 9.4503426750244408 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3566 point $-1 -1 -1 $-1 17.050000000000008 9.4503426750244408 0 # -3567 straight-curve $-1 -1 -1 $-1 17.036372973678898 -9.4367156487033323 0.5203951400032033 26.167984264979399 -26.167984264979399 -999.31500198837 I I # -3568 straight-curve $-1 -1 -1 $-1 -17.049999999999994 -9.9393745294008529 19.5 1000 0 0 I I # -3569 point $-1 -1 -1 $-1 15.539717204425308 -9.9393745294008529 19.5 # -3570 rgb_color-st-attrib $-1 -1 $-1 $3348 $3072 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.83137254901960778 0.83921568627450982 0.83137254901960778 # -3571 edge $-1 -1 -1 $-1 $3371 5.4981297601203005 $3572 7.0682408542388666 $3350 $3747 forward @7 unknown F # -3572 vertex $-1 -1 -1 $-1 $3571 $3748 # -3573 straight-curve $-1 -1 -1 $-1 -333.4606254705991 10.450000000000001 19.5 -1.6600224650495763e-13 1000 0 I I # -3574 straight-curve $-1 -1 -1 $-1 -332.94931547125077 9.45102720377362 -0.026141098275597633 -26.167984264979392 -26.167984264979399 999.31500198837 I I # -3575 point $-1 -1 -1 $-1 -333.4606254705991 8.9397172044252962 19.5 # -3576 point $-1 -1 -1 $-1 -333.94965732497548 10.450000000000001 0 # -3577 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 171 full nurbs 3 open 2 5.4981297601203565 3 7.0682408542388666 3 -333.94965732497548 10.450000000000001 0 1 -333.36398854846226 10.449999999999969 0 0.80489933734379149 -332.94999999999993 10.036011451537716 0 0.80489933734379149 -332.94999999999999 9.4503426750244408 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3578 point $-1 -1 -1 $-1 -332.94999999999999 9.4503426750244408 0 # -3579 straight-curve $-1 -1 -1 $-1 -332.96362702632109 -9.4367156487033323 0.5203951400032033 26.167984264979399 -26.167984264979399 -999.31500198837 I I # -3580 straight-curve $-1 -1 -1 $-1 -367.05000000000001 -9.9393745294008529 19.5 1000 0 0 I I # -3581 point $-1 -1 -1 $-1 -334.46028279557464 -9.9393745294008529 19.5 # -3582 rgb_color-st-attrib $-1 -1 $-1 $3380 $3121 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3583 integer_attrib-name_attrib-gen-attrib $-1 -1 $3749 $-1 $3381 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3584 face $3750 -1 -1 $-1 $3751 $3752 $37 $-1 $3753 forward single F F # -3585 loop $-1 -1 -1 $-1 $-1 $3754 $3381 F unknown # -3586 plane-surface $-1 -1 -1 $-1 15.442307692307695 -1.25 69.700000000000017 0 1 0 0 0 1000 forward_v I I I I # -3587 coedge $-1 -1 -1 $-1 $3755 $3756 $3757 $3758 reversed $3382 $-1 # -3588 coedge $-1 -1 -1 $-1 $3759 $3384 $-1 $3760 reversed $3122 $-1 # -3589 coedge $-1 -1 -1 $-1 $3384 $3759 $3755 $3761 forward $3122 $-1 # -3590 coedge $-1 -1 -1 $-1 $3757 $3762 $3384 $3591 forward $3601 $-1 # -3591 edge $-1 -1 -1 $-1 $3763 0 $3764 0.000352564102564104 $3590 $3765 forward @7 unknown F # -3592 straight-curve $-1 -1 -1 $-1 18.557792467948712 -1.25 69.700000000000017 -567.24191219077932 823.55122066216927 0 I I # -3593 point $-1 -1 -1 $-1 18.557792467948712 -1.25 69.700000000000017 # -3594 point $-1 -1 -1 $-1 17.949318910256405 -0.36658653846153849 69.700000000000017 # -3595 straight-curve $-1 -1 -1 $-1 18.982972756410252 -1.25 69.700000000000017 -1000 0 0 I I # -3596 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 172 full nubs 3 open 9 0 3 0.20953837231065409 1 0.39320569934593025 1 0.55415112284317447 1 0.68938178712766529 1 0.80227961455837327 1 0.889951550348141 1 0.95605919541949513 1 1 3 17.696414262820507 0.61698717948717952 69.700000000000017 17.707123952472372 0.60114667399834532 69.700000000000017 17.727221040002934 0.57142144052418331 69.700000000000031 17.755158153411582 0.52925819874978719 69.699999999999989 17.777907707817729 0.49183882139157192 69.700000000000045 17.796926094446249 0.45970498243544505 69.699999999999989 17.810768909776108 0.43233230786222121 69.700000000000003 17.820879952924098 0.41022604251410372 69.700000000000017 17.826067216351799 0.3927069204275373 69.700000000000031 17.82610622090143 0.38262953005866673 69.700000000000031 17.826121794871788 0.37860576923076911 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 7 0.20953837231065409 0.39320569934593025 0.55415112284317447 0.68938178712766529 0.80227961455837327 0.889951550348141 0.95605919541949513 -1 none F F 1 F 0 } I I # -3597 point $-1 -1 -1 $-1 17.826121794871788 0.37860576923076911 69.700000000000017 # -3598 point $-1 -1 -1 $-1 17.696414262820507 0.61698717948717952 69.700000000000017 # -3599 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 173 full nubs 3 open 3 0 3 0.50578187430036914 1 1 3 17.949318910256405 -0.36658653846153849 69.700000000000017 17.93193091617346 -0.34156502897279367 69.700000000000017 17.897552471696791 -0.29209407961669798 69.700000000000017 17.863489289497696 -0.24240553639304613 69.700000000000017 17.846654647435898 -0.21784855769230782 69.700000000000031 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 1 0.50578187430036914 -1 none F F 1 F 0 } I I # -3600 point $-1 -1 -1 $-1 17.846654647435898 -0.21784855769230782 69.700000000000031 # -3601 loop $-1 -1 -1 $-1 $3766 $3767 $1804 F unknown # -3602 coedge $-1 -1 -1 $-1 $3768 $3769 $-1 $3770 forward $3407 $-1 # -3603 coedge $-1 -1 -1 $-1 $3771 $3408 $3772 $3773 forward $3155 $-1 # -3604 coedge $-1 -1 -1 $-1 $3408 $3771 $3774 $3775 forward $3155 $-1 # -3605 coedge $-1 -1 -1 $-1 $3776 $3777 $3408 $3606 reversed $3778 $3779 # -3606 edge $-1 -1 -1 $-1 $3780 0 $3781 1 $3408 $3782 forward @7 unknown F # -3607 coedge $-1 -1 -1 $-1 $3783 $3409 $-1 $3784 forward $2507 $-1 # -3608 edge $-1 -1 -1 $-1 $3609 0 $3785 0.0025000000000000001 $3409 $3786 forward @7 unknown F # -3609 vertex $-1 -1 -1 $-1 $3410 $3787 # -3610 straight-curve $-1 -1 -1 $-1 4.0641025641025657 -1.25 70 -1000 0 0 I I # -3611 coedge $-1 -1 -1 $-1 $3411 $3783 $3788 $3789 forward $2507 $-1 # -3612 coedge $-1 -1 -1 $-1 $3790 $3791 $3411 $3613 reversed $3792 $3793 # -3613 edge $-1 -1 -1 $-1 $3794 0 $3614 1 $3411 $3795 forward @7 unknown F # -3614 vertex $-1 -1 -1 $-1 $3613 $3796 # -3615 straight-curve $-1 -1 -1 $-1 4.6765825320512837 -0.22435897435897439 70 -1000 0 0 I I # -3616 point $-1 -1 -1 $-1 4.0641025641025657 -0.22435897435897439 70 # -3617 point $-1 -1 -1 $-1 4.0641025641025657 -1.25 70 # -3618 coedge $-1 -1 -1 $-1 $3797 $3416 $-1 $3798 forward $2160 $-1 # -3619 edge $-1 -1 -1 $-1 $3620 0 $3799 0.00035256410256410221 $3416 $3800 forward @7 unknown F # -3620 vertex $-1 -1 -1 $-1 $3417 $3801 # -3621 straight-curve $-1 -1 -1 $-1 6.0192307692307718 -1.25 70 0 1000 0 I I # -3622 point $-1 -1 -1 $-1 6.0192307692307718 -1.25 70 # -3623 coedge $-1 -1 -1 $-1 $3420 $3802 $-1 $3803 forward $2160 $-1 # -3624 edge $-1 -1 -1 $-1 $3804 0 $3625 0.00035256410256410221 $3420 $3805 forward @7 unknown F # -3625 vertex $-1 -1 -1 $-1 $3624 $3806 # -3626 straight-curve $-1 -1 -1 $-1 7.5897435897435921 -1.25 70 0 1000 0 I I # -3627 coedge $-1 -1 -1 $-1 $3423 $3422 $-1 $3807 forward $3424 $-1 # -3628 edge $-1 -1 -1 $-1 $3808 0 $3425 0.00029999999999998295 $3422 $3809 forward @7 unknown F # -3629 edge $-1 -1 -1 $-1 $3810 0 $3164 0.00029999999999998295 $3423 $3811 forward @7 unknown F # -3630 face $3812 -1 -1 $-1 $3813 $3424 $37 $-1 $3814 forward single F F # -3631 point $-1 -1 -1 $-1 7.5897435897435921 -0.064102564102564041 70 # -3632 coedge $-1 -1 -1 $-1 $3431 $3430 $-1 $3815 reversed $3432 $-1 # -3633 coedge $-1 -1 -1 $-1 $3816 $3434 $-1 $3817 forward $3175 $-1 # -3634 edge $-1 -1 -1 $-1 $3440 -0.016627122472032709 $3818 -0.0086782930466766436 $3434 $3819 forward @7 unknown F # -3635 coedge $-1 -1 -1 $-1 $3435 $3639 $-1 $3820 forward $3175 $-1 # -3636 edge $-1 -1 -1 $-1 $3821 -0.015264364950922359 $3637 -0.0004689648814456504 $3435 $3822 forward @7 unknown F # -3637 vertex $-1 -1 -1 $-1 $3436 $3823 # -3638 straight-curve $-1 -1 -1 $-1 -17.805643894816093 10.805567742394297 -0.0087208890700329819 -17.449749160682725 17.449749160682725 -999.69545988188759 I I # -3639 coedge $-1 -1 -1 $-1 $3635 $3437 $-1 $3824 reversed $3175 $-1 # -3640 coedge $-1 -1 -1 $-1 $3437 $3816 $-1 $3825 forward $3175 $-1 # -3641 edge $-1 -1 -1 $-1 $3826 -0.030437962016981492 $3827 -8.7235457396873592e-06 $3437 $3828 forward @7 unknown F # -3642 ellipse-curve $-1 -1 -1 $-1 16.62712247203271 9.1271224720327044 67.5 0.017449749160673204 0.017449749160673021 -0.9996954598818879 -0.49992384757819447 0 -0.0087262032186369298 1 I I # -3643 point $-1 -1 -1 $-1 16.62712247203271 9.6270463196109013 67.508726203218643 # -3644 point $-1 -1 -1 $-1 17.127046319610901 -2.4282930466766448 67.508726203218643 # -3645 vertex $-1 -1 -1 $-1 $3448 $3829 # -3646 straight-curve $-1 -1 -1 $-1 17.118623327275497 2.4367160390120421 67.991279110929966 -17.449749160682725 17.449749160682725 999.69545988188759 I I # -3647 point $-1 -1 -1 $-1 17.127046319610901 2.4282930466766408 67.508726203218643 # -3648 straight-curve $-1 -1 -1 $-1 17.956314220144996 0 20 0 -1000 0 I I # -3649 point $-1 -1 -1 $-1 17.956314220144996 -1.5990251461425498 20 # -3650 coedge $-1 -1 -1 $-1 $3830 $3453 $-1 $3831 forward $3199 $-1 # -3651 edge $-1 -1 -1 $-1 $3652 2.1808789589974986 $3832 2.9625958428556225 $3453 $3833 forward @7 unknown F # -3652 vertex $-1 -1 -1 $-1 $3454 $3834 # -3653 straight-curve $-1 -1 -1 $-1 -17.394524899223626 9.3946010516454344 52.184888640155314 17.449749160682728 -17.449749160682721 999.69545988188759 I I # -3654 coedge $-1 -1 -1 $-1 $3455 $3830 $-1 $3835 forward $3199 $-1 # -3655 edge $-1 -1 -1 $-1 $3836 3.3205894643239948 $3459 4.1023063481821005 $3455 $3837 forward @7 unknown F # -3656 integer_attrib-name_attrib-gen-attrib $-1 -1 $3838 $-1 $3456 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3657 plane-surface $-1 -1 -1 $-1 -18.305415518709339 -5.0807734460504402e-15 0 0.99984769515639127 2.7751348307025504e-16 -0.01745240643728355 -17.45240643728355 0 -999.8476951563913 forward_v I I I I # -3658 ellipse-curve $-1 -1 -1 $-1 -16.925407794093022 -9.4254077940930276 50.41124534414503 -0.017449749159840308 -0.017449749160687148 -0.99969545988190223 0 0.49992384757819619 -0.0087262032186438687 1 I I # -3659 point $-1 -1 -1 $-1 -17.425331641671225 -9.4254077940927239 50.419971547363247 # -3660 rgb_color-st-attrib $-1 -1 $-1 $3461 $3204 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3661 tcoedge-coedge $-1 -1 -1 $-1 $3468 $3467 $3489 $3680 reversed $3469 $3839 -1 -0 F # -3662 pcurve $-1 -1 -1 $-1 0 forward { exppc 174 nubs 1 open 2 0 1 1 1 1 7.0685739513430752 0 7.0685739513430752 0.001 -1 spline forward { ref 163 } I I I I } 0 0 # -3663 edge $-1 -1 -1 $-1 $3245 0 $3682 1 $3468 $3840 forward @7 unknown F # -3664 pcurve $-1 -1 -1 $-1 0 forward { exppc 175 nubs 1 open 2 -1 1 -0 1 0 5.4977966630160964 1 5.4977966630161159 0.001 -1 spline forward { ref 163 } I I I I } 0 0 # -3665 face $3841 -1 -1 $-1 $3842 $3469 $37 $-1 $3843 forward single F F # -3666 coedge $-1 -1 -1 $-1 $3476 $3489 $3473 $3667 forward $2850 $-1 # -3667 edge $-1 -1 -1 $-1 $3668 -0.036000474408045532 $3481 4.3633092847628061e-07 $3666 $3844 forward @7 unknown F # -3668 tvertex-vertex $-1 -1 -1 $-1 $3680 $3845 3.5527136788005009e-15 # -3669 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 176 full nubs 1 open 2 0 1 1 1 18.000455369487007 12.50043633092848 69.900000951927936 18.000455369487007 12.399560796582341 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3670 integer_attrib-name_attrib-gen-attrib $-1 -1 $3846 $-1 $3475 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3671 plane-surface $-1 -1 -1 $-1 0 12.399560796582341 70 0 -0.7040147244559376 -0.71018537562331585 -1000 0 0 forward_v I I I I # -3672 pcurve $-1 -1 -1 $-1 0 forward { exppc 177 nubs 3 open 8 0 3 0.12499999999999972 2 0.24999999999999944 2 0.49999999999999956 2 0.74999999999999967 2 0.87499999999999889 2 0.93749999999999944 2 1 3 -0.018000455369487002 0.01239956079658234 -0.018123958645842677 0.012399569117043241 -0.018250286694630625 0.012387035699456293 -0.018491622075547699 0.012339104711139489 -0.018613538614986002 0.012302048041531939 -0.018954565627658362 0.01216090604849651 -0.01916929193378504 0.012017263469788344 -0.019517363842990701 0.011669392306987417 -0.019660774905574652 0.011454511304726194 -0.019802113612992858 0.011113565776452103 -0.019839042882511312 0.010991568854586201 -0.019875083866691175 0.010810647150340632 -0.019884370222958178 0.010747751763409794 -0.019896453513466788 0.010625449661870267 -0.019899565038846583 0.01056342466181682 -0.019899560796582332 0.010500455369487009 0 0 plane 0 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -3673 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 178 full nubs 3 open 8 0 3 0.12499999999999972 2 0.24999999999999944 2 0.49999999999999956 2 0.74999999999999967 2 0.87499999999999889 2 0.93749999999999944 2 1 3 -18.000455369487003 12.399560796582341 70 -18.123958645842677 12.39956911704324 70 -18.250286694630624 12.387035699456293 69.999999999999986 -18.491622075547699 12.339104711139489 70 -18.613538614986002 12.302048041531938 70 -18.954565627658361 12.160906048496509 70.000000000000014 -19.16929193378504 12.017263469788343 70 -19.517363842990701 11.669392306987417 70.000000000000014 -19.660774905574652 11.454511304726195 70 -19.802113612992859 11.113565776452102 70 -19.839042882511311 10.9915688545862 70 -19.875083866691174 10.810647150340632 69.999999999999986 -19.884370222958179 10.747751763409793 69.999999999999986 -19.896453513466788 10.625449661870267 70 -19.899565038846582 10.563424661816819 69.999999999999986 -19.899560796582332 10.500455369487009 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12499999999999972 0.24999999999999944 0.49999999999999956 0.74999999999999967 0.87499999999999889 0.93749999999999944 0 -1 none F F 1 F 0 } I I # -3674 point $-1 -1 -1 $-1 -19.899560796582332 10.500455369487009 70 # -3675 point $-1 -1 -1 $-1 -18.000455369487003 12.399560796582341 70 # -3676 rgb_color-st-attrib $-1 -1 $-1 $3483 $3233 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3677 rgb_color-st-attrib $-1 -1 $-1 $3486 $3236 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3678 integer_attrib-name_attrib-gen-attrib $-1 -1 $3847 $-1 $3487 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3679 cone-surface $-1 -1 -1 $-1 -17.802353713370191 10.3023537133702 0.17104727650523971 -0.017449749160682725 0.017449749160682721 -0.99969545988188746 -0.49992384757819447 0 0.0087262032186417818 1 I I 0 1 0.49999999999999883 forward I I I I # -3680 tedge-edge $-1 -1 -1 $-1 $3682 0 $3668 1 $3489 $3848 forward @7 unknown F 0.00048948923276623984 # -3681 pcurve $-1 -1 -1 $-1 0 forward { exppc 179 nubs 3 open 8 0 3 0.12500000000000025 2 0.2500000000000005 2 0.49999999999999939 2 0.74999999999999822 2 0.87499999999999933 2 0.93749999999999967 2 1 3 0.019899560796582335 0.010500455369487009 0.019899569117043228 0.010623958645846903 0.01988703569945589 0.010750286694629496 0.019839104711139876 0.010991622075548838 0.019802048041537002 0.011113538614975438 0.019660906048486349 0.011454565627679507 0.019517263469780863 0.011669291933792528 0.019169392306994881 0.012017363842983231 0.018954511304716575 0.012160774905578429 0.018613565776456894 0.012302113612990976 0.018491568854584851 0.012339042882511617 0.018310647150341294 0.012375083866691032 0.018247751763412794 0.012384370222957852 0.018125449661867261 0.012396453513467147 0.018063424661816849 0.012399565038846599 0.018000455369487009 0.01239956079658234 0 0 plane 0 0 70 0 0 1 1000 0 0 forward_v I I I I } 0 0 # -3682 tvertex-vertex $-1 -1 -1 $-1 $3490 $3849 3.5527136788005009e-15 # -3683 straight-curve $-1 -1 -1 $-1 19.899560796582339 10.500019038558534 70 0 1000 0 I I # -3684 straight-curve $-1 -1 -1 $-1 -19.899560796582325 -10.500019038558527 70 2.7755575615628914e-13 -1000 0 I I # -3685 coedge $-1 -1 -1 $-1 $3505 $3496 $-1 $3850 forward $3506 $-1 # -3686 straight-curve $-1 -1 -1 $-1 -345.99747107610648 -8.3028104423939979 0.1448819528279103 17.449749160682725 17.449749160682725 999.69545988188759 I I # -3687 point $-1 -1 -1 $-1 -345.15763237501591 -7.4629717413034315 48.259208914333136 # -3688 rgb_color-st-attrib $-1 -1 $-1 $3500 $3257 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3689 coedge $-1 -1 -1 $-1 $3720 $3502 $3715 $3851 forward $2652 $-1 # -3690 coedge $-1 -1 -1 $-1 $3713 $3716 $3502 $3691 reversed $3523 $-1 # -3691 edge $-1 -1 -1 $-1 $3695 0.0044999238475782024 $3852 0.017805491671131164 $3690 $3853 forward @7 unknown F # -3692 coedge $-1 -1 -1 $-1 $3854 $3503 $3505 $3697 reversed $3694 $-1 # -3693 coedge $-1 -1 -1 $-1 $3503 $3854 $3713 $3855 reversed $3694 $-1 # -3694 loop $-1 -1 -1 $-1 $-1 $3692 $3522 F unknown # -3695 vertex $-1 -1 -1 $-1 $3504 $3856 # -3696 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 180 full nurbs 3 open 2 2.3563467834399257 3 3.9268385237397059 3 -346 -10.305491671131145 0 1 -346.00000000000006 -10.598358751289409 0 0.80480964038277492 -345.79294323258006 -10.805415518709356 0 0.80480964038277492 -345.5000761524218 -10.805415518709342 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3697 edge $-1 -1 -1 $-1 $3857 -0.050444054674802445 $3507 -8.7235457396819297e-06 $3692 $3858 forward @7 unknown F # -3698 face $3859 -1 -1 $-1 $3257 $3506 $41 $-1 $3860 forward single F F # -3699 point $-1 -1 -1 $-1 -346 -10.305491671131145 0 # -3700 edge $-1 -1 -1 $-1 $3511 -0.05220078587365079 $3702 -0.0017654547445880373 $3510 $3861 forward @7 unknown F # -3701 point $-1 -1 -1 $-1 -354 -10.305491671131145 0 # -3702 vertex $-1 -1 -1 $-1 $3700 $3862 # -3703 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 181 full nurbs 3 open 2 2.180878958997456 3 2.4353837582217728 3 -354.88008387703815 -9.4254077940930259 50.419971547363673 1 -354.86608893907078 -8.8649373749382843 49.618202088188958 0.99460955552434138 -354.8534487186464 -8.2072467793708501 48.894044345072899 0.99460955552434138 -354.84236762498404 -7.4629717413034324 48.259208914333144 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3704 rgb_color-st-attrib $-1 -1 $-1 $3515 $3274 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3705 coedge $-1 -1 -1 $-1 $3555 $3517 $-1 $3863 forward $3275 $-1 # -3706 edge $-1 -1 -1 $-1 $3707 -0.0073898560174692424 $3743 -0.0053800077246162915 $3518 $3864 forward @7 unknown F # -3707 vertex $-1 -1 -1 $-1 $3519 $3865 # -3708 vertex $-1 -1 -1 $-1 $3519 $3866 # -3709 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 182 full nubs 3 open 6 0 3 0.00029530192671166258 2 0.00059060385342332516 2 0.0011812077068467668 2 0.0017718115602702086 2 0.0023624154136936502 3 -357.38985601746924 -9.9253316416712245 50.419971547363673 -357.48855617582552 -9.925331641671221 50.419971547363666 -357.58467824668088 -9.9248903635251029 50.445252355423293 -357.76044862279292 -9.9233530119319511 50.533327169208114 -357.83778843611236 -9.922291680788371 50.594130789701332 -358.04215598396644 -9.9186102684198225 50.805038763042525 -358.13864777545655 -9.9155958050304811 50.97773725495513 -358.283604897148 -9.9092801888027697 51.33955866631549 -358.3313435965826 -9.905963857499442 51.529551159437972 -358.39412233311515 -9.8993168002328016 51.91036081520113 -358.40938851731352 -9.8959508489739818 52.103196033669995 -358.41278569778228 -9.8925536685052116 52.297820372378574 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 4 0.00029530192671166258 0.00059060385342332516 0.0011812077068467668 0.0017718115602702086 0 -1 none F F 1 F 0 } I I # -3710 rgb_color-st-attrib $-1 -1 $-1 $3521 $3280 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3711 integer_attrib-name_attrib-gen-attrib $-1 -1 $3867 $-1 $3522 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -3712 cone-surface $-1 -1 -1 $-1 -345.4969381946608 -10.302353713370193 0.17104727650523946 0.017449749160682721 0.017449749160682721 0.99969545988188746 0.49992384757818753 0 -0.0087262032186417818 1 I I 0 1 0.4999999999999919 forward I I I I # -3713 coedge $-1 -1 -1 $-1 $3868 $3690 $3693 $3855 forward $3523 $-1 # -3714 coedge $-1 -1 -1 $-1 $3528 $3525 $-1 $3869 forward $3281 $-1 # -3715 coedge $-1 -1 -1 $-1 $3525 $3528 $3689 $3851 reversed $3281 $-1 # -3716 coedge $-1 -1 -1 $-1 $3690 $3868 $3525 $3717 forward $3523 $-1 # -3717 edge $-1 -1 -1 $-1 $3870 -0.050444054674802445 $3852 -8.7235457396828343e-06 $3716 $3871 forward @7 unknown F # -3718 coedge $-1 -1 -1 $-1 $3872 $3526 $-1 $3873 forward $2989 $-1 # -3719 edge $-1 -1 -1 $-1 $3723 2.180878958997456 $3874 2.9625958428556074 $3526 $3875 forward @7 unknown F # -3720 coedge $-1 -1 -1 $-1 $3531 $3689 $3527 $3721 forward $2652 $-1 # -3721 edge $-1 -1 -1 $-1 $3722 -0.010305491671131145 $3535 0.010305491671131152 $3527 $3876 forward @7 unknown F # -3722 vertex $-1 -1 -1 $-1 $3851 $3877 # -3723 vertex $-1 -1 -1 $-1 $3869 $3878 # -3724 straight-curve $-1 -1 -1 $-1 -332.60547510077635 -9.394601051645429 52.184888640155272 -17.449749160682725 17.449749160682721 999.69545988188759 I I # -3725 ellipse-curve $-1 -1 -1 $-1 -333.07459220590698 9.4254077940930348 50.411245344145058 -0.017449749160682725 -0.017449749160682725 0.99969545988188768 -0.49992384757818753 0 -0.0087262032186438687 1 I I # -3726 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 183 full nurbs 3 open 2 5.4979394370297188 3 7.068431177329499 3 -331.69458448129063 10.305491671131152 0 1 -331.69458448129058 10.598358751289416 0 0.80480964038277492 -331.90164124871058 10.805415518709362 0 0.80480964038277492 -332.19450832886884 10.805415518709349 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3727 coedge $-1 -1 -1 $-1 $3533 $3872 $-1 $3879 forward $2989 $-1 # -3728 edge $-1 -1 -1 $-1 $3880 3.3205894643239797 $3534 4.1023063481821325 $3533 $3881 forward @7 unknown F # -3729 point $-1 -1 -1 $-1 -332.57466835832878 9.425407794093033 50.419971547363701 # -3730 point $-1 -1 -1 $-1 -331.69458448129063 10.305491671131152 0 # -3731 coedge $-1 -1 -1 $-1 $3736 $3537 $-1 $3882 forward $2330 $-1 # -3732 edge $-1 -1 -1 $-1 $3883 -0.0015990251461425373 $3733 0.0015990251461425941 $3537 $3884 forward @7 unknown F # -3733 vertex $-1 -1 -1 $-1 $3538 $3885 # -3734 straight-curve $-1 -1 -1 $-1 -348.40112707754241 10.456466443829946 19.991279110929963 -17.449749160682714 17.449749160682725 -999.69545988188759 I I # -3735 point $-1 -1 -1 $-1 -347.86999227538365 9.9253316416712316 50.419971547363708 # -3736 coedge $-1 -1 -1 $-1 $3545 $3731 $-1 $3886 forward $2330 $-1 # -3737 edge $-1 -1 -1 $-1 $3738 0 $3887 0.0023240587003337389 $3545 $3888 forward @7 unknown F # -3738 vertex $-1 -1 -1 $-1 $3737 $3889 # -3739 straight-curve $-1 -1 -1 $-1 -357.49764016767284 10.807699198614692 -0.13083193415411903 -17.449749160682721 -17.449749160682725 999.69545988188759 I I # -3740 point $-1 -1 -1 $-1 -358.67829304667663 9.6270463196109013 67.508726203218643 # -3741 straight-curve $-1 -1 -1 $-1 -357.49764016767284 -10.807699198614685 -0.13083193415411901 17.449749160682721 -17.449749160682725 -999.69545988188759 I I # -3742 point $-1 -1 -1 $-1 -358.67829304667663 -9.6270463196108942 67.508726203218643 # -3743 vertex $-1 -1 -1 $-1 $3554 $3890 # -3744 straight-curve $-1 -1 -1 $-1 -354.49977162389325 -10.80556774239429 -0.0087208890700329542 17.449749160682721 -17.449749160682725 -999.69545988188759 I I # -3745 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 184 full nurbs 3 open 2 5.4981297601203094 3 7.0682408542388666 3 15.539717204425308 -9.9393745294008529 19.5 1 16.125385980938606 -9.9393745294008529 19.5 0.8048993373437805 16.539374529400863 -9.5253859809385926 19.5 0.8048993373437805 16.539374529400863 -8.9397172044252962 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3746 point $-1 -1 -1 $-1 16.539374529400863 -8.9397172044252962 19.5 # -3747 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 185 full nurbs 3 open 2 5.4981297601203005 3 7.0682408542388666 3 -334.46028279557464 -9.9393745294008529 19.5 1 -333.87461401906143 -9.9393745294008582 19.500000000000004 0.8048993373437785 -333.4606254705991 -9.5253859809385961 19.500000000000004 0.8048993373437785 -333.4606254705991 -8.9397172044252962 19.5 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3748 point $-1 -1 -1 $-1 -333.4606254705991 -8.9397172044252962 19.5 # -3749 rgb_color-st-attrib $-1 -1 $-1 $3583 $3381 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3750 integer_attrib-name_attrib-gen-attrib $-1 -1 $3891 $-1 $3584 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3751 face $3892 -1 -1 $-1 $3893 $3894 $37 $-1 $3895 reversed single F F # -3752 loop $-1 -1 -1 $-1 $-1 $3896 $3584 F unknown # -3753 plane-surface $-1 -1 -1 $-1 15.06971153846154 -1.25 69.700000000000017 0.84144992972453891 0.54033509581237504 0 -540.33509581237502 841.44992972453895 0 forward_v I I I I # -3754 coedge $-1 -1 -1 $-1 $3897 $3898 $3899 $3900 reversed $3585 $-1 # -3755 coedge $-1 -1 -1 $-1 $3901 $3587 $3589 $3761 reversed $3382 $-1 # -3756 coedge $-1 -1 -1 $-1 $3587 $3901 $3897 $3902 forward $3382 $-1 # -3757 coedge $-1 -1 -1 $-1 $3899 $3590 $3587 $3758 forward $3601 $-1 # -3758 edge $-1 -1 -1 $-1 $3764 0 $3903 0.0025000000000000001 $3757 $3904 forward @7 unknown F # -3759 coedge $-1 -1 -1 $-1 $3589 $3588 $3905 $3906 forward $3122 $-1 # -3760 edge $-1 -1 -1 $-1 $3907 0 $3763 0.00029999999999998295 $3588 $3908 forward @7 unknown F # -3761 edge $-1 -1 -1 $-1 $3909 0 $3764 0.00029999999999998295 $3755 $3910 forward @7 unknown F # -3762 coedge $-1 -1 -1 $-1 $3590 $3911 $-1 $3912 forward $3601 $-1 # -3763 vertex $-1 -1 -1 $-1 $3912 $3913 # -3764 vertex $-1 -1 -1 $-1 $3591 $3914 # -3765 straight-curve $-1 -1 -1 $-1 15.089743589743591 1.25 70 1000 0 0 I I # -3766 loop $-1 -1 -1 $-1 $1456 $3915 $1804 F unknown # -3767 coedge $-1 -1 -1 $-1 $3916 $3917 $-1 $3918 forward $3601 $-1 # -3768 coedge $-1 -1 -1 $-1 $3919 $3602 $-1 $3920 forward $3407 $-1 # -3769 coedge $-1 -1 -1 $-1 $3602 $3921 $-1 $3922 forward $3407 $-1 # -3770 edge $-1 -1 -1 $-1 $3923 0 $3924 0.00028846153846153843 $3602 $3925 forward @7 unknown F # -3771 coedge $-1 -1 -1 $-1 $3604 $3603 $3926 $3927 forward $3155 $-1 # -3772 coedge $-1 -1 -1 $-1 $3928 $3929 $3603 $3773 reversed $3930 $3931 # -3773 edge $-1 -1 -1 $-1 $3781 0 $3932 1 $3772 $3933 forward @7 unknown F # -3774 coedge $-1 -1 -1 $-1 $3934 $3935 $3604 $3775 reversed $3936 $3937 # -3775 edge $-1 -1 -1 $-1 $3938 0 $3780 1 $3774 $3939 forward @7 unknown F # -3776 coedge $-1 -1 -1 $-1 $3940 $3605 $3935 $3941 reversed $3778 $3942 # -3777 coedge $-1 -1 -1 $-1 $3605 $3940 $3928 $3943 forward $3778 $3944 # -3778 loop $-1 -1 -1 $-1 $-1 $3605 $3945 F unknown # -3779 pcurve $-1 -1 -1 $-1 0 forward { exppc 186 nubs 1 open 2 -1 1 -0 1 1 1 1.4604714068168041e-17 0.999999999999858 0.001 -1 spline forward { exactsur 187 full nubs 3 1 open open none none 25 2 0 3 0.047559556905426383 1 0.093962105243210747 1 0.13911153324082218 1 0.18362631012690458 1 0.22745702840049334 1 0.27070251055185446 1 0.31361053211555373 1 0.35626045108497689 1 0.39836615295503769 1 0.43955651497928017 1 0.48004538302142008 1 0.51988849570501205 1 0.559657750317197 1 0.59942125466274088 1 0.63920775508839789 1 0.67966837498578025 1 0.72001985251284817 1 0.75985886556245796 1 0.79955988483238005 1 0.83919914463643819 1 0.87895607623027827 1 0.91879426930246599 1 0.95908336284327511 1 1 3 0 1 1 1 10.762820512820516 -0.0040064102564099828 69.700000000000017 10.762299620550944 -0.035067419729027001 69.700000000000017 10.761270508056242 -0.096433799715073709 69.700000000000003 10.754307111816201 -0.18709071859286908 69.700000000000017 10.742063040865718 -0.27514506534914368 69.700000000000003 10.725823365409445 -0.36085940212001055 69.700000000000017 10.704062696087803 -0.4440552894861331 69.699999999999989 10.678203484597818 -0.52497125515433829 69.700000000000017 10.646925307345718 -0.60312534747664959 69.700000000000003 10.611600078794908 -0.67870593399533874 69.700000000000003 10.571629597668689 -0.75067351935592275 69.700000000000003 10.527539444813895 -0.81852487224678705 69.700000000000031 10.4792983851904 -0.88162529687749303 69.699999999999974 10.427639194897077 -0.94074887439434396 69.700000000000003 10.371355495010851 -0.99483836464676834 69.699999999999989 10.311140342355214 -1.0443995440595273 69.700000000000003 10.247225263855691 -1.0898998308751831 69.700000000000017 10.179395537348832 -1.1301069350372344 69.699999999999974 10.108868459793603 -1.1653498980132202 69.700000000000017 10.037039650869874 -1.196616755609869 69.699999999999989 9.9638557545343378 -1.2232823760186438 69.700000000000003 9.8890666506393003 -1.244892210962367 69.700000000000017 9.8128763565177159 -1.2612221576685756 69.700000000000031 9.735499280714782 -1.2734501940035203 69.699999999999989 9.6566817704552186 -1.2804911393156659 69.700000000000003 9.6036459253306976 -1.2815285621323389 69.699999999999989 9.5769230769230784 -1.2820512820512819 69.700000000000003 10.762820512820516 -0.0040064102564099828 70.000000000000043 10.762299620550944 -0.035067419729027001 70.000000000000043 10.761270508056242 -0.096433799715073709 70.000000000000028 10.754307111816201 -0.18709071859286908 70.000000000000043 10.742063040865718 -0.27514506534914368 70.000000000000028 10.725823365409445 -0.36085940212001055 70.000000000000043 10.704062696087803 -0.4440552894861331 70.000000000000014 10.678203484597818 -0.52497125515433829 70.000000000000043 10.646925307345718 -0.60312534747664959 70.000000000000028 10.611600078794908 -0.67870593399533874 70.000000000000028 10.571629597668689 -0.75067351935592275 70.000000000000028 10.527539444813895 -0.81852487224678705 70.000000000000057 10.4792983851904 -0.88162529687749303 70 10.427639194897077 -0.94074887439434396 70.000000000000028 10.371355495010851 -0.99483836464676834 70.000000000000014 10.311140342355214 -1.0443995440595273 70.000000000000028 10.247225263855691 -1.0898998308751831 70.000000000000043 10.179395537348832 -1.1301069350372344 70 10.108868459793603 -1.1653498980132202 70.000000000000043 10.037039650869874 -1.196616755609869 70.000000000000014 9.9638557545343378 -1.2232823760186438 70.000000000000028 9.8890666506393003 -1.244892210962367 70.000000000000043 9.8128763565177159 -1.2612221576685756 70.000000000000057 9.735499280714782 -1.2734501940035203 70.000000000000014 9.6566817704552186 -1.2804911393156659 70.000000000000028 9.6036459253306976 -1.2815285621323389 70.000000000000014 9.5769230769230784 -1.2820512820512819 70.000000000000028 0 0 0 23 0.047559556905426383 0.093962105243210747 0.13911153324082218 0.18362631012690458 0.22745702840049334 0.27070251055185446 0.31361053211555373 0.35626045108497689 0.39836615295503769 0.43955651497928017 0.48004538302142008 0.51988849570501205 0.559657750317197 0.59942125466274088 0.63920775508839789 0.67966837498578025 0.72001985251284817 0.75985886556245796 0.79955988483238005 0.83919914463643819 0.87895607623027827 0.91879426930246599 0.95908336284327511 0 0 0 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -3780 vertex $-1 -1 -1 $-1 $3606 $3946 # -3781 vertex $-1 -1 -1 $-1 $3606 $3947 # -3782 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 188 full nubs 3 open 25 0 3 0.047559556905426383 1 0.093962105243210747 1 0.13911153324082218 1 0.18362631012690458 1 0.22745702840049334 1 0.27070251055185446 1 0.31361053211555373 1 0.35626045108497689 1 0.39836615295503769 1 0.43955651497928017 1 0.48004538302142008 1 0.51988849570501205 1 0.559657750317197 1 0.59942125466274088 1 0.63920775508839789 1 0.67966837498578025 1 0.72001985251284817 1 0.75985886556245796 1 0.79955988483238005 1 0.83919914463643819 1 0.87895607623027827 1 0.91879426930246599 1 0.95908336284327511 1 1 3 10.762820512820515 -0.004006410256409982 70 10.762299620550944 -0.035067419729027001 70.000000000000014 10.761270508056242 -0.096433799715073709 70 10.754307111816201 -0.18709071859286908 70.000000000000014 10.742063040865718 -0.27514506534914368 70 10.725823365409445 -0.36085940212001055 70.000000000000014 10.704062696087803 -0.4440552894861331 69.999999999999986 10.678203484597818 -0.52497125515433829 70.000000000000014 10.646925307345718 -0.60312534747664959 70 10.611600078794908 -0.67870593399533874 70 10.571629597668689 -0.75067351935592275 70 10.527539444813895 -0.81852487224678705 70.000000000000028 10.4792983851904 -0.88162529687749303 69.999999999999986 10.427639194897077 -0.94074887439434396 70 10.371355495010851 -0.99483836464676834 69.999999999999986 10.311140342355214 -1.0443995440595273 70 10.247225263855691 -1.0898998308751831 70.000000000000014 10.179395537348832 -1.1301069350372344 69.999999999999986 10.108868459793603 -1.1653498980132202 70.000000000000014 10.037039650869874 -1.196616755609869 69.999999999999986 9.9638557545343378 -1.2232823760186438 70 9.8890666506393003 -1.244892210962367 70.000000000000014 9.8128763565177159 -1.2612221576685756 70.000000000000028 9.735499280714782 -1.2734501940035203 69.999999999999986 9.6566817704552186 -1.2804911393156659 70 9.6036459253306976 -1.2815285621323389 69.999999999999986 9.5769230769230784 -1.2820512820512819 70.000000000000028 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.047559556905426383 0.093962105243210747 0.13911153324082218 0.18362631012690458 0.22745702840049334 0.27070251055185446 0.31361053211555373 0.35626045108497689 0.39836615295503769 0.43955651497928017 0.48004538302142008 0.51988849570501205 0.559657750317197 0.59942125466274088 0.63920775508839789 0.67966837498578025 0.72001985251284817 0.75985886556245796 0.79955988483238005 0.83919914463643819 0.87895607623027827 0.91879426930246599 0.95908336284327511 -1 none F F 1 F 0 } I I # -3783 coedge $-1 -1 -1 $-1 $3611 $3607 $-1 $3948 forward $2507 $-1 # -3784 edge $-1 -1 -1 $-1 $3785 0 $3949 0.00091846955128205158 $3607 $3950 forward @7 unknown F # -3785 vertex $-1 -1 -1 $-1 $3608 $3951 # -3786 straight-curve $-1 -1 -1 $-1 3.711538461538463 -1.25 70 0 1000 0 I I # -3787 point $-1 -1 -1 $-1 3.711538461538463 -1.25 70 # -3788 coedge $-1 -1 -1 $-1 $3952 $3953 $3611 $3789 reversed $3954 $3955 # -3789 edge $-1 -1 -1 $-1 $3956 0 $3794 1 $3788 $3957 forward @7 unknown F # -3790 coedge $-1 -1 -1 $-1 $3958 $3612 $3953 $3959 reversed $3792 $3960 # -3791 coedge $-1 -1 -1 $-1 $3612 $3958 $-1 $3961 forward $3792 $3962 # -3792 loop $-1 -1 -1 $-1 $-1 $3612 $3842 F unknown # -3793 pcurve $-1 -1 -1 $-1 0 forward { exppc 189 nubs 1 open 2 -1 1 -0 1 1 1 0 1 0.001 -1 spline forward { exactsur 190 full nubs 3 1 open open none none 17 2 0 3 0.058048068659146961 1 0.11421275501915398 1 0.16889164717527611 1 0.22262627012423963 1 0.27565122989181068 1 0.32872502714590335 1 0.38165879123726043 1 0.43595343503421019 1 0.49126385584896581 1 0.54899259118056887 1 0.61041654865802908 1 0.67624796498097306 1 0.74740947401839264 1 0.82486648574455401 1 0.90902599171143927 1 1 3 0 1 1 1 5.570512820512822 0.53135016025641024 69.700000000000017 5.5699607759535468 0.50544693314639 69.700000000000017 5.5688745980416074 0.45448091480227998 69.700000000000031 5.5595477605714541 0.37960447847685308 69.700000000000003 5.5448373214855655 0.30757030234031224 69.700000000000017 5.5228947067142959 0.23887132744162606 69.700000000000045 5.4960692707089667 0.17270439527225859 69.700000000000017 5.4622630227734152 0.11018542691003037 69.700000000000031 5.4227868632372846 0.050465467516996591 69.700000000000017 5.3774954574425395 -0.0062929796861675427 69.700000000000017 5.3241748939907696 -0.058938156490349017 69.700000000000003 5.2600237012721625 -0.10359723897803043 69.700000000000031 5.1862787204268965 -0.1410983143852039 69.700000000000017 5.1029227518532636 -0.17139877772997628 69.700000000000017 5.0101581439818883 -0.19524035969600964 69.700000000000017 4.9076809504998202 -0.21270874770702777 69.700000000000031 4.7952915430280392 -0.22235275162633664 69.699999999999989 4.7171655056000308 -0.2236731082783659 69.700000000000003 4.6765825320512837 -0.22435897435897439 69.700000000000017 5.570512820512822 0.53135016025641024 70 5.5699607759535468 0.50544693314639 70 5.5688745980416074 0.45448091480227998 70.000000000000014 5.5595477605714541 0.37960447847685308 69.999999999999986 5.5448373214855655 0.30757030234031224 70 5.5228947067142959 0.23887132744162606 70.000000000000028 5.4960692707089667 0.17270439527225859 70 5.4622630227734152 0.11018542691003037 70.000000000000014 5.4227868632372846 0.050465467516996591 70 5.3774954574425395 -0.0062929796861675427 70 5.3241748939907696 -0.058938156490349017 69.999999999999986 5.2600237012721625 -0.10359723897803043 70.000000000000014 5.1862787204268965 -0.1410983143852039 70 5.1029227518532636 -0.17139877772997628 70 5.0101581439818883 -0.19524035969600964 70 4.9076809504998202 -0.21270874770702777 70.000000000000014 4.7952915430280392 -0.22235275162633664 69.999999999999986 4.7171655056000308 -0.2236731082783659 69.999999999999986 4.6765825320512837 -0.22435897435897439 70 0 0 0 15 0.058048068659146961 0.11421275501915398 0.16889164717527611 0.22262627012423963 0.27565122989181068 0.32872502714590335 0.38165879123726043 0.43595343503421019 0.49126385584896581 0.54899259118056887 0.61041654865802908 0.67624796498097306 0.74740947401839264 0.82486648574455401 0.90902599171143927 0 0 0 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -3794 vertex $-1 -1 -1 $-1 $3789 $3963 # -3795 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 191 full nubs 3 open 17 0 3 0.058048068659146961 1 0.11421275501915398 1 0.16889164717527611 1 0.22262627012423963 1 0.27565122989181068 1 0.32872502714590335 1 0.38165879123726043 1 0.43595343503421019 1 0.49126385584896581 1 0.54899259118056887 1 0.61041654865802908 1 0.67624796498097306 1 0.74740947401839264 1 0.82486648574455401 1 0.90902599171143927 1 1 3 5.570512820512822 0.53135016025641024 70 5.5699607759535468 0.50544693314639 70 5.5688745980416074 0.45448091480227998 70.000000000000014 5.5595477605714541 0.37960447847685308 69.999999999999986 5.5448373214855655 0.30757030234031224 70 5.5228947067142959 0.23887132744162606 70.000000000000028 5.4960692707089667 0.17270439527225859 70 5.4622630227734152 0.11018542691003037 70.000000000000014 5.4227868632372846 0.050465467516996591 70 5.3774954574425395 -0.0062929796861675427 70 5.3241748939907696 -0.058938156490349017 69.999999999999986 5.2600237012721625 -0.10359723897803043 70.000000000000014 5.1862787204268965 -0.1410983143852039 70 5.1029227518532636 -0.17139877772997628 70 5.0101581439818883 -0.19524035969600964 70 4.9076809504998202 -0.21270874770702777 70.000000000000014 4.7952915430280392 -0.22235275162633664 69.999999999999986 4.7171655056000308 -0.2236731082783659 69.999999999999986 4.6765825320512837 -0.22435897435897439 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.058048068659146961 0.11421275501915398 0.16889164717527611 0.22262627012423963 0.27565122989181068 0.32872502714590335 0.38165879123726043 0.43595343503421019 0.49126385584896581 0.54899259118056887 0.61041654865802908 0.67624796498097306 0.74740947401839264 0.82486648574455401 0.90902599171143927 -1 none F F 1 F 0 } I I # -3796 point $-1 -1 -1 $-1 4.6765825320512837 -0.22435897435897439 70 # -3797 coedge $-1 -1 -1 $-1 $3964 $3618 $3965 $3966 forward $2160 $-1 # -3798 edge $-1 -1 -1 $-1 $3799 0 $3967 0.0010256410256410256 $3618 $3968 forward @7 unknown F # -3799 vertex $-1 -1 -1 $-1 $3619 $3969 # -3800 straight-curve $-1 -1 -1 $-1 6.0192307692307718 1.25 70 1000 0 0 I I # -3801 point $-1 -1 -1 $-1 6.0192307692307718 1.25 70 # -3802 coedge $-1 -1 -1 $-1 $3623 $3964 $-1 $3970 forward $2160 $-1 # -3803 edge $-1 -1 -1 $-1 $3971 0 $3804 0.0025000000000000001 $3623 $3972 forward @7 unknown F # -3804 vertex $-1 -1 -1 $-1 $3803 $3973 # -3805 straight-curve $-1 -1 -1 $-1 7.9423076923076943 -1.25 70 -1000 0 0 I I # -3806 point $-1 -1 -1 $-1 7.5897435897435921 -1.25 70 # -3807 edge $-1 -1 -1 $-1 $3808 0 $3810 0.001217948717948718 $3627 $3974 forward @7 unknown F # -3808 vertex $-1 -1 -1 $-1 $3628 $3975 # -3809 straight-curve $-1 -1 -1 $-1 7.5897435897435921 -0.064102564102564041 69.700000000000017 0 0 1000 I I # -3810 vertex $-1 -1 -1 $-1 $3807 $3976 # -3811 straight-curve $-1 -1 -1 $-1 6.371794871794874 -0.064102564102564041 69.700000000000017 0 0 1000 I I # -3812 integer_attrib-name_attrib-gen-attrib $-1 -1 $3977 $-1 $3630 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3813 face $3978 -1 -1 $-1 $1804 $3979 $37 $-1 $3980 forward single F F # -3814 plane-surface $-1 -1 -1 $-1 7.5897435897435921 -0.064102564102564041 69.700000000000017 0 1 0 0 0 1000 forward_v I I I I # -3815 edge $-1 -1 -1 $-1 $3652 -1.5704917402997198 $3637 2.1235888481713237e-14 $3632 $3981 forward @7 unknown F # -3816 coedge $-1 -1 -1 $-1 $3640 $3633 $-1 $3982 reversed $3175 $-1 # -3817 edge $-1 -1 -1 $-1 $3818 -0.01532850570800213 $3983 -0.00011296613494338042 $3633 $3984 forward @7 unknown F # -3818 vertex $-1 -1 -1 $-1 $3634 $3985 # -3819 straight-curve $-1 -1 -1 $-1 0 9.6270463196109013 67.508726203218643 -1000 0 0 I I # -3820 edge $-1 -1 -1 $-1 $3986 -0.032194693215829857 $3821 -0.0017654547445880519 $3635 $3987 forward @7 unknown F # -3821 vertex $-1 -1 -1 $-1 $3820 $3988 # -3822 straight-curve $-1 -1 -1 $-1 -17.394372675538673 9.9253316416712316 50.419971547363701 -1000 0 0 I I # -3823 point $-1 -1 -1 $-1 -16.925407794093022 9.9253316416712316 50.419971547363701 # -3824 edge $-1 -1 -1 $-1 $3986 -0.0015990251461425484 $3827 0.0015990251461425486 $3639 $3989 forward @7 unknown F # -3825 edge $-1 -1 -1 $-1 $3990 -0.0057288131742986147 $3826 -0.00046896488144564774 $3640 $3991 forward @7 unknown F # -3826 vertex $-1 -1 -1 $-1 $3641 $3992 # -3827 vertex $-1 -1 -1 $-1 $3641 $3993 # -3828 straight-curve $-1 -1 -1 $-1 1.5988729224575993 10.456466443829946 19.991279110929963 -17.449749160682714 17.449749160682725 -999.69545988188759 I I # -3829 point $-1 -1 -1 $-1 17.956314220144996 1.5990251461425453 20 # -3830 coedge $-1 -1 -1 $-1 $3654 $3650 $-1 $3994 reversed $3199 $-1 # -3831 edge $-1 -1 -1 $-1 $3832 -0.025709014338794581 $3995 -8.7235457396873592e-06 $3650 $3996 forward @7 unknown F # -3832 vertex $-1 -1 -1 $-1 $3651 $3997 # -3833 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 192 full nurbs 3 open 2 2.1808789589974986 3 2.9625958428556225 3 -17.425331641671228 9.4254077940930419 50.419971547363282 1 -17.469330236571306 7.6633484706873096 47.899293733731191 0.94972156628517601 -17.498292742954835 5.0738460023959924 46.240032854287769 0.94972156628517601 -17.507850592449575 2.0474887738379595 45.692464023461255 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3834 point $-1 -1 -1 $-1 -17.425331641671228 9.4254077940930419 50.419971547363282 # -3835 edge $-1 -1 -1 $-1 $3998 -0.026109675565689116 $3836 -0.00040938477263421892 $3654 $3999 forward @7 unknown F # -3836 vertex $-1 -1 -1 $-1 $3655 $4000 # -3837 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 193 full nurbs 3 open 2 3.3205894643239948 3 4.1023063481821005 3 -17.507850592449575 -2.0474887738379599 45.692464023461255 1 -17.498292742954831 -5.0738460023959213 46.24003285428774 0.94972156628517834 -17.469330236571295 -7.6633484706871924 47.899293733731099 0.94972156628517834 -17.425331641671225 -9.4254077940927239 50.419971547363247 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3838 rgb_color-st-attrib $-1 -1 $-1 $3656 $3456 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3839 pcurve $-1 -1 -1 $-1 0 forward { exppc 194 nubs 1 open 2 -1 1 -0 1 0 7.0685739513430752 0 5.4977966630160964 0.001 -1 spline forward { ref 163 } I I I I } 0 0 # -3840 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 195 full nubs 1 open 2 0 1 1 1 20.000436330928515 10.500455369487046 69.900000951919807 19.899560796582335 10.500455369487009 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3841 integer_attrib-name_attrib-gen-attrib $-1 -1 $4001 $-1 $3665 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3842 face $4002 -1 -1 $-1 $4003 $3792 $37 $-1 $4004 forward single F F # -3843 spline-surface $-1 -1 -1 $-1 forward { ref 163 } I I I I # -3844 straight-curve $-1 -1 -1 $-1 -18.000019038558527 12.399560796582341 70 -1000 0 0 I I # -3845 point $-1 -1 -1 $-1 18.000455369487007 12.399560796582341 70 # -3846 rgb_color-st-attrib $-1 -1 $-1 $3670 $3475 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3847 rgb_color-st-attrib $-1 -1 $-1 $3678 $3487 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3848 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 196 full nubs 3 open 8 0 3 0.12500000000000025 2 0.2500000000000005 2 0.49999999999999939 2 0.74999999999999822 2 0.87499999999999933 2 0.93749999999999967 2 1 3 19.899560796582335 10.500455369487009 70 19.899569117043228 10.623958645846903 70 19.88703569945589 10.750286694629496 70 19.839104711139875 10.991622075548838 69.999999999999986 19.802048041537002 11.113538614975438 70 19.66090604848635 11.454565627679507 70 19.517263469780865 11.669291933792527 69.999999999999986 19.16939230699488 12.017363842983231 70 18.954511304716576 12.160774905578428 70 18.613565776456895 12.302113612990976 69.999999999999986 18.491568854584852 12.339042882511617 69.999999999999986 18.310647150341293 12.375083866691032 69.999999999999986 18.247751763412793 12.384370222957852 70.000000000000014 18.125449661867261 12.396453513467147 70.000000000000014 18.06342466181685 12.3995650388466 70 18.000455369487007 12.399560796582341 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 6 0.12500000000000025 0.2500000000000005 0.49999999999999939 0.74999999999999822 0.87499999999999933 0.93749999999999967 0 -1 none F F 1 F 0 } I I # -3849 point $-1 -1 -1 $-1 19.899560796582335 10.500455369487009 70 # -3850 edge $-1 -1 -1 $-1 $3498 0.70620889536802089 $3857 0.96071369459233791 $3685 $4005 forward @7 unknown F # -3851 edge $-1 -1 -1 $-1 $3852 5.4979394370296735 $3722 7.0684311773294537 $3689 $4006 forward @7 unknown F # -3852 vertex $-1 -1 -1 $-1 $3691 $4007 # -3853 straight-curve $-1 -1 -1 $-1 -350 -10.805415518709342 0 1000 0 0 I I # -3854 coedge $-1 -1 -1 $-1 $3693 $3692 $-1 $4008 forward $3694 $-1 # -3855 edge $-1 -1 -1 $-1 $3695 -0.052200785873650797 $4009 -0.0017654547445880382 $3693 $4010 forward @7 unknown F # -3856 point $-1 -1 -1 $-1 -345.5000761524218 -10.805415518709342 0 # -3857 vertex $-1 -1 -1 $-1 $3850 $4011 # -3858 straight-curve $-1 -1 -1 $-1 -346.00015222368489 -10.305643894816095 -0.0087208890700329854 -17.449749160682725 -17.449749160682721 -999.69545988188759 I I # -3859 integer_attrib-name_attrib-gen-attrib $-1 -1 $4012 $-1 $3698 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @49 LEXI Mk2 Single Towel Rail Pillar LEFT-1-surface1 0 # -3860 plane-surface $-1 -1 -1 $-1 -346 0 0 0.99984769515639127 0 -0.01745240643728355 -17.45240643728355 0 -999.8476951563913 forward_v I I I I # -3861 straight-curve $-1 -1 -1 $-1 -354.91089061948571 -9.394601051645429 52.184888640155272 -17.449749160682725 17.449749160682721 999.69545988188759 I I # -3862 point $-1 -1 -1 $-1 -354.88008387703815 -9.4254077940930259 50.419971547363673 # -3863 edge $-1 -1 -1 $-1 $3743 1.5711009132900582 $3702 3.1415926535897931 $3705 $4013 forward @7 unknown F # -3864 straight-curve $-1 -1 -1 $-1 -350 -9.9253316416712245 50.419971547363673 1000 0 0 I I # -3865 point $-1 -1 -1 $-1 -357.38985601746924 -9.9253316416712245 50.419971547363673 # -3866 point $-1 -1 -1 $-1 -358.41278569778228 -9.8925536685052116 52.297820372378574 # -3867 rgb_color-st-attrib $-1 -1 $-1 $3711 $3522 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3868 coedge $-1 -1 -1 $-1 $3716 $3713 $-1 $4014 forward $3523 $-1 # -3869 edge $-1 -1 -1 $-1 $3870 1.5711009132900582 $3723 3.1415926535897931 $3714 $4015 forward @7 unknown F # -3870 vertex $-1 -1 -1 $-1 $4014 $4016 # -3871 straight-curve $-1 -1 -1 $-1 -332.19435610518389 -10.80556774239429 -0.0087208890700329281 17.449749160682721 -17.449749160682725 -999.69545988188759 I I # -3872 coedge $-1 -1 -1 $-1 $3727 $3718 $-1 $4017 reversed $2989 $-1 # -3873 edge $-1 -1 -1 $-1 $3874 -0.025709014338794588 $4018 -8.7235457396863682e-06 $3718 $4019 forward @7 unknown F # -3874 vertex $-1 -1 -1 $-1 $3719 $4020 # -3875 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 197 full nurbs 3 open 2 2.180878958997456 3 2.9625958428556074 3 -332.57466835832878 -9.4254077940930259 50.419971547363673 1 -332.5306697634287 -7.6633484706875015 47.899293733731284 0.94972156628517246 -332.50170725704515 -5.0738460023961087 46.240032854287769 0.94972156628517246 -332.49214940755041 -2.0474887738379612 45.692464023461262 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3876 straight-curve $-1 -1 -1 $-1 -331.69458448129063 0 0 0 1000 0 I I # -3877 point $-1 -1 -1 $-1 -331.69458448129063 -10.305491671131145 0 # -3878 point $-1 -1 -1 $-1 -332.57466835832878 -9.4254077940930259 50.419971547363673 # -3879 edge $-1 -1 -1 $-1 $4021 -0.026109675565689123 $3880 -0.00040938477263422542 $3727 $4022 forward @7 unknown F # -3880 vertex $-1 -1 -1 $-1 $3879 $4023 # -3881 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 198 full nurbs 3 open 2 3.3205894643239797 3 4.1023063481821325 3 -332.49214940755041 2.0474887738379572 45.692464023461255 1 -332.50170725704515 5.0738460023961061 46.240032854287776 0.94972156628517246 -332.5306697634287 7.6633484706875041 47.899293733731305 0.94972156628517246 -332.57466835832878 9.425407794093033 50.419971547363701 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -3882 edge $-1 -1 -1 $-1 $3883 -0.032194693215829857 $4024 -0.0017654547445880514 $3731 $4025 forward @7 unknown F # -3883 vertex $-1 -1 -1 $-1 $3732 $4026 # -3884 straight-curve $-1 -1 -1 $-1 -350 10.456314220144996 20 1000 0 0 I I # -3885 point $-1 -1 -1 $-1 -348.40097485385741 10.456314220144996 20 # -3886 edge $-1 -1 -1 $-1 $4024 0.0021300077246162912 $3887 0.0073898560174692424 $3736 $4027 forward @7 unknown F # -3887 vertex $-1 -1 -1 $-1 $3886 $4028 # -3888 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 199 full nubs 3 open 6 0 3 0.00058101467508343471 2 0.0011620293501668694 2 0.001743044025250304 2 0.0020335513627920214 2 0.0023240587003337389 3 -358.41278569778228 9.8925536685052187 52.297820372378617 -358.40938614966558 9.8959532166219155 52.103060391210946 -358.39410979554935 9.8993264974838215 51.909805260062797 -358.33091446821436 9.9060008653877318 51.527430978937993 -358.28262678464097 9.909329544146507 51.336731100566674 -358.13845543804314 9.9155973898731453 50.977646459380317 -358.04104364292789 9.9186324100472145 50.803770270059061 -357.83786274244102 9.9222892863760634 50.594267965490886 -357.75953173777486 9.9233626723357951 50.532773725042915 -357.5844807086919 9.9248904397885873 50.445247986291612 -357.48880022781725 9.9253316416712281 50.419971547363701 -357.38985601746924 9.9253316416712316 50.419971547363701 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 4 0.00058101467508343471 0.0011620293501668694 0.001743044025250304 0.0020335513627920214 0 -1 none F F 1 F 0 } I I # -3889 point $-1 -1 -1 $-1 -358.41278569778228 9.8925536685052187 52.297820372378617 # -3890 point $-1 -1 -1 $-1 -355.38000772461629 -9.9253316416712227 50.41997154736368 # -3891 rgb_color-st-attrib $-1 -1 $-1 $3750 $3584 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3892 integer_attrib-name_attrib-gen-attrib $-1 -1 $4029 $-1 $3751 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3893 face $4030 -1 -1 $-1 $4031 $4032 $37 $-1 $4033 forward single F F # -3894 loop $-1 -1 -1 $-1 $-1 $4034 $3751 F unknown # -3895 plane-surface $-1 -1 -1 $-1 0 0 69.700000000000017 0 0 -1 -1000 0 0 forward_v I I I I # -3896 coedge $-1 -1 -1 $-1 $4035 $4036 $3917 $4037 reversed $3752 $-1 # -3897 coedge $-1 -1 -1 $-1 $4038 $3754 $3756 $3902 reversed $3585 $-1 # -3898 coedge $-1 -1 -1 $-1 $3754 $4038 $4035 $4039 forward $3585 $-1 # -3899 coedge $-1 -1 -1 $-1 $3917 $3757 $3754 $3900 forward $3601 $-1 # -3900 edge $-1 -1 -1 $-1 $3903 0 $4040 0.0003725961538461551 $3899 $4041 forward @7 unknown F # -3901 coedge $-1 -1 -1 $-1 $3756 $3755 $4042 $4043 forward $3382 $-1 # -3902 edge $-1 -1 -1 $-1 $4044 0 $3903 0.00029999999999998295 $3756 $4045 forward @7 unknown F # -3903 vertex $-1 -1 -1 $-1 $3758 $4046 # -3904 straight-curve $-1 -1 -1 $-1 15.442307692307695 1.25 70 0 -1000 0 I I # -3905 coedge $-1 -1 -1 $-1 $4047 $4042 $3759 $3906 reversed $3894 $-1 # -3906 edge $-1 -1 -1 $-1 $3907 0 $3909 0.000352564102564104 $3759 $4048 forward @7 unknown F # -3907 vertex $-1 -1 -1 $-1 $3906 $4049 # -3908 straight-curve $-1 -1 -1 $-1 15.089743589743591 1.25 69.700000000000017 0 0 1000 I I # -3909 vertex $-1 -1 -1 $-1 $4043 $4050 # -3910 straight-curve $-1 -1 -1 $-1 15.442307692307695 1.25 69.700000000000017 0 0 1000 I I # -3911 coedge $-1 -1 -1 $-1 $3762 $4051 $4052 $4053 forward $3601 $-1 # -3912 edge $-1 -1 -1 $-1 $4054 0 $3763 0.0018654847756410255 $3762 $4055 forward @7 unknown F # -3913 point $-1 -1 -1 $-1 15.089743589743591 1.25 70 # -3914 point $-1 -1 -1 $-1 15.442307692307695 1.25 70 # -3915 coedge $-1 -1 -1 $-1 $4056 $4057 $-1 $4058 forward $3766 $-1 # -3916 coedge $-1 -1 -1 $-1 $4059 $3767 $-1 $4060 forward $3601 $-1 # -3917 coedge $-1 -1 -1 $-1 $3767 $3899 $3896 $4037 forward $3601 $-1 # -3918 edge $-1 -1 -1 $-1 $4061 0 $4062 0.0018654847756410255 $3767 $4063 forward @7 unknown F # -3919 coedge $-1 -1 -1 $-1 $4064 $3768 $4065 $4066 forward $3407 $-1 # -3920 edge $-1 -1 -1 $-1 $3924 0 $4067 0.0018269230769230784 $3768 $4068 forward @7 unknown F # -3921 coedge $-1 -1 -1 $-1 $3769 $4069 $4070 $4071 forward $3407 $-1 # -3922 edge $-1 -1 -1 $-1 $4072 0 $3923 0.0014743589743589761 $3769 $4073 forward @7 unknown F # -3923 vertex $-1 -1 -1 $-1 $3770 $4074 # -3924 vertex $-1 -1 -1 $-1 $3770 $4075 # -3925 straight-curve $-1 -1 -1 $-1 13.038461538461544 -0.96153846153846156 70 0 -1000 0 I I # -3926 coedge $-1 -1 -1 $-1 $4076 $4077 $3771 $3927 reversed $4078 $4079 # -3927 edge $-1 -1 -1 $-1 $3932 0 $3938 1 $3926 $4080 forward @7 unknown F # -3928 coedge $-1 -1 -1 $-1 $4081 $3772 $3777 $3943 reversed $3930 $4082 # -3929 coedge $-1 -1 -1 $-1 $3772 $4081 $4076 $4083 forward $3930 $4084 # -3930 loop $-1 -1 -1 $-1 $-1 $3772 $4085 F unknown # -3931 pcurve $-1 -1 -1 $-1 0 forward { exppc 200 nubs 1 open 2 -1 1 -0 1 1 0.99999999999990519 0 1 0.001 -1 spline forward { exactsur 201 full nubs 3 1 open open none none 25 2 0 3 0.044696999889917093 1 0.088533562918587078 1 0.13140913323522752 1 0.17381394214677798 1 0.2157145332694444 1 0.2572471603264207 1 0.29884796417971166 1 0.34060418271481402 1 0.38202944810913447 1 0.42296975004048576 1 0.46363222953061983 1 0.5040475437003944 1 0.54459120575645747 1 0.58496392516909368 1 0.62626521626808296 1 0.66797940050099036 1 0.70994274720535056 1 0.75138185508522559 1 0.79261856497796446 1 0.83394843574582067 1 0.87500805063110387 1 0.91644553022327591 1 0.95790661372830721 1 1 3 0 1 1 1 9.5769230769230784 -1.2820512820512819 69.700000000000017 9.5481900796605608 -1.2816261737966113 69.700000000000031 9.4912772079410743 -1.2807841408077127 69.700000000000031 9.4071584507457988 -1.2723792162523202 69.699999999999974 9.3251324360207164 -1.2595572110616549 69.700000000000017 9.2454376279902739 -1.2410461092620073 69.700000000000031 9.1681829264476118 -1.2168970690834189 69.700000000000017 9.0932769214001041 -1.1876678349567333 69.700000000000017 9.0204561605219808 -1.1537490465315874 69.700000000000017 8.9506242289432763 -1.1141694978277552 69.699999999999989 8.8840188060428051 -1.0701612941458953 69.700000000000045 8.8212854556298392 -1.0219431983300038 69.700000000000017 8.7624588669471617 -0.96995958292769491 69.700000000000031 8.708482965926807 -0.91335122080180831 69.700000000000017 8.6576096430688114 -0.85417018704111369 69.700000000000003 8.6118730423737038 -0.79021675930762558 69.700000000000045 8.5697794778353771 -0.72294133439518216 69.700000000000017 8.5325745670192052 -0.65169540634484457 69.700000000000017 8.4989654978832068 -0.57859613400962606 69.700000000000003 8.4706491311746728 -0.50362013490281088 69.700000000000017 8.4457645327348025 -0.42787235595714795 69.700000000000017 8.425946469029622 -0.35088591953668985 69.700000000000031 8.4101538839211898 -0.27283841581394941 69.699999999999989 8.3995345148453993 -0.19385971310925071 69.700000000000045 8.3918651257531298 -0.11383218608277546 69.700000000000031 8.3913068774590744 -0.060114821415278206 69.700000000000017 8.3910256410256423 -0.033052884615384415 69.700000000000017 9.5769230769230784 -1.2820512820512819 70.000000000000028 9.5481900796605608 -1.2816261737966113 70.000000000000043 9.4912772079410743 -1.2807841408077127 70.000000000000043 9.4071584507457988 -1.2723792162523202 69.999999999999986 9.3251324360207164 -1.2595572110616549 70.000000000000028 9.2454376279902739 -1.2410461092620073 70.000000000000043 9.1681829264476118 -1.2168970690834189 70.000000000000028 9.0932769214001041 -1.1876678349567333 70.000000000000028 9.0204561605219808 -1.1537490465315874 70.000000000000028 8.9506242289432763 -1.1141694978277552 70 8.8840188060428051 -1.0701612941458953 70.000000000000057 8.8212854556298392 -1.0219431983300038 70.000000000000028 8.7624588669471617 -0.96995958292769491 70.000000000000043 8.708482965926807 -0.91335122080180831 70.000000000000028 8.6576096430688114 -0.85417018704111369 70.000000000000014 8.6118730423737038 -0.79021675930762558 70.000000000000057 8.5697794778353771 -0.72294133439518216 70.000000000000028 8.5325745670192052 -0.65169540634484457 70.000000000000028 8.4989654978832068 -0.57859613400962606 70.000000000000014 8.4706491311746728 -0.50362013490281088 70.000000000000028 8.4457645327348025 -0.42787235595714795 70.000000000000028 8.425946469029622 -0.35088591953668985 70.000000000000043 8.4101538839211898 -0.27283841581394941 70 8.3995345148453993 -0.19385971310925071 70.000000000000057 8.3918651257531298 -0.11383218608277546 70.000000000000043 8.3913068774590744 -0.060114821415278206 70.000000000000028 8.3910256410256423 -0.033052884615384415 70.000000000000028 0 0 0 23 0.044696999889917093 0.088533562918587078 0.13140913323522752 0.17381394214677798 0.2157145332694444 0.2572471603264207 0.29884796417971166 0.34060418271481402 0.38202944810913447 0.42296975004048576 0.46363222953061983 0.5040475437003944 0.54459120575645747 0.58496392516909368 0.62626521626808296 0.66797940050099036 0.70994274720535056 0.75138185508522559 0.79261856497796446 0.83394843574582067 0.87500805063110387 0.91644553022327591 0.95790661372830721 0 0 0 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -3932 vertex $-1 -1 -1 $-1 $3773 $4086 # -3933 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 202 full nubs 3 open 25 0 3 0.044696999889917093 1 0.088533562918587078 1 0.13140913323522752 1 0.17381394214677798 1 0.2157145332694444 1 0.2572471603264207 1 0.29884796417971166 1 0.34060418271481402 1 0.38202944810913447 1 0.42296975004048576 1 0.46363222953061983 1 0.5040475437003944 1 0.54459120575645747 1 0.58496392516909368 1 0.62626521626808296 1 0.66797940050099036 1 0.70994274720535056 1 0.75138185508522559 1 0.79261856497796446 1 0.83394843574582067 1 0.87500805063110387 1 0.91644553022327591 1 0.95790661372830721 1 1 3 9.5769230769230784 -1.2820512820512819 70.000000000000028 9.5481900796605608 -1.2816261737966113 70.000000000000014 9.4912772079410743 -1.2807841408077127 70.000000000000014 9.4071584507457988 -1.2723792162523202 69.999999999999972 9.3251324360207164 -1.2595572110616549 70 9.2454376279902739 -1.2410461092620073 70.000000000000014 9.1681829264476118 -1.2168970690834189 70 9.0932769214001041 -1.1876678349567333 70 9.0204561605219808 -1.1537490465315874 70 8.9506242289432763 -1.1141694978277552 69.999999999999986 8.8840188060428051 -1.0701612941458953 70.000000000000028 8.8212854556298392 -1.0219431983300038 70 8.7624588669471617 -0.96995958292769491 70.000000000000014 8.708482965926807 -0.91335122080180831 70 8.6576096430688114 -0.85417018704111369 69.999999999999986 8.6118730423737038 -0.79021675930762558 70.000000000000028 8.5697794778353771 -0.72294133439518216 70 8.5325745670192052 -0.65169540634484457 70 8.4989654978832068 -0.57859613400962606 69.999999999999986 8.4706491311746728 -0.50362013490281088 70 8.4457645327348025 -0.42787235595714795 70 8.425946469029622 -0.35088591953668985 70.000000000000014 8.4101538839211898 -0.27283841581394941 69.999999999999986 8.3995345148453993 -0.19385971310925071 70.000000000000028 8.3918651257531298 -0.11383218608277546 70.000000000000014 8.3913068774590744 -0.060114821415278206 70 8.3910256410256423 -0.033052884615384415 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.044696999889917093 0.088533562918587078 0.13140913323522752 0.17381394214677798 0.2157145332694444 0.2572471603264207 0.29884796417971166 0.34060418271481402 0.38202944810913447 0.42296975004048576 0.46363222953061983 0.5040475437003944 0.54459120575645747 0.58496392516909368 0.62626521626808296 0.66797940050099036 0.70994274720535056 0.75138185508522559 0.79261856497796446 0.83394843574582067 0.87500805063110387 0.91644553022327591 0.95790661372830721 -1 none F F 1 F 0 } I I # -3934 coedge $-1 -1 -1 $-1 $4087 $3774 $4077 $4088 reversed $3936 $4089 # -3935 coedge $-1 -1 -1 $-1 $3774 $4087 $3776 $3941 forward $3936 $4090 # -3936 loop $-1 -1 -1 $-1 $-1 $3774 $4091 F unknown # -3937 pcurve $-1 -1 -1 $-1 0 forward { exppc 203 nubs 1 open 2 -1 1 -0 1 1 1 0 0.99999999999995282 0.001 -1 spline forward { exactsur 204 full nubs 3 1 open open none none 25 2 0 3 0.043098970568897547 1 0.085586760345073579 1 0.12690766574363962 1 0.16796748562152161 1 0.20844955860106659 1 0.2490254246415447 1 0.28928053417167898 1 0.3300098489827315 1 0.37059772409957747 1 0.41046598633269982 1 0.45003321589294876 1 0.48968820960424769 1 0.52911642307419171 1 0.56903680709251014 1 0.60970305423594462 1 0.65075891749421988 1 0.69250926240617794 1 0.73421912137068623 1 0.7767069111468623 1 0.81955184024032146 1 0.86335072883133357 1 0.9078385251300618 1 0.95333370361241832 1 1 3 0 1 1 1 9.5784254807692335 1.2820512820512824 69.700000000000017 9.606651296779944 1.2815584061664234 69.700000000000017 9.662702662243321 1.2805796438043413 69.700000000000003 9.7455696034655599 1.2731325693467497 69.699999999999974 9.8263071557392898 1.2598408315715808 69.700000000000017 9.9048358128140812 1.2420284124279237 69.700000000000003 9.9813693301726847 1.218659293132567 69.700000000000031 10.055953412195199 1.1910727589011709 69.700000000000003 10.127935158582293 1.156889158581816 69.700000000000003 10.197793444703791 1.1186172163978931 69.700000000000003 10.264703645232986 1.0758083942110621 69.700000000000017 10.327585684151542 1.0285175752110511 69.700000000000003 10.386288939104615 0.97710241776876783 69.700000000000031 10.441601954034445 0.92240804693506195 69.700000000000003 10.491679011494037 0.8625886040303764 69.700000000000003 10.538588922054654 0.79946629177122386 69.700000000000003 10.580983701889821 0.73192184927408499 69.699999999999989 10.619013777004835 0.6605086888896039 69.700000000000017 10.653016528754536 0.58632977381625317 69.700000000000003 10.682078446244054 0.50907766266915566 69.699999999999989 10.707033384501976 0.42967904857661643 69.700000000000003 10.727922773179532 0.34766397656293113 69.700000000000003 10.742911473165737 0.26306048500947321 69.700000000000017 10.754847137019716 0.17623312200233501 69.700000000000017 10.761129206665379 0.086898106514081794 69.699999999999974 10.762251988283941 0.026550711594322558 69.699999999999989 10.762820512820515 -0.004006410256409982 69.700000000000003 9.5784254807692335 1.2820512820512824 70.000000000000014 9.606651296779944 1.2815584061664234 70.000000000000014 9.662702662243321 1.2805796438043413 70 9.7455696034655599 1.2731325693467497 69.999999999999986 9.8263071557392898 1.2598408315715808 70.000000000000014 9.9048358128140812 1.2420284124279237 70 9.9813693301726847 1.218659293132567 70.000000000000028 10.055953412195199 1.1910727589011709 70 10.127935158582293 1.156889158581816 70 10.197793444703791 1.1186172163978931 70 10.264703645232986 1.0758083942110621 70.000000000000014 10.327585684151542 1.0285175752110511 70 10.386288939104615 0.97710241776876783 70.000000000000028 10.441601954034445 0.92240804693506195 70 10.491679011494037 0.8625886040303764 70 10.538588922054654 0.79946629177122386 70 10.580983701889821 0.73192184927408499 69.999999999999986 10.619013777004835 0.6605086888896039 70.000000000000014 10.653016528754536 0.58632977381625317 70 10.682078446244054 0.50907766266915566 69.999999999999986 10.707033384501976 0.42967904857661643 70 10.727922773179532 0.34766397656293113 70 10.742911473165737 0.26306048500947321 70.000000000000014 10.754847137019716 0.17623312200233501 70.000000000000014 10.761129206665379 0.086898106514081794 69.999999999999986 10.762251988283941 0.026550711594322558 69.999999999999986 10.762820512820515 -0.004006410256409982 70 0 0 0 23 0.043098970568897547 0.085586760345073579 0.12690766574363962 0.16796748562152161 0.20844955860106659 0.2490254246415447 0.28928053417167898 0.3300098489827315 0.37059772409957747 0.41046598633269982 0.45003321589294876 0.48968820960424769 0.52911642307419171 0.56903680709251014 0.60970305423594462 0.65075891749421988 0.69250926240617794 0.73421912137068623 0.7767069111468623 0.81955184024032146 0.86335072883133357 0.9078385251300618 0.95333370361241832 0 0 0 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -3938 vertex $-1 -1 -1 $-1 $3927 $4092 # -3939 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 205 full nubs 3 open 25 0 3 0.043098970568897547 1 0.085586760345073579 1 0.12690766574363962 1 0.16796748562152161 1 0.20844955860106659 1 0.2490254246415447 1 0.28928053417167898 1 0.3300098489827315 1 0.37059772409957747 1 0.41046598633269982 1 0.45003321589294876 1 0.48968820960424769 1 0.52911642307419171 1 0.56903680709251014 1 0.60970305423594462 1 0.65075891749421988 1 0.69250926240617794 1 0.73421912137068623 1 0.7767069111468623 1 0.81955184024032146 1 0.86335072883133357 1 0.9078385251300618 1 0.95333370361241832 1 1 3 9.5784254807692317 1.2820512820512822 70 9.606651296779944 1.2815584061664234 70.000000000000014 9.662702662243321 1.2805796438043413 70 9.7455696034655599 1.2731325693467497 69.999999999999986 9.8263071557392898 1.2598408315715808 70.000000000000014 9.9048358128140812 1.2420284124279237 70 9.9813693301726847 1.218659293132567 70.000000000000028 10.055953412195199 1.1910727589011709 70 10.127935158582293 1.156889158581816 70 10.197793444703791 1.1186172163978931 70 10.264703645232986 1.0758083942110621 70.000000000000014 10.327585684151542 1.0285175752110511 70 10.386288939104615 0.97710241776876783 70.000000000000028 10.441601954034445 0.92240804693506195 70 10.491679011494037 0.8625886040303764 70 10.538588922054654 0.79946629177122386 70 10.580983701889821 0.73192184927408499 69.999999999999986 10.619013777004835 0.6605086888896039 70.000000000000014 10.653016528754536 0.58632977381625317 70 10.682078446244054 0.50907766266915566 69.999999999999986 10.707033384501976 0.42967904857661643 70 10.727922773179532 0.34766397656293113 70 10.742911473165737 0.26306048500947321 70.000000000000014 10.754847137019716 0.17623312200233501 70.000000000000014 10.761129206665379 0.086898106514081794 69.999999999999986 10.762251988283941 0.026550711594322558 69.999999999999986 10.762820512820515 -0.004006410256409982 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.043098970568897547 0.085586760345073579 0.12690766574363962 0.16796748562152161 0.20844955860106659 0.2490254246415447 0.28928053417167898 0.3300098489827315 0.37059772409957747 0.41046598633269982 0.45003321589294876 0.48968820960424769 0.52911642307419171 0.56903680709251014 0.60970305423594462 0.65075891749421988 0.69250926240617794 0.73421912137068623 0.7767069111468623 0.81955184024032146 0.86335072883133357 0.9078385251300618 0.95333370361241832 -1 none F F 1 F 0 } I I # -3940 coedge $-1 -1 -1 $-1 $3777 $3776 $4093 $4094 forward $3778 $4095 # -3941 edge $-1 -1 -1 $-1 $4096 0 $3780 0.00029999999999998295 $3776 $4097 forward @7 unknown F # -3942 pcurve $-1 -1 -1 $-1 0 forward { exppc 206 nubs 1 open 2 -0.00029999999999998295 1 -0 1 1.4604714068168041e-17 0.999999999999858 1.4604714068168041e-17 0 0.001 -1 spline forward { ref 187 } I I I I } 0 0 # -3943 edge $-1 -1 -1 $-1 $4098 0 $3781 0.00030000000000001136 $3928 $4099 forward @7 unknown F # -3944 pcurve $-1 -1 -1 $-1 0 forward { exppc 207 nubs 1 open 2 0 1 0.00030000000000001136 1 0.99999999999999911 1.4210854715200434e-13 1 1 0.001 -1 spline forward { ref 187 } I I I I } 0 0 # -3945 face $4100 -1 -1 $-1 $3233 $3778 $37 $-1 $4101 forward single F F # -3946 point $-1 -1 -1 $-1 10.762820512820515 -0.004006410256409982 70 # -3947 point $-1 -1 -1 $-1 9.5769230769230784 -1.2820512820512819 70.000000000000028 # -3948 edge $-1 -1 -1 $-1 $3949 0 $3956 1 $3783 $4102 forward @7 unknown F # -3949 vertex $-1 -1 -1 $-1 $3784 $4103 # -3950 straight-curve $-1 -1 -1 $-1 3.711538461538463 1.25 70 1000 0 0 I I # -3951 point $-1 -1 -1 $-1 3.711538461538463 1.25 70 # -3952 coedge $-1 -1 -1 $-1 $4104 $3788 $-1 $4105 reversed $3954 $4106 # -3953 coedge $-1 -1 -1 $-1 $3788 $4104 $3790 $3959 forward $3954 $4107 # -3954 loop $-1 -1 -1 $-1 $-1 $3788 $4003 F unknown # -3955 pcurve $-1 -1 -1 $-1 0 forward { exppc 208 nubs 1 open 2 -1 1 -0 1 1 1 0 1 0.001 -1 spline forward { exactsur 209 full nubs 3 1 open open none none 13 2 0 3 0.089242493781528862 1 0.17297682907226897 1 0.25265513723680921 1 0.32895339440098403 1 0.40468808246629262 1 0.48149889356695824 1 0.5618700905962245 1 0.64562900483672381 1 0.73229124918868027 1 0.81917884481480485 1 0.90807468596536789 1 1 3 0 1 1 1 5.0006009615384626 1.2264623397435896 69.700000000000017 5.0294657713282698 1.22090724257401 69.700000000000017 5.0854138186950104 1.2101399157898143 69.700000000000017 5.1646275819877046 1.1841822265604967 69.699999999999989 5.2367959091478955 1.1518798638444923 69.700000000000017 5.3018060148876742 1.1116344530699815 69.700000000000031 5.3607379179441912 1.0643559394971895 69.700000000000003 5.4127517714542162 1.0077051818828628 69.700000000000017 5.4588581268219496 0.94294709184580172 69.700000000000017 5.4980626128278027 0.87013233879215712 69.700000000000017 5.5306943404678321 0.7917836957344434 69.700000000000017 5.5535497297720697 0.7083152808390355 69.700000000000031 5.5681886477863758 0.62117724419017162 69.699999999999989 5.5697294911873847 0.56162509992124232 69.700000000000003 5.570512820512822 0.53135016025641024 69.700000000000017 5.0006009615384626 1.2264623397435896 70 5.0294657713282698 1.22090724257401 70 5.0854138186950104 1.2101399157898143 70 5.1646275819877046 1.1841822265604967 69.999999999999986 5.2367959091478955 1.1518798638444923 70 5.3018060148876742 1.1116344530699815 70.000000000000014 5.3607379179441912 1.0643559394971895 69.999999999999986 5.4127517714542162 1.0077051818828628 70 5.4588581268219496 0.94294709184580172 70 5.4980626128278027 0.87013233879215712 70 5.5306943404678321 0.7917836957344434 70 5.5535497297720697 0.7083152808390355 70.000000000000014 5.5681886477863758 0.62117724419017162 69.999999999999986 5.5697294911873847 0.56162509992124232 69.999999999999986 5.570512820512822 0.53135016025641024 70 0 0 0 11 0.089242493781528862 0.17297682907226897 0.25265513723680921 0.32895339440098403 0.40468808246629262 0.48149889356695824 0.5618700905962245 0.64562900483672381 0.73229124918868027 0.81917884481480485 0.90807468596536789 0 0 0 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -3956 vertex $-1 -1 -1 $-1 $3948 $4108 # -3957 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 210 full nubs 3 open 13 0 3 0.089242493781528862 1 0.17297682907226897 1 0.25265513723680921 1 0.32895339440098403 1 0.40468808246629262 1 0.48149889356695824 1 0.5618700905962245 1 0.64562900483672381 1 0.73229124918868027 1 0.81917884481480485 1 0.90807468596536789 1 1 3 5.0006009615384626 1.2264623397435896 70 5.0294657713282698 1.22090724257401 70 5.0854138186950104 1.2101399157898143 70 5.1646275819877046 1.1841822265604967 69.999999999999986 5.2367959091478955 1.1518798638444923 70 5.3018060148876742 1.1116344530699815 70.000000000000014 5.3607379179441912 1.0643559394971895 69.999999999999986 5.4127517714542162 1.0077051818828628 70 5.4588581268219496 0.94294709184580172 70 5.4980626128278027 0.87013233879215712 70 5.5306943404678321 0.7917836957344434 70 5.5535497297720697 0.7083152808390355 70.000000000000014 5.5681886477863758 0.62117724419017162 69.999999999999986 5.5697294911873847 0.56162509992124232 69.999999999999986 5.570512820512822 0.53135016025641024 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 11 0.089242493781528862 0.17297682907226897 0.25265513723680921 0.32895339440098403 0.40468808246629262 0.48149889356695824 0.5618700905962245 0.64562900483672381 0.73229124918868027 0.81917884481480485 0.90807468596536789 -1 none F F 1 F 0 } I I # -3958 coedge $-1 -1 -1 $-1 $3791 $3790 $-1 $4109 forward $3792 $4110 # -3959 edge $-1 -1 -1 $-1 $4111 0 $3794 0.00029999999999998295 $3953 $4112 forward @7 unknown F # -3960 pcurve $-1 -1 -1 $-1 0 forward { exppc 211 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 190 } I I I I } 0 0 # -3961 edge $-1 -1 -1 $-1 $4113 0 $3614 0.00029999999999998295 $3791 $4114 forward @7 unknown F # -3962 pcurve $-1 -1 -1 $-1 0 forward { exppc 212 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 1 0.001 -1 spline forward { ref 190 } I I I I } 0 0 # -3963 point $-1 -1 -1 $-1 5.570512820512822 0.53135016025641024 70 # -3964 coedge $-1 -1 -1 $-1 $3802 $3797 $-1 $4115 forward $2160 $-1 # -3965 coedge $-1 -1 -1 $-1 $4116 $4117 $3797 $3966 reversed $3979 $-1 # -3966 edge $-1 -1 -1 $-1 $3967 0 $4118 0.001217948717948718 $3965 $4119 forward @7 unknown F # -3967 vertex $-1 -1 -1 $-1 $3798 $4120 # -3968 straight-curve $-1 -1 -1 $-1 6.371794871794874 1.25 70 0 -1000 0 I I # -3969 point $-1 -1 -1 $-1 6.371794871794874 1.25 70 # -3970 edge $-1 -1 -1 $-1 $4121 0 $3971 0.00035256410256410221 $3802 $4122 forward @7 unknown F # -3971 vertex $-1 -1 -1 $-1 $3970 $4123 # -3972 straight-curve $-1 -1 -1 $-1 7.9423076923076943 1.25 70 0 -1000 0 I I # -3973 point $-1 -1 -1 $-1 7.9423076923076943 -1.25 70 # -3974 straight-curve $-1 -1 -1 $-1 7.5897435897435921 -0.064102564102564041 69.700000000000017 -1000 0 0 I I # -3975 point $-1 -1 -1 $-1 7.5897435897435921 -0.064102564102564041 69.700000000000017 # -3976 point $-1 -1 -1 $-1 6.371794871794874 -0.064102564102564041 69.700000000000017 # -3977 rgb_color-st-attrib $-1 -1 $-1 $3812 $3630 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -3978 integer_attrib-name_attrib-gen-attrib $-1 -1 $4124 $-1 $3813 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -3979 loop $-1 -1 -1 $-1 $-1 $3965 $3813 F unknown # -3980 plane-surface $-1 -1 -1 $-1 6.371794871794874 0.22435897435897439 69.700000000000017 0 -1 0 0 0 -1000 forward_v I I I I # -3981 ellipse-curve $-1 -1 -1 $-1 -16.925407794093033 9.4254077940930419 50.411245344144639 -0.01744974916068669 0.017449749161533652 -0.99969545988187269 0 0.49992384757818753 0.0087262032190671412 1 I I # -3982 edge $-1 -1 -1 $-1 $3990 0 $3983 0.0023624154136936007 $3816 $4125 forward @7 unknown F # -3983 vertex $-1 -1 -1 $-1 $3817 $4126 # -3984 straight-curve $-1 -1 -1 $-1 8.4108144670639131 9.8945248992236312 52.184888640155314 -17.449749160682721 17.449749160682725 -999.69545988188759 I I # -3985 point $-1 -1 -1 $-1 8.678293046676643 9.6270463196109013 67.508726203218643 # -3986 vertex $-1 -1 -1 $-1 $3824 $4127 # -3987 straight-curve $-1 -1 -1 $-1 -2.1608144670639131 9.8945248992236312 52.184888640155314 -17.449749160682725 -17.449749160682725 999.69545988188759 I I # -3988 point $-1 -1 -1 $-1 -2.1300077246163145 9.9253316416712316 50.419971547363701 # -3989 straight-curve $-1 -1 -1 $-1 0 10.456314220144996 20 1000 0 0 I I # -3990 vertex $-1 -1 -1 $-1 $3982 $4128 # -3991 straight-curve $-1 -1 -1 $-1 1.6610428431706667 9.9253316416712316 50.419971547363701 -1000 0 0 I I # -3992 point $-1 -1 -1 $-1 2.1300077246163145 9.9253316416712316 50.419971547363701 # -3993 point $-1 -1 -1 $-1 1.5990251461425486 10.456314220144996 20 # -3994 edge $-1 -1 -1 $-1 $3998 -0.0015990251461425436 $3995 0.0015990251461425527 $3830 $4129 forward @7 unknown F # -3995 vertex $-1 -1 -1 $-1 $3831 $4130 # -3996 straight-curve $-1 -1 -1 $-1 -17.956466443829935 1.5988729224575984 19.991279110929963 -17.449749160682721 -17.449749160682721 -999.69545988188759 I I # -3997 point $-1 -1 -1 $-1 -17.507850592449575 2.0474887738379595 45.692464023461255 # -3998 vertex $-1 -1 -1 $-1 $3994 $4131 # -3999 straight-curve $-1 -1 -1 $-1 -17.500706930856904 -2.05463243543063 46.101724122008463 17.449749160682728 -17.449749160682718 999.69545988188759 I I # -4000 point $-1 -1 -1 $-1 -17.507850592449575 -2.0474887738379599 45.692464023461255 # -4001 rgb_color-st-attrib $-1 -1 $-1 $3841 $3665 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4002 integer_attrib-name_attrib-gen-attrib $-1 -1 $4132 $-1 $3842 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4003 face $4133 -1 -1 $-1 $3630 $3954 $37 $-1 $4134 forward single F F # -4004 spline-surface $-1 -1 -1 $-1 forward { ref 190 } I I I I # -4005 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 213 full nurbs 3 open 2 0.70620889536802089 3 0.96071369459233791 3 -345.15763237501591 -7.4629717413034315 48.259208914333136 1 -345.1465512813536 -8.2072467793708537 48.894044345072906 0.99460955552434138 -345.13391106092917 -8.8649373749382878 49.618202088188966 0.99460955552434138 -345.11991612296185 -9.4254077940930276 50.41997154736368 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -4006 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 214 full nurbs 3 open 2 5.4979394370296735 3 7.0684311773294537 3 -332.19450832886884 -10.805415518709342 0 1 -331.90164124871058 -10.805415518709356 0 0.80480964038277492 -331.69458448129058 -10.598358751289409 0 0.80480964038277492 -331.69458448129063 -10.305491671131145 0 1 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 0 -1 none F F 1 F 0 } I I # -4007 point $-1 -1 -1 $-1 -332.19450832886884 -10.805415518709342 0 # -4008 edge $-1 -1 -1 $-1 $3857 -3.1415926535897896 $4009 -1.5711009132900582 $3854 $4135 forward @7 unknown F # -4009 vertex $-1 -1 -1 $-1 $4008 $4136 # -4010 straight-curve $-1 -1 -1 $-1 -344.58918553293603 -9.8945248992236241 52.184888640155272 17.449749160682721 17.449749160682725 999.69545988188759 I I # -4011 point $-1 -1 -1 $-1 -345.11991612296185 -9.4254077940930276 50.41997154736368 # -4012 rgb_color-st-attrib $-1 -1 $-1 $3859 $3698 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4013 ellipse-curve $-1 -1 -1 $-1 -355.38000772461629 -9.4254077940930259 50.411245344145044 -0.017449749160682725 0.017449749160682725 0.99969545988188768 -0.49992384757818753 0 -0.0087262032186438687 1 I I # -4014 edge $-1 -1 -1 $-1 $4009 0.0053800077246163478 $3870 0.01692540779409302 $3868 $4137 forward @7 unknown F # -4015 ellipse-curve $-1 -1 -1 $-1 -333.07459220590698 -9.4254077940930259 50.411245344145044 -0.017449749160682725 0.017449749160682725 0.99969545988188768 -0.49992384757818753 0 -0.0087262032186438687 1 I I # -4016 point $-1 -1 -1 $-1 -333.07459220590698 -9.9253316416712227 50.41997154736368 # -4017 edge $-1 -1 -1 $-1 $4021 -0.0015990251461425456 $4018 0.0015990251461425497 $3872 $4138 forward @7 unknown F # -4018 vertex $-1 -1 -1 $-1 $3873 $4139 # -4019 straight-curve $-1 -1 -1 $-1 -332.04353355617008 -1.5988729224576004 19.991279110929963 17.449749160682725 17.449749160682721 -999.69545988188759 I I # -4020 point $-1 -1 -1 $-1 -332.49214940755041 -2.0474887738379612 45.692464023461262 # -4021 vertex $-1 -1 -1 $-1 $4017 $4140 # -4022 straight-curve $-1 -1 -1 $-1 -332.49929306914305 2.0546324354306273 46.10172412200847 -17.449749160682725 17.449749160682725 999.69545988188759 I I # -4023 point $-1 -1 -1 $-1 -332.49214940755041 2.0474887738379572 45.692464023461255 # -4024 vertex $-1 -1 -1 $-1 $3882 $4141 # -4025 straight-curve $-1 -1 -1 $-1 -352.16081446706386 9.8945248992236312 52.184888640155314 -17.449749160682725 -17.449749160682725 999.69545988188759 I I # -4026 point $-1 -1 -1 $-1 -351.59902514614254 10.456314220144996 20 # -4027 straight-curve $-1 -1 -1 $-1 -350 9.9253316416712298 50.419971547363701 -1000 0 0 I I # -4028 point $-1 -1 -1 $-1 -357.38985601746924 9.9253316416712316 50.419971547363701 # -4029 rgb_color-st-attrib $-1 -1 $-1 $3892 $3751 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4030 integer_attrib-name_attrib-gen-attrib $-1 -1 $4142 $-1 $3893 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4031 face $4143 -1 -1 $-1 $4144 $4145 $37 $-1 $4146 forward single F F # -4032 loop $-1 -1 -1 $-1 $-1 $4052 $3893 F unknown # -4033 plane-surface $-1 -1 -1 $-1 13.891826923076925 1.25 69.700000000000017 -0.84144992972453891 -0.54033509581237504 0 540.33509581237502 -841.44992972453895 0 forward_v I I I I # -4034 coedge $-1 -1 -1 $-1 $4147 $4148 $-1 $4149 reversed $3894 $-1 # -4035 coedge $-1 -1 -1 $-1 $4150 $3896 $3898 $4039 reversed $3752 $-1 # -4036 coedge $-1 -1 -1 $-1 $3896 $4150 $-1 $4151 forward $3752 $-1 # -4037 edge $-1 -1 -1 $-1 $4040 0 $4061 0.002216988450223912 $3896 $4152 forward @7 unknown F # -4038 coedge $-1 -1 -1 $-1 $3898 $3897 $4153 $4154 forward $3585 $-1 # -4039 edge $-1 -1 -1 $-1 $4155 0 $4040 0.00029999999999998295 $3898 $4156 forward @7 unknown F # -4040 vertex $-1 -1 -1 $-1 $3900 $4157 # -4041 straight-curve $-1 -1 -1 $-1 15.442307692307695 -1.25 70 -1000 0 0 I I # -4042 coedge $-1 -1 -1 $-1 $3905 $4153 $3901 $4043 reversed $3894 $-1 # -4043 edge $-1 -1 -1 $-1 $3909 0 $4044 0.0025000000000000001 $3901 $4158 forward @7 unknown F # -4044 vertex $-1 -1 -1 $-1 $4154 $4159 # -4045 straight-curve $-1 -1 -1 $-1 15.442307692307695 -1.25 69.700000000000017 0 0 1000 I I # -4046 point $-1 -1 -1 $-1 15.442307692307695 -1.25 70 # -4047 coedge $-1 -1 -1 $-1 $4160 $3905 $-1 $4161 reversed $3894 $-1 # -4048 straight-curve $-1 -1 -1 $-1 15.089743589743591 1.25 69.700000000000017 1000 0 0 I I # -4049 point $-1 -1 -1 $-1 15.089743589743591 1.25 69.700000000000017 # -4050 point $-1 -1 -1 $-1 15.442307692307695 1.25 69.700000000000017 # -4051 coedge $-1 -1 -1 $-1 $3911 $4059 $-1 $4162 forward $3601 $-1 # -4052 coedge $-1 -1 -1 $-1 $4163 $4164 $3911 $4053 reversed $4032 $-1 # -4053 edge $-1 -1 -1 $-1 $4165 0 $4054 0.002216988450223912 $3911 $4166 forward @7 unknown F # -4054 vertex $-1 -1 -1 $-1 $4053 $4167 # -4055 straight-curve $-1 -1 -1 $-1 15.089743589743591 -0.61548477564102566 70 0 1000 0 I I # -4056 coedge $-1 -1 -1 $-1 $4168 $3915 $-1 $4169 forward $3766 $-1 # -4057 coedge $-1 -1 -1 $-1 $3915 $4168 $-1 $4170 forward $3766 $-1 # -4058 edge $-1 -1 -1 $-1 $4171 0 $4172 0.0025000000000000001 $3915 $4173 forward @7 unknown F # -4059 coedge $-1 -1 -1 $-1 $4051 $3916 $-1 $4174 forward $3601 $-1 # -4060 edge $-1 -1 -1 $-1 $4062 0 $4175 0.00035256410256410221 $3916 $4176 forward @7 unknown F # -4061 vertex $-1 -1 -1 $-1 $3918 $4177 # -4062 vertex $-1 -1 -1 $-1 $3918 $4178 # -4063 straight-curve $-1 -1 -1 $-1 13.871794871794874 0.61548477564102566 70 0 -1000 0 I I # -4064 coedge $-1 -1 -1 $-1 $4179 $3919 $-1 $4180 forward $3407 $-1 # -4065 coedge $-1 -1 -1 $-1 $4181 $4182 $3919 $4066 reversed $4183 $-1 # -4066 edge $-1 -1 -1 $-1 $4067 0 $4184 0.0025000000000000001 $4065 $4185 forward @7 unknown F # -4067 vertex $-1 -1 -1 $-1 $3920 $4186 # -4068 straight-curve $-1 -1 -1 $-1 13.038461538461544 -1.25 70 -1000 0 0 I I # -4069 coedge $-1 -1 -1 $-1 $3921 $4187 $4188 $4189 forward $3407 $-1 # -4070 coedge $-1 -1 -1 $-1 $4190 $4191 $3921 $4071 reversed $4192 $-1 # -4071 edge $-1 -1 -1 $-1 $4193 0 $4072 0.0008653846153846153 $3921 $4194 forward @7 unknown F # -4072 vertex $-1 -1 -1 $-1 $4071 $4195 # -4073 straight-curve $-1 -1 -1 $-1 11.564102564102567 -0.96153846153846156 70 1000 0 0 I I # -4074 point $-1 -1 -1 $-1 13.038461538461544 -0.96153846153846156 70 # -4075 point $-1 -1 -1 $-1 13.038461538461544 -1.25 70 # -4076 coedge $-1 -1 -1 $-1 $4196 $3926 $3929 $4083 reversed $4078 $4197 # -4077 coedge $-1 -1 -1 $-1 $3926 $4196 $3934 $4088 forward $4078 $4198 # -4078 loop $-1 -1 -1 $-1 $-1 $3926 $4199 F unknown # -4079 pcurve $-1 -1 -1 $-1 0 forward { exppc 215 nubs 1 open 2 -1 1 -0 1 1 1 0 1 0.001 -1 spline forward { exactsur 216 full nubs 3 1 open open none none 17 2 0 3 0.075226346690898838 1 0.14657472152685233 1 0.2145002518264755 1 0.2795299716530229 1 0.34240295158838174 1 0.40349605272880856 1 0.46376160650303933 1 0.5238643590795875 1 0.58325172425496674 1 0.64130203928313556 1 0.69889777485648918 1 0.75629524381130941 1 0.81462780481296959 1 0.87432476833999861 1 0.93578328386254617 1 1 3 0 1 1 1 8.3910256410256423 -0.033052884615384415 69.700000000000017 8.3918945448222395 0.017069960594453072 69.700000000000017 8.3935875598046596 0.11473178257489346 69.700000000000031 8.4094063112055508 0.25693997941896779 69.700000000000017 8.4350919031692797 0.39073929076950636 69.700000000000017 8.4718117296877029 0.51611929271155876 69.700000000000031 8.5183542153246901 0.63327645655673415 69.700000000000003 8.5749354976065764 0.7424760667828354 69.700000000000045 8.6432575040961162 0.84248206241851542 69.699999999999989 8.7205471036745035 0.93424643556969311 69.700000000000045 8.8068760364070204 1.0153728674081837 69.700000000000017 8.8987918128018553 1.0874247619727289 69.700000000000031 8.9974421725721925 1.1475245603773689 69.700000000000003 9.1019156620989801 1.197147180557024 69.700000000000003 9.2126561441654804 1.2352459914049241 69.700000000000045 9.3293526931502111 1.2619186257163741 69.700000000000031 9.4518805028663682 1.2791250668400149 69.700000000000017 9.5356311284079815 1.2810617091191037 69.700000000000017 9.5784254807692317 1.2820512820512822 69.700000000000017 8.3910256410256423 -0.033052884615384415 70 8.3918945448222395 0.017069960594453072 70 8.3935875598046596 0.11473178257489346 70.000000000000014 8.4094063112055508 0.25693997941896779 70 8.4350919031692797 0.39073929076950636 70 8.4718117296877029 0.51611929271155876 70.000000000000014 8.5183542153246901 0.63327645655673415 69.999999999999986 8.5749354976065764 0.7424760667828354 70.000000000000028 8.6432575040961162 0.84248206241851542 69.999999999999986 8.7205471036745035 0.93424643556969311 70.000000000000028 8.8068760364070204 1.0153728674081837 70 8.8987918128018553 1.0874247619727289 70.000000000000014 8.9974421725721925 1.1475245603773689 69.999999999999986 9.1019156620989801 1.197147180557024 69.999999999999986 9.2126561441654804 1.2352459914049241 70.000000000000028 9.3293526931502111 1.2619186257163741 70.000000000000014 9.4518805028663682 1.2791250668400149 70 9.5356311284079815 1.2810617091191037 70 9.5784254807692317 1.2820512820512822 70 0 0 0 15 0.075226346690898838 0.14657472152685233 0.2145002518264755 0.2795299716530229 0.34240295158838174 0.40349605272880856 0.46376160650303933 0.5238643590795875 0.58325172425496674 0.64130203928313556 0.69889777485648918 0.75629524381130941 0.81462780481296959 0.87432476833999861 0.93578328386254617 0 0 0 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -4080 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 217 full nubs 3 open 17 0 3 0.075226346690898838 1 0.14657472152685233 1 0.2145002518264755 1 0.2795299716530229 1 0.34240295158838174 1 0.40349605272880856 1 0.46376160650303933 1 0.5238643590795875 1 0.58325172425496674 1 0.64130203928313556 1 0.69889777485648918 1 0.75629524381130941 1 0.81462780481296959 1 0.87432476833999861 1 0.93578328386254617 1 1 3 8.3910256410256423 -0.033052884615384415 70 8.3918945448222395 0.017069960594453072 70 8.3935875598046596 0.11473178257489346 70.000000000000014 8.4094063112055508 0.25693997941896779 70 8.4350919031692797 0.39073929076950636 70 8.4718117296877029 0.51611929271155876 70.000000000000014 8.5183542153246901 0.63327645655673415 69.999999999999986 8.5749354976065764 0.7424760667828354 70.000000000000028 8.6432575040961162 0.84248206241851542 69.999999999999986 8.7205471036745035 0.93424643556969311 70.000000000000028 8.8068760364070204 1.0153728674081837 70 8.8987918128018553 1.0874247619727289 70.000000000000014 8.9974421725721925 1.1475245603773689 69.999999999999986 9.1019156620989801 1.197147180557024 69.999999999999986 9.2126561441654804 1.2352459914049241 70.000000000000028 9.3293526931502111 1.2619186257163741 70.000000000000014 9.4518805028663682 1.2791250668400149 70 9.5356311284079815 1.2810617091191037 70 9.5784254807692317 1.2820512820512822 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.075226346690898838 0.14657472152685233 0.2145002518264755 0.2795299716530229 0.34240295158838174 0.40349605272880856 0.46376160650303933 0.5238643590795875 0.58325172425496674 0.64130203928313556 0.69889777485648918 0.75629524381130941 0.81462780481296959 0.87432476833999861 0.93578328386254617 -1 none F F 1 F 0 } I I # -4081 coedge $-1 -1 -1 $-1 $3929 $3928 $4200 $4201 forward $3930 $4202 # -4082 pcurve $-1 -1 -1 $-1 0 forward { exppc 218 nubs 1 open 2 -0.00030000000000001136 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 201 } I I I I } 0 0 # -4083 edge $-1 -1 -1 $-1 $4203 0 $3932 0.00029999999999998295 $4076 $4204 forward @7 unknown F # -4084 pcurve $-1 -1 -1 $-1 0 forward { exppc 219 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 0.99999999999990519 0.001 -1 spline forward { ref 201 } I I I I } 0 0 # -4085 face $4205 -1 -1 $-1 $4199 $3930 $37 $-1 $4206 forward single F F # -4086 point $-1 -1 -1 $-1 8.3910256410256423 -0.033052884615384415 70 # -4087 coedge $-1 -1 -1 $-1 $3935 $3934 $4207 $4208 forward $3936 $4209 # -4088 edge $-1 -1 -1 $-1 $4210 0 $3938 0.00029999999999998295 $3934 $4211 forward @7 unknown F # -4089 pcurve $-1 -1 -1 $-1 0 forward { exppc 220 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 0.99999999999995282 0 0 0.001 -1 spline forward { ref 204 } I I I I } 0 0 # -4090 pcurve $-1 -1 -1 $-1 0 forward { exppc 221 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 1 0.001 -1 spline forward { ref 204 } I I I I } 0 0 # -4091 face $4212 -1 -1 $-1 $3945 $3936 $37 $-1 $4213 forward single F F # -4092 point $-1 -1 -1 $-1 9.5784254807692317 1.2820512820512822 70 # -4093 coedge $-1 -1 -1 $-1 $4207 $4200 $3940 $4094 reversed $4214 $-1 # -4094 edge $-1 -1 -1 $-1 $4096 0 $4098 1 $3940 $4215 forward @7 unknown F # -4095 pcurve $-1 -1 -1 $-1 0 forward { exppc 222 nubs 1 open 2 0 1 1 1 1.4604714068168041e-17 0 0.99999999999999911 1.4210854715200434e-13 0.001 -1 spline forward { ref 187 } I I I I } 0 0 # -4096 vertex $-1 -1 -1 $-1 $3941 $4216 # -4097 straight-curve $-1 -1 -1 $-1 10.762820512820515 -0.004006410256409982 69.700000000000017 0 0 1000 I I # -4098 vertex $-1 -1 -1 $-1 $4094 $4217 # -4099 straight-curve $-1 -1 -1 $-1 9.5769230769230784 -1.2820512820512819 69.700000000000017 0 0 1000 I I # -4100 integer_attrib-name_attrib-gen-attrib $-1 -1 $4218 $-1 $3945 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4101 spline-surface $-1 -1 -1 $-1 forward { ref 187 } I I I I # -4102 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 223 full nubs 3 open 5 0 3 0.30716263010993905 1 0.57685285990968127 1 0.80663304935093016 1 1 3 4.6300080128205146 1.25 70 4.6680778354298171 1.2497831131060646 70 4.7395731408338966 1.2493757985020748 69.999999999999986 4.8394154162652008 1.2446056207645464 70.000000000000014 4.9251515996611221 1.2387041213151349 70.000000000000014 4.97693659886811 1.230301921041987 70 5.0006009615384626 1.2264623397435896 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 3 0.30716263010993905 0.57685285990968127 0.80663304935093016 -1 none F F 1 F 0 } I I # -4103 point $-1 -1 -1 $-1 4.6300080128205146 1.25 70 # -4104 coedge $-1 -1 -1 $-1 $3953 $3952 $-1 $4219 forward $3954 $4220 # -4105 edge $-1 -1 -1 $-1 $4221 0 $3956 0.00029999999999998295 $3952 $4222 forward @7 unknown F # -4106 pcurve $-1 -1 -1 $-1 0 forward { exppc 224 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 209 } I I I I } 0 0 # -4107 pcurve $-1 -1 -1 $-1 0 forward { exppc 225 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 1 0.001 -1 spline forward { ref 209 } I I I I } 0 0 # -4108 point $-1 -1 -1 $-1 5.0006009615384626 1.2264623397435896 70 # -4109 edge $-1 -1 -1 $-1 $4111 0 $4113 1 $3958 $4223 forward @7 unknown F # -4110 pcurve $-1 -1 -1 $-1 0 forward { exppc 226 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 190 } I I I I } 0 0 # -4111 vertex $-1 -1 -1 $-1 $4219 $4224 # -4112 straight-curve $-1 -1 -1 $-1 5.570512820512822 0.53135016025641024 69.700000000000017 0 0 1000 I I # -4113 vertex $-1 -1 -1 $-1 $4109 $4225 # -4114 straight-curve $-1 -1 -1 $-1 4.6765825320512837 -0.22435897435897439 69.700000000000017 0 0 1000 I I # -4115 edge $-1 -1 -1 $-1 $4118 0 $4121 0.0010256410256410256 $3964 $4226 forward @7 unknown F # -4116 coedge $-1 -1 -1 $-1 $4227 $3965 $-1 $4228 reversed $3979 $-1 # -4117 coedge $-1 -1 -1 $-1 $3965 $4227 $-1 $4229 forward $3979 $-1 # -4118 vertex $-1 -1 -1 $-1 $3966 $4230 # -4119 straight-curve $-1 -1 -1 $-1 6.371794871794874 0.22435897435897439 70 1000 0 0 I I # -4120 point $-1 -1 -1 $-1 6.371794871794874 0.22435897435897439 70 # -4121 vertex $-1 -1 -1 $-1 $4115 $4231 # -4122 straight-curve $-1 -1 -1 $-1 7.5897435897435921 1.25 70 1000 0 0 I I # -4123 point $-1 -1 -1 $-1 7.9423076923076943 1.25 70 # -4124 rgb_color-st-attrib $-1 -1 $-1 $3978 $3813 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4125 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 227 full nubs 3 open 6 0 3 0.00029530192671170009 2 0.00059060385342340018 2 0.0011812077068468004 2 0.0017718115602702005 2 0.0023624154136936007 3 7.3898560174692811 9.9253316416712316 50.419971547363701 7.4885561758254786 9.9253316416712298 50.419971547363701 7.5846782466809337 9.9248903635251136 50.445252355423314 7.7604486227930458 9.9233530119319564 50.533327169208128 7.8377884361123806 9.9222916807883763 50.594130789701381 8.0421559839664472 9.9186102684198278 50.805038763042575 8.1386477754564979 9.91559580503049 50.977737254955152 8.2836048971479794 9.9092801888027751 51.339558666315511 8.3313435965825064 9.9059638574994455 51.529551159438007 8.3941223331151065 9.8993168002328087 51.91036081520118 8.4093885173135305 9.8959508489739854 52.103196033670059 8.4127856977823257 9.8925536685052187 52.297820372378617 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 4 0.00029530192671170009 0.00059060385342340018 0.0011812077068468004 0.0017718115602702005 0 -1 none F F 1 F 0 } I I # -4126 point $-1 -1 -1 $-1 8.4127856977823257 9.8925536685052187 52.297820372378617 # -4127 point $-1 -1 -1 $-1 -1.5990251461425484 10.456314220144996 20 # -4128 point $-1 -1 -1 $-1 7.3898560174692811 9.9253316416712316 50.419971547363701 # -4129 straight-curve $-1 -1 -1 $-1 -17.956314220144986 -4.9838783711522689e-15 20 -2.7755575615628914e-13 1000 0 I I # -4130 point $-1 -1 -1 $-1 -17.956314220144986 1.5990251461425478 20 # -4131 point $-1 -1 -1 $-1 -17.956314220144986 -1.5990251461425484 20 # -4132 rgb_color-st-attrib $-1 -1 $-1 $4002 $3842 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4133 integer_attrib-name_attrib-gen-attrib $-1 -1 $4232 $-1 $4003 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4134 spline-surface $-1 -1 -1 $-1 forward { ref 209 } I I I I # -4135 ellipse-curve $-1 -1 -1 $-1 -344.61999227538365 -9.4254077940930259 50.411245344145044 0.017449749160682725 0.017449749160682725 0.99969545988188768 0.49992384757818753 0 -0.0087262032186438687 1 I I # -4136 point $-1 -1 -1 $-1 -344.61999227538365 -9.9253316416712227 50.419971547363673 # -4137 straight-curve $-1 -1 -1 $-1 -350 -9.9253316416712245 50.419971547363673 1000 0 0 I I # -4138 straight-curve $-1 -1 -1 $-1 -332.04368577985497 0 20 0 -1000 0 I I # -4139 point $-1 -1 -1 $-1 -332.04368577985497 -1.5990251461425498 20 # -4140 point $-1 -1 -1 $-1 -332.04368577985497 1.5990251461425455 20 # -4141 point $-1 -1 -1 $-1 -352.13000772461629 9.9253316416712316 50.419971547363701 # -4142 rgb_color-st-attrib $-1 -1 $-1 $4030 $3893 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4143 integer_attrib-name_attrib-gen-attrib $-1 -1 $4233 $-1 $4031 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4144 face $4234 -1 -1 $-1 $4235 $4236 $37 $-1 $4237 forward single F F # -4145 loop $-1 -1 -1 $-1 $-1 $4238 $4031 F unknown # -4146 plane-surface $-1 -1 -1 $-1 11.564102564102567 0.96153846153846134 69.700000000000017 -1 0 0 0 0 1000 forward_v I I I I # -4147 coedge $-1 -1 -1 $-1 $4239 $4034 $-1 $4240 reversed $3894 $-1 # -4148 coedge $-1 -1 -1 $-1 $4034 $4241 $-1 $4242 reversed $3894 $-1 # -4149 edge $-1 -1 -1 $-1 $4243 0 $4244 0.00035256410256410221 $4034 $4245 forward @7 unknown F # -4150 coedge $-1 -1 -1 $-1 $4036 $4035 $4239 $4246 forward $3752 $-1 # -4151 edge $-1 -1 -1 $-1 $4247 0 $4061 0.00029999999999998295 $4036 $4248 forward @7 unknown F # -4152 straight-curve $-1 -1 -1 $-1 15.06971153846154 -1.25 70 -540.33509581237502 841.44992972453895 0 I I # -4153 coedge $-1 -1 -1 $-1 $4042 $4239 $4038 $4154 reversed $3894 $-1 # -4154 edge $-1 -1 -1 $-1 $4044 0 $4155 0.0003725961538461551 $4153 $4249 forward @7 unknown F # -4155 vertex $-1 -1 -1 $-1 $4246 $4250 # -4156 straight-curve $-1 -1 -1 $-1 15.06971153846154 -1.25 69.700000000000017 0 0 1000 I I # -4157 point $-1 -1 -1 $-1 15.06971153846154 -1.25 70 # -4158 straight-curve $-1 -1 -1 $-1 15.442307692307695 1.25 69.700000000000017 0 -1000 0 I I # -4159 point $-1 -1 -1 $-1 15.442307692307695 -1.25 69.700000000000017 # -4160 coedge $-1 -1 -1 $-1 $4241 $4047 $4251 $4252 reversed $3894 $-1 # -4161 edge $-1 -1 -1 $-1 $4253 0 $3907 0.0018654847756410255 $4047 $4254 forward @7 unknown F # -4162 edge $-1 -1 -1 $-1 $4255 0 $4165 0.00037259615384615331 $4051 $4256 forward @7 unknown F # -4163 coedge $-1 -1 -1 $-1 $4251 $4052 $-1 $4257 reversed $4032 $-1 # -4164 coedge $-1 -1 -1 $-1 $4052 $4251 $-1 $4258 forward $4032 $-1 # -4165 vertex $-1 -1 -1 $-1 $4162 $4259 # -4166 straight-curve $-1 -1 -1 $-1 13.891826923076925 1.25 70 540.33509581237502 -841.44992972453895 0 I I # -4167 point $-1 -1 -1 $-1 15.089743589743591 -0.61548477564102566 70 # -4168 coedge $-1 -1 -1 $-1 $4057 $4056 $-1 $4260 forward $3766 $-1 # -4169 edge $-1 -1 -1 $-1 $4172 0 $4261 0.00035256410256410221 $4056 $4262 forward @7 unknown F # -4170 edge $-1 -1 -1 $-1 $4263 0 $4171 0.00035256410256410221 $4057 $4264 forward @7 unknown F # -4171 vertex $-1 -1 -1 $-1 $4058 $4265 # -4172 vertex $-1 -1 -1 $-1 $4058 $4266 # -4173 straight-curve $-1 -1 -1 $-1 16.403846153846157 1.25 70 0 -1000 0 I I # -4174 edge $-1 -1 -1 $-1 $4175 0 $4255 0.0025000000000000001 $4059 $4267 forward @7 unknown F # -4175 vertex $-1 -1 -1 $-1 $4060 $4268 # -4176 straight-curve $-1 -1 -1 $-1 13.871794871794874 -1.25 70 -1000 0 0 I I # -4177 point $-1 -1 -1 $-1 13.871794871794874 0.61548477564102566 70 # -4178 point $-1 -1 -1 $-1 13.871794871794874 -1.25 70 # -4179 coedge $-1 -1 -1 $-1 $4269 $4064 $-1 $4270 forward $3407 $-1 # -4180 edge $-1 -1 -1 $-1 $4184 0 $4271 0.0017628205128205146 $4064 $4272 forward @7 unknown F # -4181 coedge $-1 -1 -1 $-1 $4273 $4065 $-1 $4274 reversed $4183 $-1 # -4182 coedge $-1 -1 -1 $-1 $4065 $4273 $-1 $4275 forward $4183 $-1 # -4183 loop $-1 -1 -1 $-1 $-1 $4065 $4276 F unknown # -4184 vertex $-1 -1 -1 $-1 $4066 $4277 # -4185 straight-curve $-1 -1 -1 $-1 11.211538461538465 -1.25 70 0 1000 0 I I # -4186 point $-1 -1 -1 $-1 11.211538461538465 -1.25 70 # -4187 coedge $-1 -1 -1 $-1 $4069 $4278 $-1 $4279 forward $3407 $-1 # -4188 coedge $-1 -1 -1 $-1 $4280 $4281 $4069 $4189 reversed $4282 $-1 # -4189 edge $-1 -1 -1 $-1 $4283 0 $4193 0.0013141025641025656 $4069 $4284 forward @7 unknown F # -4190 coedge $-1 -1 -1 $-1 $4285 $4070 $4281 $4286 reversed $4192 $-1 # -4191 coedge $-1 -1 -1 $-1 $4070 $4285 $-1 $4287 forward $4192 $-1 # -4192 loop $-1 -1 -1 $-1 $-1 $4070 $4288 F unknown # -4193 vertex $-1 -1 -1 $-1 $4189 $4289 # -4194 straight-curve $-1 -1 -1 $-1 11.564102564102567 -0.096153846153846284 70 0 -1000 0 I I # -4195 point $-1 -1 -1 $-1 11.564102564102567 -0.96153846153846156 70 # -4196 coedge $-1 -1 -1 $-1 $4077 $4076 $4290 $4291 forward $4078 $4292 # -4197 pcurve $-1 -1 -1 $-1 0 forward { exppc 228 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 216 } I I I I } 0 0 # -4198 pcurve $-1 -1 -1 $-1 0 forward { exppc 229 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 1 0.001 -1 spline forward { ref 216 } I I I I } 0 0 # -4199 face $4293 -1 -1 $-1 $4091 $4078 $37 $-1 $4294 forward single F F # -4200 coedge $-1 -1 -1 $-1 $4093 $4290 $4081 $4201 reversed $4214 $-1 # -4201 edge $-1 -1 -1 $-1 $4098 0 $4203 1 $4200 $4295 forward @7 unknown F # -4202 pcurve $-1 -1 -1 $-1 0 forward { exppc 230 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 201 } I I I I } 0 0 # -4203 vertex $-1 -1 -1 $-1 $4083 $4296 # -4204 straight-curve $-1 -1 -1 $-1 8.3910256410256423 -0.033052884615384415 69.700000000000017 0 0 1000 I I # -4205 integer_attrib-name_attrib-gen-attrib $-1 -1 $4297 $-1 $4085 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4206 spline-surface $-1 -1 -1 $-1 forward { ref 201 } I I I I # -4207 coedge $-1 -1 -1 $-1 $4290 $4093 $4087 $4208 reversed $4214 $-1 # -4208 edge $-1 -1 -1 $-1 $4210 0 $4096 1 $4207 $4298 forward @7 unknown F # -4209 pcurve $-1 -1 -1 $-1 0 forward { exppc 231 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 204 } I I I I } 0 0 # -4210 vertex $-1 -1 -1 $-1 $4088 $4299 # -4211 straight-curve $-1 -1 -1 $-1 9.5784254807692317 1.2820512820512822 69.700000000000017 0 0 1000 I I # -4212 integer_attrib-name_attrib-gen-attrib $-1 -1 $4300 $-1 $4091 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4213 spline-surface $-1 -1 -1 $-1 forward { ref 204 } I I I I # -4214 loop $-1 -1 -1 $-1 $-1 $4200 $4301 F unknown # -4215 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 232 full nubs 3 open 25 0 3 0.047559556905426383 1 0.093962105243210747 1 0.13911153324082218 1 0.18362631012690458 1 0.22745702840049334 1 0.27070251055185446 1 0.31361053211555373 1 0.35626045108497689 1 0.39836615295503769 1 0.43955651497928017 1 0.48004538302142008 1 0.51988849570501205 1 0.559657750317197 1 0.59942125466274088 1 0.63920775508839789 1 0.67966837498578025 1 0.72001985251284817 1 0.75985886556245796 1 0.79955988483238005 1 0.83919914463643819 1 0.87895607623027827 1 0.91879426930246599 1 0.95908336284327511 1 1 3 10.762820512820515 -0.004006410256409982 69.700000000000017 10.762299620550944 -0.035067419729027001 69.700000000000031 10.761270508056242 -0.096433799715073709 69.700000000000017 10.754307111816201 -0.18709071859286908 69.700000000000031 10.742063040865718 -0.27514506534914368 69.700000000000017 10.725823365409445 -0.36085940212001055 69.700000000000031 10.704062696087803 -0.4440552894861331 69.700000000000003 10.678203484597818 -0.52497125515433829 69.700000000000031 10.646925307345718 -0.60312534747664959 69.700000000000017 10.611600078794908 -0.67870593399533874 69.700000000000017 10.571629597668689 -0.75067351935592275 69.700000000000017 10.527539444813895 -0.81852487224678705 69.700000000000045 10.4792983851904 -0.88162529687749303 69.699999999999989 10.427639194897077 -0.94074887439434396 69.700000000000017 10.371355495010851 -0.99483836464676834 69.700000000000003 10.311140342355214 -1.0443995440595273 69.700000000000017 10.247225263855691 -1.0898998308751831 69.700000000000031 10.179395537348832 -1.1301069350372344 69.699999999999989 10.108868459793603 -1.1653498980132202 69.700000000000031 10.037039650869874 -1.196616755609869 69.700000000000003 9.9638557545343378 -1.2232823760186438 69.700000000000017 9.8890666506393003 -1.244892210962367 69.700000000000031 9.8128763565177159 -1.2612221576685756 69.700000000000045 9.735499280714782 -1.2734501940035203 69.700000000000003 9.6566817704552186 -1.2804911393156659 69.700000000000017 9.6036459253306976 -1.2815285621323389 69.700000000000003 9.5769230769230784 -1.2820512820512819 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.047559556905426383 0.093962105243210747 0.13911153324082218 0.18362631012690458 0.22745702840049334 0.27070251055185446 0.31361053211555373 0.35626045108497689 0.39836615295503769 0.43955651497928017 0.48004538302142008 0.51988849570501205 0.559657750317197 0.59942125466274088 0.63920775508839789 0.67966837498578025 0.72001985251284817 0.75985886556245796 0.79955988483238005 0.83919914463643819 0.87895607623027827 0.91879426930246599 0.95908336284327511 -1 none F F 1 F 0 } I I # -4216 point $-1 -1 -1 $-1 10.762820512820515 -0.004006410256409982 69.700000000000017 # -4217 point $-1 -1 -1 $-1 9.5769230769230784 -1.2820512820512819 69.700000000000017 # -4218 rgb_color-st-attrib $-1 -1 $-1 $4100 $3945 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4219 edge $-1 -1 -1 $-1 $4221 0 $4111 1 $4104 $4302 forward @7 unknown F # -4220 pcurve $-1 -1 -1 $-1 0 forward { exppc 233 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 209 } I I I I } 0 0 # -4221 vertex $-1 -1 -1 $-1 $4105 $4303 # -4222 straight-curve $-1 -1 -1 $-1 5.0006009615384626 1.2264623397435896 69.700000000000017 0 0 1000 I I # -4223 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 234 full nubs 3 open 17 0 3 0.058048068659146961 1 0.11421275501915398 1 0.16889164717527611 1 0.22262627012423963 1 0.27565122989181068 1 0.32872502714590335 1 0.38165879123726043 1 0.43595343503421019 1 0.49126385584896581 1 0.54899259118056887 1 0.61041654865802908 1 0.67624796498097306 1 0.74740947401839264 1 0.82486648574455401 1 0.90902599171143927 1 1 3 5.570512820512822 0.53135016025641024 69.700000000000017 5.5699607759535468 0.50544693314639 69.700000000000017 5.5688745980416074 0.45448091480227998 69.700000000000031 5.5595477605714541 0.37960447847685308 69.700000000000003 5.5448373214855655 0.30757030234031224 69.700000000000017 5.5228947067142959 0.23887132744162606 69.700000000000045 5.4960692707089667 0.17270439527225859 69.700000000000017 5.4622630227734152 0.11018542691003037 69.700000000000031 5.4227868632372846 0.050465467516996591 69.700000000000017 5.3774954574425395 -0.0062929796861675427 69.700000000000017 5.3241748939907696 -0.058938156490349017 69.700000000000003 5.2600237012721625 -0.10359723897803043 69.700000000000031 5.1862787204268965 -0.1410983143852039 69.700000000000017 5.1029227518532636 -0.17139877772997628 69.700000000000017 5.0101581439818883 -0.19524035969600964 69.700000000000017 4.9076809504998202 -0.21270874770702777 69.700000000000031 4.7952915430280392 -0.22235275162633664 69.699999999999989 4.7171655056000308 -0.2236731082783659 69.700000000000003 4.6765825320512837 -0.22435897435897439 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.058048068659146961 0.11421275501915398 0.16889164717527611 0.22262627012423963 0.27565122989181068 0.32872502714590335 0.38165879123726043 0.43595343503421019 0.49126385584896581 0.54899259118056887 0.61041654865802908 0.67624796498097306 0.74740947401839264 0.82486648574455401 0.90902599171143927 -1 none F F 1 F 0 } I I # -4224 point $-1 -1 -1 $-1 5.570512820512822 0.53135016025641024 69.700000000000017 # -4225 point $-1 -1 -1 $-1 4.6765825320512837 -0.22435897435897439 69.700000000000017 # -4226 straight-curve $-1 -1 -1 $-1 7.5897435897435921 0.22435897435897439 70 0 1000 0 I I # -4227 coedge $-1 -1 -1 $-1 $4117 $4116 $-1 $4304 forward $3979 $-1 # -4228 edge $-1 -1 -1 $-1 $4305 0 $3967 0.00029999999999998295 $4116 $4306 forward @7 unknown F # -4229 edge $-1 -1 -1 $-1 $4307 0 $4118 0.00029999999999998295 $4117 $4308 forward @7 unknown F # -4230 point $-1 -1 -1 $-1 7.5897435897435921 0.22435897435897439 70 # -4231 point $-1 -1 -1 $-1 7.5897435897435921 1.25 70 # -4232 rgb_color-st-attrib $-1 -1 $-1 $4133 $4003 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4233 rgb_color-st-attrib $-1 -1 $-1 $4143 $4031 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4234 integer_attrib-name_attrib-gen-attrib $-1 -1 $4309 $-1 $4144 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4235 face $4310 -1 -1 $-1 $4288 $4282 $37 $-1 $4311 forward single F F # -4236 loop $-1 -1 -1 $-1 $-1 $4312 $4144 F unknown # -4237 plane-surface $-1 -1 -1 $-1 11.564102564102567 0.19230769230769237 69.700000000000017 0 -1 0 0 0 -1000 forward_v I I I I # -4238 coedge $-1 -1 -1 $-1 $4313 $4314 $4315 $4316 reversed $4145 $-1 # -4239 coedge $-1 -1 -1 $-1 $4153 $4147 $4150 $4246 reversed $3894 $-1 # -4240 edge $-1 -1 -1 $-1 $4247 0 $4243 0.0018654847756410255 $4147 $4317 forward @7 unknown F # -4241 coedge $-1 -1 -1 $-1 $4148 $4160 $-1 $4318 reversed $3894 $-1 # -4242 edge $-1 -1 -1 $-1 $4244 0 $4319 0.0025000000000000001 $4148 $4320 forward @7 unknown F # -4243 vertex $-1 -1 -1 $-1 $4149 $4321 # -4244 vertex $-1 -1 -1 $-1 $4149 $4322 # -4245 straight-curve $-1 -1 -1 $-1 13.871794871794874 -1.25 69.700000000000017 -1000 0 0 I I # -4246 edge $-1 -1 -1 $-1 $4155 0 $4247 0.002216988450223912 $4150 $4323 forward @7 unknown F # -4247 vertex $-1 -1 -1 $-1 $4240 $4324 # -4248 straight-curve $-1 -1 -1 $-1 13.871794871794874 0.61548477564102566 69.700000000000017 0 0 1000 I I # -4249 straight-curve $-1 -1 -1 $-1 15.442307692307695 -1.25 69.700000000000017 -1000 0 0 I I # -4250 point $-1 -1 -1 $-1 15.06971153846154 -1.25 69.700000000000017 # -4251 coedge $-1 -1 -1 $-1 $4164 $4163 $4160 $4252 forward $4032 $-1 # -4252 edge $-1 -1 -1 $-1 $4325 0 $4253 0.002216988450223912 $4160 $4326 forward @7 unknown F # -4253 vertex $-1 -1 -1 $-1 $4252 $4327 # -4254 straight-curve $-1 -1 -1 $-1 15.089743589743591 -0.61548477564102566 69.700000000000017 0 1000 0 I I # -4255 vertex $-1 -1 -1 $-1 $4174 $4328 # -4256 straight-curve $-1 -1 -1 $-1 13.519230769230772 1.25 70 1000 0 0 I I # -4257 edge $-1 -1 -1 $-1 $4325 0 $4165 0.00029999999999998295 $4163 $4329 forward @7 unknown F # -4258 edge $-1 -1 -1 $-1 $4253 0 $4054 0.00029999999999998295 $4164 $4330 forward @7 unknown F # -4259 point $-1 -1 -1 $-1 13.891826923076925 1.25 70 # -4260 edge $-1 -1 -1 $-1 $4261 0 $4263 0.0025000000000000001 $4168 $4331 forward @7 unknown F # -4261 vertex $-1 -1 -1 $-1 $4169 $4332 # -4262 straight-curve $-1 -1 -1 $-1 16.403846153846157 -1.25 70 -1000 0 0 I I # -4263 vertex $-1 -1 -1 $-1 $4260 $4333 # -4264 straight-curve $-1 -1 -1 $-1 16.051282051282055 1.25 70 1000 0 0 I I # -4265 point $-1 -1 -1 $-1 16.403846153846157 1.25 70 # -4266 point $-1 -1 -1 $-1 16.403846153846157 -1.25 70 # -4267 straight-curve $-1 -1 -1 $-1 13.519230769230772 -1.25 70 0 1000 0 I I # -4268 point $-1 -1 -1 $-1 13.519230769230772 -1.25 70 # -4269 coedge $-1 -1 -1 $-1 $4315 $4179 $-1 $4334 forward $3407 $-1 # -4270 edge $-1 -1 -1 $-1 $4271 0 $4335 0.00028846153846153865 $4179 $4336 forward @7 unknown F # -4271 vertex $-1 -1 -1 $-1 $4180 $4337 # -4272 straight-curve $-1 -1 -1 $-1 11.211538461538465 1.25 70 1000 0 0 I I # -4273 coedge $-1 -1 -1 $-1 $4182 $4181 $4338 $4339 forward $4183 $-1 # -4274 edge $-1 -1 -1 $-1 $4340 0 $4067 0.00029999999999998295 $4181 $4341 forward @7 unknown F # -4275 edge $-1 -1 -1 $-1 $4342 0 $4184 0.00029999999999998295 $4182 $4343 forward @7 unknown F # -4276 face $4344 -1 -1 $-1 $4345 $4183 $37 $-1 $4346 forward single F F # -4277 point $-1 -1 -1 $-1 11.211538461538465 1.25 70 # -4278 coedge $-1 -1 -1 $-1 $4187 $4315 $4312 $4347 forward $3407 $-1 # -4279 edge $-1 -1 -1 $-1 $4348 0 $4283 0.00028846153846153865 $4187 $4349 forward @7 unknown F # -4280 coedge $-1 -1 -1 $-1 $4350 $4188 $-1 $4351 reversed $4282 $-1 # -4281 coedge $-1 -1 -1 $-1 $4188 $4350 $4190 $4286 forward $4282 $-1 # -4282 loop $-1 -1 -1 $-1 $-1 $4188 $4235 F unknown # -4283 vertex $-1 -1 -1 $-1 $4279 $4352 # -4284 straight-curve $-1 -1 -1 $-1 12.878205128205133 -0.096153846153846284 70 -1000 0 0 I I # -4285 coedge $-1 -1 -1 $-1 $4191 $4190 $4353 $4354 forward $4192 $-1 # -4286 edge $-1 -1 -1 $-1 $4355 0 $4193 0.00029999999999998295 $4190 $4356 forward @7 unknown F # -4287 edge $-1 -1 -1 $-1 $4357 0 $4072 0.00029999999999998295 $4191 $4358 forward @7 unknown F # -4288 face $4359 -1 -1 $-1 $4360 $4192 $37 $-1 $4361 forward single F F # -4289 point $-1 -1 -1 $-1 11.564102564102567 -0.096153846153846284 70 # -4290 coedge $-1 -1 -1 $-1 $4200 $4207 $4196 $4291 reversed $4214 $-1 # -4291 edge $-1 -1 -1 $-1 $4203 0 $4210 1 $4196 $4362 forward @7 unknown F # -4292 pcurve $-1 -1 -1 $-1 0 forward { exppc 235 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 216 } I I I I } 0 0 # -4293 integer_attrib-name_attrib-gen-attrib $-1 -1 $4363 $-1 $4199 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4294 spline-surface $-1 -1 -1 $-1 forward { ref 216 } I I I I # -4295 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 236 full nubs 3 open 25 0 3 0.044696999889917093 1 0.088533562918587078 1 0.13140913323522752 1 0.17381394214677798 1 0.2157145332694444 1 0.2572471603264207 1 0.29884796417971166 1 0.34060418271481402 1 0.38202944810913447 1 0.42296975004048576 1 0.46363222953061983 1 0.5040475437003944 1 0.54459120575645747 1 0.58496392516909368 1 0.62626521626808296 1 0.66797940050099036 1 0.70994274720535056 1 0.75138185508522559 1 0.79261856497796446 1 0.83394843574582067 1 0.87500805063110387 1 0.91644553022327591 1 0.95790661372830721 1 1 3 9.5769230769230784 -1.2820512820512819 69.700000000000017 9.5481900796605608 -1.2816261737966113 69.700000000000031 9.4912772079410743 -1.2807841408077127 69.700000000000031 9.4071584507457988 -1.2723792162523202 69.699999999999974 9.3251324360207164 -1.2595572110616549 69.700000000000017 9.2454376279902739 -1.2410461092620073 69.700000000000031 9.1681829264476118 -1.2168970690834189 69.700000000000017 9.0932769214001041 -1.1876678349567333 69.700000000000017 9.0204561605219808 -1.1537490465315874 69.700000000000017 8.9506242289432763 -1.1141694978277552 69.699999999999989 8.8840188060428051 -1.0701612941458953 69.700000000000045 8.8212854556298392 -1.0219431983300038 69.700000000000017 8.7624588669471617 -0.96995958292769491 69.700000000000031 8.708482965926807 -0.91335122080180831 69.700000000000017 8.6576096430688114 -0.85417018704111369 69.700000000000003 8.6118730423737038 -0.79021675930762558 69.700000000000045 8.5697794778353771 -0.72294133439518216 69.700000000000017 8.5325745670192052 -0.65169540634484457 69.700000000000017 8.4989654978832068 -0.57859613400962606 69.700000000000003 8.4706491311746728 -0.50362013490281088 69.700000000000017 8.4457645327348025 -0.42787235595714795 69.700000000000017 8.425946469029622 -0.35088591953668985 69.700000000000031 8.4101538839211898 -0.27283841581394941 69.699999999999989 8.3995345148453993 -0.19385971310925071 69.700000000000045 8.3918651257531298 -0.11383218608277546 69.700000000000031 8.3913068774590744 -0.060114821415278206 69.700000000000017 8.3910256410256423 -0.033052884615384415 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.044696999889917093 0.088533562918587078 0.13140913323522752 0.17381394214677798 0.2157145332694444 0.2572471603264207 0.29884796417971166 0.34060418271481402 0.38202944810913447 0.42296975004048576 0.46363222953061983 0.5040475437003944 0.54459120575645747 0.58496392516909368 0.62626521626808296 0.66797940050099036 0.70994274720535056 0.75138185508522559 0.79261856497796446 0.83394843574582067 0.87500805063110387 0.91644553022327591 0.95790661372830721 -1 none F F 1 F 0 } I I # -4296 point $-1 -1 -1 $-1 8.3910256410256423 -0.033052884615384415 69.700000000000017 # -4297 rgb_color-st-attrib $-1 -1 $-1 $4205 $4085 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4298 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 237 full nubs 3 open 25 0 3 0.043098970568897547 1 0.085586760345073579 1 0.12690766574363962 1 0.16796748562152161 1 0.20844955860106659 1 0.2490254246415447 1 0.28928053417167898 1 0.3300098489827315 1 0.37059772409957747 1 0.41046598633269982 1 0.45003321589294876 1 0.48968820960424769 1 0.52911642307419171 1 0.56903680709251014 1 0.60970305423594462 1 0.65075891749421988 1 0.69250926240617794 1 0.73421912137068623 1 0.7767069111468623 1 0.81955184024032146 1 0.86335072883133357 1 0.9078385251300618 1 0.95333370361241832 1 1 3 9.5784254807692317 1.2820512820512822 69.700000000000017 9.606651296779944 1.2815584061664234 69.700000000000031 9.662702662243321 1.2805796438043413 69.700000000000017 9.7455696034655599 1.2731325693467497 69.699999999999989 9.8263071557392898 1.2598408315715808 69.700000000000031 9.9048358128140812 1.2420284124279237 69.700000000000017 9.9813693301726847 1.218659293132567 69.700000000000045 10.055953412195199 1.1910727589011709 69.700000000000017 10.127935158582293 1.156889158581816 69.700000000000017 10.197793444703791 1.1186172163978931 69.700000000000017 10.264703645232986 1.0758083942110621 69.700000000000031 10.327585684151542 1.0285175752110511 69.700000000000017 10.386288939104615 0.97710241776876783 69.700000000000045 10.441601954034445 0.92240804693506195 69.700000000000017 10.491679011494037 0.8625886040303764 69.700000000000017 10.538588922054654 0.79946629177122386 69.700000000000017 10.580983701889821 0.73192184927408499 69.700000000000003 10.619013777004835 0.6605086888896039 69.700000000000031 10.653016528754536 0.58632977381625317 69.700000000000017 10.682078446244054 0.50907766266915566 69.700000000000003 10.707033384501976 0.42967904857661643 69.700000000000017 10.727922773179532 0.34766397656293113 69.700000000000017 10.742911473165737 0.26306048500947321 69.700000000000031 10.754847137019716 0.17623312200233501 69.700000000000031 10.761129206665379 0.086898106514081794 69.699999999999989 10.762251988283941 0.026550711594322558 69.700000000000003 10.762820512820515 -0.004006410256409982 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.043098970568897547 0.085586760345073579 0.12690766574363962 0.16796748562152161 0.20844955860106659 0.2490254246415447 0.28928053417167898 0.3300098489827315 0.37059772409957747 0.41046598633269982 0.45003321589294876 0.48968820960424769 0.52911642307419171 0.56903680709251014 0.60970305423594462 0.65075891749421988 0.69250926240617794 0.73421912137068623 0.7767069111468623 0.81955184024032146 0.86335072883133357 0.9078385251300618 0.95333370361241832 -1 none F F 1 F 0 } I I # -4299 point $-1 -1 -1 $-1 9.5784254807692317 1.2820512820512822 69.700000000000017 # -4300 rgb_color-st-attrib $-1 -1 $-1 $4212 $4091 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4301 face $4364 -1 -1 $-1 $4085 $4365 $37 $-1 $4366 forward single F F # -4302 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 238 full nubs 3 open 13 0 3 0.089242493781528862 1 0.17297682907226897 1 0.25265513723680921 1 0.32895339440098403 1 0.40468808246629262 1 0.48149889356695824 1 0.5618700905962245 1 0.64562900483672381 1 0.73229124918868027 1 0.81917884481480485 1 0.90807468596536789 1 1 3 5.0006009615384626 1.2264623397435896 69.700000000000017 5.0294657713282698 1.22090724257401 69.700000000000017 5.0854138186950104 1.2101399157898143 69.700000000000017 5.1646275819877046 1.1841822265604967 69.699999999999989 5.2367959091478955 1.1518798638444923 69.700000000000017 5.3018060148876742 1.1116344530699815 69.700000000000031 5.3607379179441912 1.0643559394971895 69.700000000000003 5.4127517714542162 1.0077051818828628 69.700000000000017 5.4588581268219496 0.94294709184580172 69.700000000000017 5.4980626128278027 0.87013233879215712 69.700000000000017 5.5306943404678321 0.7917836957344434 69.700000000000017 5.5535497297720697 0.7083152808390355 69.700000000000031 5.5681886477863758 0.62117724419017162 69.699999999999989 5.5697294911873847 0.56162509992124232 69.700000000000003 5.570512820512822 0.53135016025641024 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 11 0.089242493781528862 0.17297682907226897 0.25265513723680921 0.32895339440098403 0.40468808246629262 0.48149889356695824 0.5618700905962245 0.64562900483672381 0.73229124918868027 0.81917884481480485 0.90807468596536789 -1 none F F 1 F 0 } I I # -4303 point $-1 -1 -1 $-1 5.0006009615384626 1.2264623397435896 69.700000000000017 # -4304 edge $-1 -1 -1 $-1 $4305 0 $4307 0.001217948717948718 $4227 $4367 forward @7 unknown F # -4305 vertex $-1 -1 -1 $-1 $4228 $4368 # -4306 straight-curve $-1 -1 -1 $-1 6.371794871794874 0.22435897435897439 69.700000000000017 0 0 1000 I I # -4307 vertex $-1 -1 -1 $-1 $4304 $4369 # -4308 straight-curve $-1 -1 -1 $-1 7.5897435897435921 0.22435897435897439 69.700000000000017 0 0 1000 I I # -4309 rgb_color-st-attrib $-1 -1 $-1 $4234 $4144 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4310 integer_attrib-name_attrib-gen-attrib $-1 -1 $4370 $-1 $4235 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4311 plane-surface $-1 -1 -1 $-1 12.878205128205133 -0.096153846153846284 69.700000000000017 0 1 0 0 0 1000 forward_v I I I I # -4312 coedge $-1 -1 -1 $-1 $4371 $4372 $4278 $4347 reversed $4236 $-1 # -4313 coedge $-1 -1 -1 $-1 $4373 $4238 $-1 $4374 reversed $4145 $-1 # -4314 coedge $-1 -1 -1 $-1 $4238 $4373 $4371 $4375 forward $4145 $-1 # -4315 coedge $-1 -1 -1 $-1 $4278 $4269 $4238 $4316 forward $3407 $-1 # -4316 edge $-1 -1 -1 $-1 $4376 0 $4377 0.0007692307692307689 $4238 $4378 forward @7 unknown F # -4317 straight-curve $-1 -1 -1 $-1 13.871794871794874 0.61548477564102566 69.700000000000017 0 -1000 0 I I # -4318 edge $-1 -1 -1 $-1 $4319 0 $4325 0.00037259615384615331 $4241 $4379 forward @7 unknown F # -4319 vertex $-1 -1 -1 $-1 $4318 $4380 # -4320 straight-curve $-1 -1 -1 $-1 13.519230769230772 -1.25 69.700000000000017 0 1000 0 I I # -4321 point $-1 -1 -1 $-1 13.871794871794874 -1.25 69.700000000000017 # -4322 point $-1 -1 -1 $-1 13.519230769230772 -1.25 69.700000000000017 # -4323 straight-curve $-1 -1 -1 $-1 15.06971153846154 -1.25 69.700000000000017 -540.33509581237502 841.44992972453895 0 I I # -4324 point $-1 -1 -1 $-1 13.871794871794874 0.61548477564102566 69.700000000000017 # -4325 vertex $-1 -1 -1 $-1 $4257 $4381 # -4326 straight-curve $-1 -1 -1 $-1 13.891826923076925 1.25 69.700000000000017 540.33509581237502 -841.44992972453895 0 I I # -4327 point $-1 -1 -1 $-1 15.089743589743591 -0.61548477564102566 69.700000000000017 # -4328 point $-1 -1 -1 $-1 13.519230769230772 1.25 70 # -4329 straight-curve $-1 -1 -1 $-1 13.891826923076925 1.25 69.700000000000017 0 0 1000 I I # -4330 straight-curve $-1 -1 -1 $-1 15.089743589743591 -0.61548477564102566 69.700000000000017 0 0 1000 I I # -4331 straight-curve $-1 -1 -1 $-1 16.051282051282055 -1.25 70 0 1000 0 I I # -4332 point $-1 -1 -1 $-1 16.051282051282055 -1.25 70 # -4333 point $-1 -1 -1 $-1 16.051282051282055 1.25 70 # -4334 edge $-1 -1 -1 $-1 $4335 0 $4376 0.0014102564102564123 $4269 $4382 forward @7 unknown F # -4335 vertex $-1 -1 -1 $-1 $4270 $4383 # -4336 straight-curve $-1 -1 -1 $-1 12.97435897435898 1.25 70 0 -1000 0 I I # -4337 point $-1 -1 -1 $-1 12.97435897435898 1.25 70 # -4338 coedge $-1 -1 -1 $-1 $4384 $4385 $4273 $4339 reversed $4386 $-1 # -4339 edge $-1 -1 -1 $-1 $4340 0 $4342 0.0025000000000000001 $4338 $4387 forward @7 unknown F # -4340 vertex $-1 -1 -1 $-1 $4274 $4388 # -4341 straight-curve $-1 -1 -1 $-1 11.211538461538465 -1.25 69.700000000000017 0 0 1000 I I # -4342 vertex $-1 -1 -1 $-1 $4339 $4389 # -4343 straight-curve $-1 -1 -1 $-1 11.211538461538465 1.25 69.700000000000017 0 0 1000 I I # -4344 integer_attrib-name_attrib-gen-attrib $-1 -1 $4390 $-1 $4276 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4345 face $4391 -1 -1 $-1 $4392 $4393 $37 $-1 $4394 forward single F F # -4346 plane-surface $-1 -1 -1 $-1 11.211538461538465 -1.25 69.700000000000017 1 0 0 0 0 -1000 forward_v I I I I # -4347 edge $-1 -1 -1 $-1 $4377 0 $4348 0.0013141025641025656 $4278 $4395 forward @7 unknown F # -4348 vertex $-1 -1 -1 $-1 $4347 $4396 # -4349 straight-curve $-1 -1 -1 $-1 12.878205128205133 0.19230769230769237 70 0 -1000 0 I I # -4350 coedge $-1 -1 -1 $-1 $4281 $4280 $4397 $4398 forward $4282 $-1 # -4351 edge $-1 -1 -1 $-1 $4399 0 $4283 0.00029999999999998295 $4280 $4400 forward @7 unknown F # -4352 point $-1 -1 -1 $-1 12.878205128205133 -0.096153846153846284 70 # -4353 coedge $-1 -1 -1 $-1 $4397 $4401 $4285 $4354 reversed $4386 $-1 # -4354 edge $-1 -1 -1 $-1 $4355 0 $4357 0.0008653846153846153 $4285 $4402 forward @7 unknown F # -4355 vertex $-1 -1 -1 $-1 $4354 $4403 # -4356 straight-curve $-1 -1 -1 $-1 11.564102564102567 -0.096153846153846284 69.700000000000017 0 0 1000 I I # -4357 vertex $-1 -1 -1 $-1 $4404 $4405 # -4358 straight-curve $-1 -1 -1 $-1 11.564102564102567 -0.96153846153846156 69.700000000000017 0 0 1000 I I # -4359 integer_attrib-name_attrib-gen-attrib $-1 -1 $4406 $-1 $4288 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4360 face $4407 -1 -1 $-1 $4276 $4386 $37 $-1 $4408 reversed single F F # -4361 plane-surface $-1 -1 -1 $-1 11.564102564102567 -0.096153846153846284 69.700000000000017 -1 0 0 0 0 1000 forward_v I I I I # -4362 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 239 full nubs 3 open 17 0 3 0.075226346690898838 1 0.14657472152685233 1 0.2145002518264755 1 0.2795299716530229 1 0.34240295158838174 1 0.40349605272880856 1 0.46376160650303933 1 0.5238643590795875 1 0.58325172425496674 1 0.64130203928313556 1 0.69889777485648918 1 0.75629524381130941 1 0.81462780481296959 1 0.87432476833999861 1 0.93578328386254617 1 1 3 8.3910256410256423 -0.033052884615384415 69.700000000000017 8.3918945448222395 0.017069960594453072 69.700000000000017 8.3935875598046596 0.11473178257489346 69.700000000000031 8.4094063112055508 0.25693997941896779 69.700000000000017 8.4350919031692797 0.39073929076950636 69.700000000000017 8.4718117296877029 0.51611929271155876 69.700000000000031 8.5183542153246901 0.63327645655673415 69.700000000000003 8.5749354976065764 0.7424760667828354 69.700000000000045 8.6432575040961162 0.84248206241851542 69.699999999999989 8.7205471036745035 0.93424643556969311 69.700000000000045 8.8068760364070204 1.0153728674081837 69.700000000000017 8.8987918128018553 1.0874247619727289 69.700000000000031 8.9974421725721925 1.1475245603773689 69.700000000000003 9.1019156620989801 1.197147180557024 69.700000000000003 9.2126561441654804 1.2352459914049241 69.700000000000045 9.3293526931502111 1.2619186257163741 69.700000000000031 9.4518805028663682 1.2791250668400149 69.700000000000017 9.5356311284079815 1.2810617091191037 69.700000000000017 9.5784254807692317 1.2820512820512822 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.075226346690898838 0.14657472152685233 0.2145002518264755 0.2795299716530229 0.34240295158838174 0.40349605272880856 0.46376160650303933 0.5238643590795875 0.58325172425496674 0.64130203928313556 0.69889777485648918 0.75629524381130941 0.81462780481296959 0.87432476833999861 0.93578328386254617 -1 none F F 1 F 0 } I I # -4363 rgb_color-st-attrib $-1 -1 $-1 $4293 $4199 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4364 integer_attrib-name_attrib-gen-attrib $-1 -1 $4409 $-1 $4301 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4365 loop $-1 -1 -1 $-1 $4214 $4410 $4301 F unknown # -4366 plane-surface $-1 -1 -1 $-1 8.7142899640768796 -0.9187338659277573 69.700000000000017 7.3843798334408646e-13 1.7265599210344981e-11 1 0 -1000 1.7265599210344981e-08 forward_v I I I I # -4367 straight-curve $-1 -1 -1 $-1 6.371794871794874 0.22435897435897439 69.700000000000017 1000 0 0 I I # -4368 point $-1 -1 -1 $-1 6.371794871794874 0.22435897435897439 69.700000000000017 # -4369 point $-1 -1 -1 $-1 7.5897435897435921 0.22435897435897439 69.700000000000017 # -4370 rgb_color-st-attrib $-1 -1 $-1 $4310 $4235 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4371 coedge $-1 -1 -1 $-1 $4411 $4312 $4314 $4375 reversed $4236 $-1 # -4372 coedge $-1 -1 -1 $-1 $4312 $4411 $-1 $4412 forward $4236 $-1 # -4373 coedge $-1 -1 -1 $-1 $4314 $4313 $4413 $4414 forward $4145 $-1 # -4374 edge $-1 -1 -1 $-1 $4415 0 $4376 0.00029999999999998295 $4313 $4416 forward @7 unknown F # -4375 edge $-1 -1 -1 $-1 $4417 0 $4377 0.00029999999999998295 $4314 $4418 forward @7 unknown F # -4376 vertex $-1 -1 -1 $-1 $4334 $4419 # -4377 vertex $-1 -1 -1 $-1 $4316 $4420 # -4378 straight-curve $-1 -1 -1 $-1 11.564102564102567 0.96153846153846134 70 0 -1000 0 I I # -4379 straight-curve $-1 -1 -1 $-1 13.519230769230772 1.25 69.700000000000017 1000 0 0 I I # -4380 point $-1 -1 -1 $-1 13.519230769230772 1.25 69.700000000000017 # -4381 point $-1 -1 -1 $-1 13.891826923076925 1.25 69.700000000000017 # -4382 straight-curve $-1 -1 -1 $-1 12.97435897435898 0.96153846153846134 70 -1000 0 0 I I # -4383 point $-1 -1 -1 $-1 12.97435897435898 0.96153846153846134 70 # -4384 coedge $-1 -1 -1 $-1 $4421 $4338 $-1 $4422 reversed $4386 $-1 # -4385 coedge $-1 -1 -1 $-1 $4338 $4423 $-1 $4424 reversed $4386 $-1 # -4386 loop $-1 -1 -1 $-1 $-1 $4384 $4360 F unknown # -4387 straight-curve $-1 -1 -1 $-1 11.211538461538465 -1.25 69.700000000000017 0 1000 0 I I # -4388 point $-1 -1 -1 $-1 11.211538461538465 -1.25 69.700000000000017 # -4389 point $-1 -1 -1 $-1 11.211538461538465 1.25 69.700000000000017 # -4390 rgb_color-st-attrib $-1 -1 $-1 $4344 $4276 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4391 integer_attrib-name_attrib-gen-attrib $-1 -1 $4425 $-1 $4345 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4392 face $4426 -1 -1 $-1 $4427 $4428 $37 $-1 $4429 forward single F F # -4393 loop $-1 -1 -1 $-1 $-1 $4430 $4345 F unknown # -4394 spline-surface $-1 -1 -1 $-1 forward { exactsur 240 full nubs 3 1 open open none none 17 2 0 3 0.061054911743282418 1 0.11954534508474368 1 0.17680635624510255 1 0.23295648303168515 1 0.28858348994650307 1 0.34466666172130034 1 0.40166151083744595 1 0.46054009730827788 1 0.52047706232218804 1 0.58121286535539984 1 0.64343075972201025 1 0.70796086952124204 1 0.7753707435336733 1 0.84641367728132944 1 0.92115188718936913 1 0.99999999999999989 3 0 1 1 1 9.5754206730769251 -0.99358974358974339 69.700000000000017 9.6051737468621923 -0.99284503423865311 69.700000000000003 9.6634301814623615 -0.99138689542849101 69.700000000000017 9.7489297662964507 -0.97918133771771487 69.699999999999989 9.8301639429410663 -0.95840189597727687 69.700000000000017 9.907937887262019 -0.93073975190464242 69.700000000000017 9.9808455215879679 -0.89334524873305954 69.700000000000017 10.050591947210838 -0.8495564901476651 69.700000000000017 10.115275867573903 -0.79604788138136917 69.700000000000017 10.176485089897165 -0.73594163529112266 69.700000000000017 10.231385639092737 -0.66761984731698854 69.700000000000031 10.28009831891729 -0.59276550077657464 69.700000000000031 10.319669071218463 -0.51025597076445406 69.699999999999989 10.353833075016286 -0.42190882927209072 69.700000000000031 10.378849927579758 -0.32605428171371237 69.700000000000003 10.397338914632945 -0.22378200162981621 69.700000000000017 10.408480769663482 -0.11476301126745668 69.700000000000017 10.409654064440213 -0.039923497220804106 69.700000000000031 10.410256410256412 -0.0015024038461535806 69.700000000000017 9.5754206730769251 -0.99358974358974339 70 9.6051737468621923 -0.99284503423865311 69.999999999999986 9.6634301814623615 -0.99138689542849101 70 9.7489297662964507 -0.97918133771771487 69.999999999999986 9.8301639429410663 -0.95840189597727687 70 9.907937887262019 -0.93073975190464242 70 9.9808455215879679 -0.89334524873305954 70 10.050591947210838 -0.8495564901476651 70 10.115275867573903 -0.79604788138136917 70 10.176485089897165 -0.73594163529112266 70 10.231385639092737 -0.66761984731698854 70.000000000000014 10.28009831891729 -0.59276550077657464 70.000000000000014 10.319669071218463 -0.51025597076445406 69.999999999999986 10.353833075016286 -0.42190882927209072 70.000000000000014 10.378849927579758 -0.32605428171371237 69.999999999999986 10.397338914632945 -0.22378200162981621 70 10.408480769663482 -0.11476301126745668 70 10.409654064440213 -0.039923497220804106 70.000000000000014 10.410256410256412 -0.0015024038461535806 70 0 0 0 15 0.061054911743282418 0.11954534508474368 0.17680635624510255 0.23295648303168515 0.28858348994650307 0.34466666172130034 0.40166151083744595 0.46054009730827788 0.52047706232218804 0.58121286535539984 0.64343075972201025 0.70796086952124204 0.7753707435336733 0.84641367728132944 0.92115188718936913 0 0 0 F 1 F 0 F 1 F 0 } I I I I # -4395 straight-curve $-1 -1 -1 $-1 11.564102564102567 0.19230769230769237 70 1000 0 0 I I # -4396 point $-1 -1 -1 $-1 12.878205128205133 0.19230769230769237 70 # -4397 coedge $-1 -1 -1 $-1 $4431 $4353 $4350 $4398 reversed $4386 $-1 # -4398 edge $-1 -1 -1 $-1 $4399 0 $4355 0.0013141025641025656 $4397 $4432 forward @7 unknown F # -4399 vertex $-1 -1 -1 $-1 $4398 $4433 # -4400 straight-curve $-1 -1 -1 $-1 12.878205128205133 -0.096153846153846284 69.700000000000017 0 0 1000 I I # -4401 coedge $-1 -1 -1 $-1 $4353 $4421 $-1 $4404 reversed $4386 $-1 # -4402 straight-curve $-1 -1 -1 $-1 11.564102564102567 -0.096153846153846284 69.700000000000017 0 -1000 0 I I # -4403 point $-1 -1 -1 $-1 11.564102564102567 -0.096153846153846284 69.700000000000017 # -4404 edge $-1 -1 -1 $-1 $4357 0 $4434 0.0014743589743589761 $4401 $4435 forward @7 unknown F # -4405 point $-1 -1 -1 $-1 11.564102564102567 -0.96153846153846156 69.700000000000017 # -4406 rgb_color-st-attrib $-1 -1 $-1 $4359 $4288 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4407 integer_attrib-name_attrib-gen-attrib $-1 -1 $4436 $-1 $4360 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4408 plane-surface $-1 -1 -1 $-1 0 0 69.700000000000017 0 0 -1 -1000 0 0 forward_v I I I I # -4409 rgb_color-st-attrib $-1 -1 $-1 $4364 $4301 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4410 coedge $-1 -1 -1 $-1 $4437 $4438 $4439 $4440 reversed $4365 $-1 # -4411 coedge $-1 -1 -1 $-1 $4372 $4371 $4441 $4442 forward $4236 $-1 # -4412 edge $-1 -1 -1 $-1 $4443 0 $4348 0.00029999999999998295 $4372 $4444 forward @7 unknown F # -4413 coedge $-1 -1 -1 $-1 $4445 $4441 $4373 $4414 reversed $4386 $-1 # -4414 edge $-1 -1 -1 $-1 $4415 0 $4417 0.0007692307692307689 $4413 $4446 forward @7 unknown F # -4415 vertex $-1 -1 -1 $-1 $4414 $4447 # -4416 straight-curve $-1 -1 -1 $-1 11.564102564102567 0.96153846153846134 69.700000000000017 0 0 1000 I I # -4417 vertex $-1 -1 -1 $-1 $4442 $4448 # -4418 straight-curve $-1 -1 -1 $-1 11.564102564102567 0.19230769230769237 69.700000000000017 0 0 1000 I I # -4419 point $-1 -1 -1 $-1 11.564102564102567 0.96153846153846134 70 # -4420 point $-1 -1 -1 $-1 11.564102564102567 0.19230769230769237 70 # -4421 coedge $-1 -1 -1 $-1 $4401 $4384 $-1 $4449 reversed $4386 $-1 # -4422 edge $-1 -1 -1 $-1 $4450 0 $4340 0.0018269230769230784 $4384 $4451 forward @7 unknown F # -4423 coedge $-1 -1 -1 $-1 $4385 $4445 $-1 $4452 reversed $4386 $-1 # -4424 edge $-1 -1 -1 $-1 $4342 0 $4453 0.0017628205128205146 $4385 $4454 forward @7 unknown F # -4425 rgb_color-st-attrib $-1 -1 $-1 $4391 $4345 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4426 integer_attrib-name_attrib-gen-attrib $-1 -1 $4455 $-1 $4392 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4427 face $4456 -1 -1 $-1 $4457 $4458 $37 $-1 $4459 forward single F F # -4428 loop $-1 -1 -1 $-1 $-1 $4460 $4392 F unknown # -4429 spline-surface $-1 -1 -1 $-1 forward { exactsur 241 full nubs 3 1 open open none none 17 2 0 3 0.075964402622199792 1 0.14812522397487105 1 0.21720061114460312 1 0.28329990937236116 1 0.34720186813624077 1 0.40929954070592367 1 0.47042561610740241 1 0.53158806405283465 1 0.59173917291736955 1 0.65025774429057281 1 0.70730303995228605 1 0.76420846402291531 1 0.8211475320101308 1 0.87911881215525411 1 0.9384228183936667 1 1 3 0 1 1 1 8.7435897435897445 -0.037059294871794608 69.700000000000017 8.7441300313688544 -0.073152265841269243 69.700000000000017 8.7451835544076619 -0.14353101199374088 69.700000000000017 8.757236428208488 -0.24613948130976671 69.700000000000003 8.7755247391861815 -0.34295579749889832 69.700000000000017 8.8007332453885354 -0.43425174723532795 69.700000000000017 8.8346196509873831 -0.51912442706305595 69.700000000000031 8.8751352363964067 -0.59838938096469263 69.700000000000017 8.9236441708953489 -0.6715197007627387 69.700000000000031 8.979076202846457 -0.73831081206427218 69.700000000000017 9.0400450832777786 -0.7983109416829296 69.700000000000017 9.1051965194390014 -0.85071786318225229 69.700000000000045 9.1745451570508791 -0.89460495293940046 69.700000000000017 9.2473221431114183 -0.93084311435361944 69.700000000000031 9.3240502007102322 -0.95913030368830965 69.700000000000017 9.4044995285269479 -0.97899285534963654 69.700000000000031 9.4887292361814914 -0.99141526905065047 69.700000000000003 9.5461635095415716 -0.99285588844243022 69.700000000000017 9.5754206730769251 -0.99358974358974339 69.700000000000017 8.7435897435897445 -0.037059294871794608 70 8.7441300313688544 -0.073152265841269243 70 8.7451835544076619 -0.14353101199374088 70 8.757236428208488 -0.24613948130976671 69.999999999999986 8.7755247391861815 -0.34295579749889832 70 8.8007332453885354 -0.43425174723532795 70 8.8346196509873831 -0.51912442706305595 70.000000000000014 8.8751352363964067 -0.59838938096469263 70 8.9236441708953489 -0.6715197007627387 70.000000000000014 8.979076202846457 -0.73831081206427218 70 9.0400450832777786 -0.7983109416829296 70 9.1051965194390014 -0.85071786318225229 70.000000000000028 9.1745451570508791 -0.89460495293940046 70 9.2473221431114183 -0.93084311435361944 70.000000000000014 9.3240502007102322 -0.95913030368830965 70 9.4044995285269479 -0.97899285534963654 70.000000000000014 9.4887292361814914 -0.99141526905065047 69.999999999999986 9.5461635095415716 -0.99285588844243022 70 9.5754206730769251 -0.99358974358974339 70 0 0 0 15 0.075964402622199792 0.14812522397487105 0.21720061114460312 0.28329990937236116 0.34720186813624077 0.40929954070592367 0.47042561610740241 0.53158806405283465 0.59173917291736955 0.65025774429057281 0.70730303995228605 0.76420846402291531 0.8211475320101308 0.87911881215525411 0.9384228183936667 0 0 0 F 1 F 0 F 1 F 0 } I I I I # -4430 coedge $-1 -1 -1 $-1 $4461 $4462 $4463 $4464 reversed $4393 $4465 # -4431 coedge $-1 -1 -1 $-1 $4441 $4397 $-1 $4466 reversed $4386 $-1 # -4432 straight-curve $-1 -1 -1 $-1 12.878205128205133 -0.096153846153846284 69.700000000000017 -1000 0 0 I I # -4433 point $-1 -1 -1 $-1 12.878205128205133 -0.096153846153846284 69.700000000000017 # -4434 vertex $-1 -1 -1 $-1 $4449 $4467 # -4435 straight-curve $-1 -1 -1 $-1 11.564102564102567 -0.96153846153846156 69.700000000000017 1000 0 0 I I # -4436 rgb_color-st-attrib $-1 -1 $-1 $4407 $4360 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4437 coedge $-1 -1 -1 $-1 $4468 $4410 $4469 $4470 reversed $4365 $-1 # -4438 coedge $-1 -1 -1 $-1 $4410 $4468 $4471 $4472 reversed $4365 $-1 # -4439 coedge $-1 -1 -1 $-1 $4473 $4474 $4410 $4440 forward $4475 $4476 # -4440 edge $-1 -1 -1 $-1 $4477 0 $4478 1 $4410 $4479 forward @7 unknown F # -4441 coedge $-1 -1 -1 $-1 $4413 $4431 $4411 $4442 reversed $4386 $-1 # -4442 edge $-1 -1 -1 $-1 $4417 0 $4443 0.0013141025641025656 $4441 $4480 forward @7 unknown F # -4443 vertex $-1 -1 -1 $-1 $4466 $4481 # -4444 straight-curve $-1 -1 -1 $-1 12.878205128205133 0.19230769230769237 69.700000000000017 0 0 1000 I I # -4445 coedge $-1 -1 -1 $-1 $4423 $4413 $-1 $4482 reversed $4386 $-1 # -4446 straight-curve $-1 -1 -1 $-1 11.564102564102567 0.96153846153846134 69.700000000000017 0 -1000 0 I I # -4447 point $-1 -1 -1 $-1 11.564102564102567 0.96153846153846134 69.700000000000017 # -4448 point $-1 -1 -1 $-1 11.564102564102567 0.19230769230769237 69.700000000000017 # -4449 edge $-1 -1 -1 $-1 $4434 0 $4450 0.00028846153846153843 $4421 $4483 forward @7 unknown F # -4450 vertex $-1 -1 -1 $-1 $4422 $4484 # -4451 straight-curve $-1 -1 -1 $-1 13.038461538461544 -1.25 69.700000000000017 -1000 0 0 I I # -4452 edge $-1 -1 -1 $-1 $4453 0 $4485 0.00028846153846153865 $4423 $4486 forward @7 unknown F # -4453 vertex $-1 -1 -1 $-1 $4452 $4487 # -4454 straight-curve $-1 -1 -1 $-1 11.211538461538465 1.25 69.700000000000017 1000 0 0 I I # -4455 rgb_color-st-attrib $-1 -1 $-1 $4426 $4392 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4456 integer_attrib-name_attrib-gen-attrib $-1 -1 $4488 $-1 $4427 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4457 face $4489 -1 -1 $-1 $4490 $4491 $37 $-1 $4492 forward single F F # -4458 loop $-1 -1 -1 $-1 $-1 $4493 $4427 F unknown # -4459 spline-surface $-1 -1 -1 $-1 forward { exactsur 242 full nubs 3 1 open open none none 17 2 0 3 0.055943133356918737 1 0.11038203568984134 1 0.16404785888284934 1 0.21675947754358649 1 0.26960113461444751 1 0.32300850519086854 1 0.37758144367213631 1 0.43344933670805386 1 0.49092185804989324 1 0.55062477087132555 1 0.61311687230981826 1 0.67986074635185045 1 0.75135774402020039 1 0.82826110125899433 1 0.91079503206562928 1 1 3 0 1 1 1 9.5804286858974379 0.99358974358974361 69.700000000000017 9.5523389087791397 0.99303189170007478 69.700000000000031 9.4969146485645766 0.99193118776198408 69.700000000000031 9.415323539526387 0.97969515448005073 69.699999999999989 9.3366608639488948 0.96141284889901824 69.700000000000017 9.2608045457610437 0.93585321152588519 69.700000000000031 9.1884033723989678 0.90200823475730463 69.700000000000003 9.1190822395550271 0.86050200260676946 69.700000000000031 9.0522258205961244 0.81246466421384522 69.700000000000003 8.9888883459262647 0.75672580071580375 69.700000000000031 8.9298439657088498 0.69269545300712099 69.699999999999989 8.8799278657218359 0.61720563515189342 69.700000000000031 8.8378572129022412 0.53205844761684773 69.700000000000031 8.8027289927961174 0.43746971874799029 69.700000000000003 8.7759447594645454 0.3327069213559084 69.699999999999989 8.7574335040200388 0.2182208989497742 69.700000000000031 8.7457458750123234 0.093891011448386824 69.700000000000017 8.7443268279169768 0.0077067232957062012 69.700000000000017 8.7435897435897445 -0.037059294871794608 69.700000000000017 9.5804286858974379 0.99358974358974361 70 9.5523389087791397 0.99303189170007478 70.000000000000014 9.4969146485645766 0.99193118776198408 70.000000000000014 9.415323539526387 0.97969515448005073 69.999999999999986 9.3366608639488948 0.96141284889901824 70 9.2608045457610437 0.93585321152588519 70.000000000000014 9.1884033723989678 0.90200823475730463 69.999999999999986 9.1190822395550271 0.86050200260676946 70.000000000000014 9.0522258205961244 0.81246466421384522 69.999999999999986 8.9888883459262647 0.75672580071580375 70.000000000000014 8.9298439657088498 0.69269545300712099 69.999999999999986 8.8799278657218359 0.61720563515189342 70.000000000000014 8.8378572129022412 0.53205844761684773 70.000000000000014 8.8027289927961174 0.43746971874799029 69.999999999999986 8.7759447594645454 0.3327069213559084 69.999999999999986 8.7574335040200388 0.2182208989497742 70.000000000000014 8.7457458750123234 0.093891011448386824 70 8.7443268279169768 0.0077067232957062012 70 8.7435897435897445 -0.037059294871794608 70 0 0 0 15 0.055943133356918737 0.11038203568984134 0.16404785888284934 0.21675947754358649 0.26960113461444751 0.32300850519086854 0.37758144367213631 0.43344933670805386 0.49092185804989324 0.55062477087132555 0.61311687230981826 0.67986074635185045 0.75135774402020039 0.82826110125899433 0.91079503206562928 0 0 0 F 1 F 0 F 1 F 0 } I I I I # -4460 coedge $-1 -1 -1 $-1 $4494 $4495 $4496 $4497 reversed $4428 $4498 # -4461 coedge $-1 -1 -1 $-1 $4469 $4430 $4495 $4499 reversed $4393 $4500 # -4462 coedge $-1 -1 -1 $-1 $4430 $4469 $4474 $4501 forward $4393 $4502 # -4463 coedge $-1 -1 -1 $-1 $4503 $4496 $4430 $4464 forward $4491 $-1 # -4464 edge $-1 -1 -1 $-1 $4504 0 $4505 0.99999999999999989 $4430 $4506 forward @7 unknown F # -4465 pcurve $-1 -1 -1 $-1 0 forward { exppc 243 nubs 1 open 2 -0.99999999999999989 1 -0 1 0.99999999999999989 1 0 0.9999999999999527 0.001 -1 spline forward { ref 240 } I I I I } 0 0 # -4466 edge $-1 -1 -1 $-1 $4443 0 $4399 0.00028846153846153865 $4431 $4507 forward @7 unknown F # -4467 point $-1 -1 -1 $-1 13.038461538461544 -0.96153846153846156 69.700000000000017 # -4468 coedge $-1 -1 -1 $-1 $4438 $4437 $4508 $4509 reversed $4365 $-1 # -4469 coedge $-1 -1 -1 $-1 $4462 $4461 $4437 $4470 forward $4393 $4510 # -4470 edge $-1 -1 -1 $-1 $4511 0 $4477 0.99999999999999989 $4437 $4512 forward @7 unknown F # -4471 coedge $-1 -1 -1 $-1 $4513 $4514 $4438 $4472 forward $4458 $4515 # -4472 edge $-1 -1 -1 $-1 $4478 0 $4516 1 $4438 $4517 forward @7 unknown F # -4473 coedge $-1 -1 -1 $-1 $4518 $4439 $4514 $4519 forward $4475 $4520 # -4474 coedge $-1 -1 -1 $-1 $4439 $4518 $4462 $4501 reversed $4475 $4521 # -4475 loop $-1 -1 -1 $-1 $-1 $4518 $4490 F unknown # -4476 pcurve $-1 -1 -1 $-1 0 forward { exppc 244 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { exactsur 245 full nubs 3 1 open open none none 25 2 0 3 0.050851615792284421 1 0.099752467809416351 1 0.14743764777693169 1 0.19408578393270406 1 0.23917092708414386 1 0.28333982224543425 1 0.32657714972384394 1 0.36893628149990204 1 0.41057187268145001 1 0.45105059349491217 1 0.49087686299241595 1 0.53004433248438598 1 0.56893666331033088 1 0.60757786213113341 1 0.64642009645051313 1 0.68567935130639435 1 0.72479858498019722 1 0.76351300840451064 1 0.80217252637875547 1 0.84074036157261245 1 0.87964937690058675 1 0.91907061286634006 1 0.95909786221722471 1 1 3 0 1 1 1 10.410256410256412 -0.0015024038461535806 69.700000000000017 10.410043541476979 0.023215226834540248 69.700000000000003 10.409625969965493 0.071702273320387783 69.699999999999989 10.404095923640734 0.14317273463152688 69.700000000000031 10.396962873482863 0.21242005537566419 69.700000000000031 10.386102693723855 0.27935488172423928 69.699999999999989 10.371135988096906 0.3437000213412626 69.700000000000031 10.354555419869532 0.40594533509321662 69.700000000000003 10.333821999128402 0.46555442709241446 69.700000000000031 10.310297043799615 0.52276106142289702 69.699999999999989 10.28397301712752 0.57727155007616915 69.700000000000031 10.254283016073078 0.62862634793080463 69.699999999999989 10.221572099355598 0.67662579891344221 69.700000000000045 10.186722845649125 0.72217992397853581 69.700000000000003 10.147805500345225 0.76352559192408176 69.700000000000003 10.10669395671532 0.80240926295095127 69.700000000000017 10.062454367457024 0.8380275918671044 69.700000000000031 10.015528227443168 0.87038988276362317 69.700000000000003 9.9665812448172613 0.89952104486755935 69.700000000000017 9.9157143234478209 0.92445353988739143 69.700000000000003 9.8637378457834242 0.94635360429635729 69.700000000000017 9.8097817991193335 0.96314092281162345 69.700000000000017 9.7545912124733789 0.9766801415786025 69.700000000000031 9.6979429760937812 0.98696443922418231 69.699999999999989 9.6396268267734087 0.99229012715899645 69.700000000000017 9.6003031027715107 0.99315342720651179 69.700000000000017 9.5804286858974379 0.99358974358974361 69.700000000000017 10.410256410256412 -0.0015024038461535806 70 10.410043541476979 0.023215226834540248 69.999999999999986 10.409625969965493 0.071702273320387783 69.999999999999986 10.404095923640734 0.14317273463152688 70.000000000000014 10.396962873482863 0.21242005537566419 70.000000000000014 10.386102693723855 0.27935488172423928 69.999999999999986 10.371135988096906 0.3437000213412626 70.000000000000014 10.354555419869532 0.40594533509321662 69.999999999999986 10.333821999128402 0.46555442709241446 70.000000000000014 10.310297043799615 0.52276106142289702 69.999999999999986 10.28397301712752 0.57727155007616915 70.000000000000014 10.254283016073078 0.62862634793080463 69.999999999999986 10.221572099355598 0.67662579891344221 70.000000000000028 10.186722845649125 0.72217992397853581 69.999999999999986 10.147805500345225 0.76352559192408176 69.999999999999986 10.10669395671532 0.80240926295095127 70 10.062454367457024 0.8380275918671044 70.000000000000014 10.015528227443168 0.87038988276362317 69.999999999999986 9.9665812448172613 0.89952104486755935 70 9.9157143234478209 0.92445353988739143 69.999999999999986 9.8637378457834242 0.94635360429635729 70 9.8097817991193335 0.96314092281162345 70 9.7545912124733789 0.9766801415786025 70.000000000000014 9.6979429760937812 0.98696443922418231 69.999999999999986 9.6396268267734087 0.99229012715899645 70 9.6003031027715107 0.99315342720651179 70 9.5804286858974379 0.99358974358974361 70 0 0 0 23 0.050851615792284421 0.099752467809416351 0.14743764777693169 0.19408578393270406 0.23917092708414386 0.28333982224543425 0.32657714972384394 0.36893628149990204 0.41057187268145001 0.45105059349491217 0.49087686299241595 0.53004433248438598 0.56893666331033088 0.60757786213113341 0.64642009645051313 0.68567935130639435 0.72479858498019722 0.76351300840451064 0.80217252637875547 0.84074036157261245 0.87964937690058675 0.91907061286634006 0.95909786221722471 0 0 0 F 1 F 0 F 1 F 0 } I I I I } 0 0 # -4477 vertex $-1 -1 -1 $-1 $4440 $4522 # -4478 vertex $-1 -1 -1 $-1 $4440 $4523 # -4479 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 246 full nubs 3 open 25 0 3 0.050851615792284421 1 0.099752467809416351 1 0.14743764777693169 1 0.19408578393270406 1 0.23917092708414386 1 0.28333982224543425 1 0.32657714972384394 1 0.36893628149990204 1 0.41057187268145001 1 0.45105059349491217 1 0.49087686299241595 1 0.53004433248438598 1 0.56893666331033088 1 0.60757786213113341 1 0.64642009645051313 1 0.68567935130639435 1 0.72479858498019722 1 0.76351300840451064 1 0.80217252637875547 1 0.84074036157261245 1 0.87964937690058675 1 0.91907061286634006 1 0.95909786221722471 1 1 3 10.410256410256412 -0.0015024038461535806 69.700000000000017 10.410043541476979 0.023215226834540248 69.700000000000003 10.409625969965493 0.071702273320387783 69.699999999999989 10.404095923640734 0.14317273463152688 69.700000000000031 10.396962873482863 0.21242005537566419 69.700000000000031 10.386102693723855 0.27935488172423928 69.699999999999989 10.371135988096906 0.3437000213412626 69.700000000000031 10.354555419869532 0.40594533509321662 69.700000000000003 10.333821999128402 0.46555442709241446 69.700000000000031 10.310297043799615 0.52276106142289702 69.699999999999989 10.28397301712752 0.57727155007616915 69.700000000000031 10.254283016073078 0.62862634793080463 69.699999999999989 10.221572099355598 0.67662579891344221 69.700000000000045 10.186722845649125 0.72217992397853581 69.700000000000003 10.147805500345225 0.76352559192408176 69.700000000000003 10.10669395671532 0.80240926295095127 69.700000000000017 10.062454367457024 0.8380275918671044 69.700000000000031 10.015528227443168 0.87038988276362317 69.700000000000003 9.9665812448172613 0.89952104486755935 69.700000000000017 9.9157143234478209 0.92445353988739143 69.700000000000003 9.8637378457834242 0.94635360429635729 69.700000000000017 9.8097817991193335 0.96314092281162345 69.700000000000017 9.7545912124733789 0.9766801415786025 69.700000000000031 9.6979429760937812 0.98696443922418231 69.699999999999989 9.6396268267734087 0.99229012715899645 69.700000000000017 9.6003031027715107 0.99315342720651179 69.700000000000017 9.5804286858974379 0.99358974358974361 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.050851615792284421 0.099752467809416351 0.14743764777693169 0.19408578393270406 0.23917092708414386 0.28333982224543425 0.32657714972384394 0.36893628149990204 0.41057187268145001 0.45105059349491217 0.49087686299241595 0.53004433248438598 0.56893666331033088 0.60757786213113341 0.64642009645051313 0.68567935130639435 0.72479858498019722 0.76351300840451064 0.80217252637875547 0.84074036157261245 0.87964937690058675 0.91907061286634006 0.95909786221722471 -1 none F F 1 F 0 } I I # -4480 straight-curve $-1 -1 -1 $-1 11.564102564102567 0.19230769230769237 69.700000000000017 1000 0 0 I I # -4481 point $-1 -1 -1 $-1 12.878205128205133 0.19230769230769237 69.700000000000017 # -4482 edge $-1 -1 -1 $-1 $4485 0 $4415 0.0014102564102564123 $4445 $4524 forward @7 unknown F # -4483 straight-curve $-1 -1 -1 $-1 13.038461538461544 -0.96153846153846156 69.700000000000017 0 -1000 0 I I # -4484 point $-1 -1 -1 $-1 13.038461538461544 -1.25 69.700000000000017 # -4485 vertex $-1 -1 -1 $-1 $4482 $4525 # -4486 straight-curve $-1 -1 -1 $-1 12.97435897435898 1.25 69.700000000000017 0 -1000 0 I I # -4487 point $-1 -1 -1 $-1 12.97435897435898 1.25 69.700000000000017 # -4488 rgb_color-st-attrib $-1 -1 $-1 $4456 $4427 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4489 integer_attrib-name_attrib-gen-attrib $-1 -1 $4526 $-1 $4457 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4490 face $4527 -1 -1 $-1 $4301 $4475 $37 $-1 $4528 forward single F F # -4491 loop $-1 -1 -1 $-1 $-1 $4503 $4457 F unknown # -4492 plane-surface $-1 -1 -1 $-1 0 0 70 0 0 1 1000 0 0 forward_v I I I I # -4493 coedge $-1 -1 -1 $-1 $4514 $4513 $4529 $4530 reversed $4458 $4531 # -4494 coedge $-1 -1 -1 $-1 $4508 $4460 $4513 $4532 reversed $4428 $4533 # -4495 coedge $-1 -1 -1 $-1 $4460 $4508 $4461 $4499 forward $4428 $4534 # -4496 coedge $-1 -1 -1 $-1 $4463 $4529 $4460 $4497 forward $4491 $-1 # -4497 edge $-1 -1 -1 $-1 $4535 0 $4504 1 $4496 $4536 forward @7 unknown F # -4498 pcurve $-1 -1 -1 $-1 0 forward { exppc 247 nubs 1 open 2 -1 1 -0 1 1 0.9999999999999527 0 1 0.001 -1 spline forward { ref 241 } I I I I } 0 0 # -4499 edge $-1 -1 -1 $-1 $4511 0 $4504 0.00029999999999996875 $4495 $4537 forward @7 unknown F # -4500 pcurve $-1 -1 -1 $-1 0 forward { exppc 248 nubs 1 open 2 -0.00029999999999996875 1 -0 1 0 0.9999999999999527 0 0 0.001 -1 spline forward { ref 240 } I I I I } 0 0 # -4501 edge $-1 -1 -1 $-1 $4477 0 $4505 0.00029999999999998295 $4462 $4538 forward @7 unknown F # -4502 pcurve $-1 -1 -1 $-1 0 forward { exppc 249 nubs 1 open 2 0 1 0.00029999999999998295 1 0.99999999999999989 0 0.99999999999999989 1 0.001 -1 spline forward { ref 240 } I I I I } 0 0 # -4503 coedge $-1 -1 -1 $-1 $4529 $4463 $4518 $4539 forward $4491 $-1 # -4504 vertex $-1 -1 -1 $-1 $4497 $4540 # -4505 vertex $-1 -1 -1 $-1 $4539 $4541 # -4506 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 250 full nubs 3 open 17 0 3 0.061054911743282418 1 0.11954534508474368 1 0.17680635624510255 1 0.23295648303168515 1 0.28858348994650307 1 0.34466666172130034 1 0.40166151083744595 1 0.46054009730827788 1 0.52047706232218804 1 0.58121286535539984 1 0.64343075972201025 1 0.70796086952124204 1 0.7753707435336733 1 0.84641367728132944 1 0.92115188718936913 1 0.99999999999999989 3 9.5754206730769251 -0.99358974358974339 69.999999999999986 9.6051737468621923 -0.99284503423865311 69.999999999999986 9.6634301814623615 -0.99138689542849101 70 9.7489297662964507 -0.97918133771771487 69.999999999999986 9.8301639429410663 -0.95840189597727687 70 9.907937887262019 -0.93073975190464242 70 9.9808455215879679 -0.89334524873305954 70 10.050591947210838 -0.8495564901476651 70 10.115275867573903 -0.79604788138136917 70 10.176485089897165 -0.73594163529112266 70 10.231385639092737 -0.66761984731698854 70.000000000000014 10.28009831891729 -0.59276550077657464 70.000000000000014 10.319669071218463 -0.51025597076445406 69.999999999999986 10.353833075016286 -0.42190882927209072 70.000000000000014 10.378849927579758 -0.32605428171371237 69.999999999999986 10.397338914632945 -0.22378200162981621 70 10.408480769663482 -0.11476301126745668 70 10.409654064440213 -0.039923497220804106 70.000000000000014 10.410256410256412 -0.0015024038461535806 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.061054911743282418 0.11954534508474368 0.17680635624510255 0.23295648303168515 0.28858348994650307 0.34466666172130034 0.40166151083744595 0.46054009730827788 0.52047706232218804 0.58121286535539984 0.64343075972201025 0.70796086952124204 0.7753707435336733 0.84641367728132944 0.92115188718936913 -1 none F F 1 F 0 } I I # -4507 straight-curve $-1 -1 -1 $-1 12.878205128205133 0.19230769230769237 69.700000000000017 0 -1000 0 I I # -4508 coedge $-1 -1 -1 $-1 $4495 $4494 $4468 $4509 forward $4428 $4542 # -4509 edge $-1 -1 -1 $-1 $4516 0 $4511 1 $4508 $4543 forward @7 unknown F # -4510 pcurve $-1 -1 -1 $-1 0 forward { exppc 251 nubs 1 open 2 0 1 0.99999999999999989 1 0 0 0.99999999999999989 0 0.001 -1 spline forward { ref 240 } I I I I } 0 0 # -4511 vertex $-1 -1 -1 $-1 $4470 $4544 # -4512 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 252 full nubs 3 open 17 0 3 0.061054911743282418 1 0.11954534508474368 1 0.17680635624510255 1 0.23295648303168515 1 0.28858348994650307 1 0.34466666172130034 1 0.40166151083744595 1 0.46054009730827788 1 0.52047706232218804 1 0.58121286535539984 1 0.64343075972201025 1 0.70796086952124204 1 0.7753707435336733 1 0.84641367728132944 1 0.92115188718936913 1 0.99999999999999989 3 9.5754206730769251 -0.99358974358974339 69.700000000000017 9.6051737468621923 -0.99284503423865311 69.700000000000003 9.6634301814623615 -0.99138689542849101 69.700000000000017 9.7489297662964507 -0.97918133771771487 69.699999999999989 9.8301639429410663 -0.95840189597727687 69.700000000000017 9.907937887262019 -0.93073975190464242 69.700000000000017 9.9808455215879679 -0.89334524873305954 69.700000000000017 10.050591947210838 -0.8495564901476651 69.700000000000017 10.115275867573903 -0.79604788138136917 69.700000000000017 10.176485089897165 -0.73594163529112266 69.700000000000017 10.231385639092737 -0.66761984731698854 69.700000000000031 10.28009831891729 -0.59276550077657464 69.700000000000031 10.319669071218463 -0.51025597076445406 69.699999999999989 10.353833075016286 -0.42190882927209072 69.700000000000031 10.378849927579758 -0.32605428171371237 69.700000000000003 10.397338914632945 -0.22378200162981621 69.700000000000017 10.408480769663482 -0.11476301126745668 69.700000000000017 10.409654064440213 -0.039923497220804106 69.700000000000031 10.410256410256412 -0.0015024038461535806 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.061054911743282418 0.11954534508474368 0.17680635624510255 0.23295648303168515 0.28858348994650307 0.34466666172130034 0.40166151083744595 0.46054009730827788 0.52047706232218804 0.58121286535539984 0.64343075972201025 0.70796086952124204 0.7753707435336733 0.84641367728132944 0.92115188718936913 -1 none F F 1 F 0 } I I # -4513 coedge $-1 -1 -1 $-1 $4493 $4471 $4494 $4532 forward $4458 $4545 # -4514 coedge $-1 -1 -1 $-1 $4471 $4493 $4473 $4519 reversed $4458 $4546 # -4515 pcurve $-1 -1 -1 $-1 0 forward { exppc 253 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 242 } I I I I } 0 0 # -4516 vertex $-1 -1 -1 $-1 $4509 $4547 # -4517 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 254 full nubs 3 open 17 0 3 0.055943133356918737 1 0.11038203568984134 1 0.16404785888284934 1 0.21675947754358649 1 0.26960113461444751 1 0.32300850519086854 1 0.37758144367213631 1 0.43344933670805386 1 0.49092185804989324 1 0.55062477087132555 1 0.61311687230981826 1 0.67986074635185045 1 0.75135774402020039 1 0.82826110125899433 1 0.91079503206562928 1 1 3 9.5804286858974379 0.99358974358974361 69.700000000000017 9.5523389087791397 0.99303189170007478 69.700000000000031 9.4969146485645766 0.99193118776198408 69.700000000000031 9.415323539526387 0.97969515448005073 69.699999999999989 9.3366608639488948 0.96141284889901824 69.700000000000017 9.2608045457610437 0.93585321152588519 69.700000000000031 9.1884033723989678 0.90200823475730463 69.700000000000003 9.1190822395550271 0.86050200260676946 69.700000000000031 9.0522258205961244 0.81246466421384522 69.700000000000003 8.9888883459262647 0.75672580071580375 69.700000000000031 8.9298439657088498 0.69269545300712099 69.699999999999989 8.8799278657218359 0.61720563515189342 69.700000000000031 8.8378572129022412 0.53205844761684773 69.700000000000031 8.8027289927961174 0.43746971874799029 69.700000000000003 8.7759447594645454 0.3327069213559084 69.699999999999989 8.7574335040200388 0.2182208989497742 69.700000000000031 8.7457458750123234 0.093891011448386824 69.700000000000017 8.7443268279169768 0.0077067232957062012 69.700000000000017 8.7435897435897445 -0.037059294871794608 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.055943133356918737 0.11038203568984134 0.16404785888284934 0.21675947754358649 0.26960113461444751 0.32300850519086854 0.37758144367213631 0.43344933670805386 0.49092185804989324 0.55062477087132555 0.61311687230981826 0.67986074635185045 0.75135774402020039 0.82826110125899433 0.91079503206562928 -1 none F F 1 F 0 } I I # -4518 coedge $-1 -1 -1 $-1 $4474 $4473 $4503 $4539 reversed $4475 $4548 # -4519 edge $-1 -1 -1 $-1 $4478 0 $4549 0.00029999999999998295 $4514 $4550 forward @7 unknown F # -4520 pcurve $-1 -1 -1 $-1 0 forward { exppc 255 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 1 0.001 -1 spline forward { ref 245 } I I I I } 0 0 # -4521 pcurve $-1 -1 -1 $-1 0 forward { exppc 256 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 245 } I I I I } 0 0 # -4522 point $-1 -1 -1 $-1 10.410256410256412 -0.0015024038461535806 69.700000000000017 # -4523 point $-1 -1 -1 $-1 9.5804286858974379 0.99358974358974361 69.700000000000017 # -4524 straight-curve $-1 -1 -1 $-1 12.97435897435898 0.96153846153846134 69.700000000000017 -1000 0 0 I I # -4525 point $-1 -1 -1 $-1 12.97435897435898 0.96153846153846134 69.700000000000017 # -4526 rgb_color-st-attrib $-1 -1 $-1 $4489 $4457 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4527 integer_attrib-name_attrib-gen-attrib $-1 -1 $4551 $-1 $4490 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 @50 LEXI Mk2 Single Towel Rail Pillar RIGHT-1-surface1 0 # -4528 spline-surface $-1 -1 -1 $-1 forward { ref 245 } I I I I # -4529 coedge $-1 -1 -1 $-1 $4496 $4503 $4493 $4530 forward $4491 $-1 # -4530 edge $-1 -1 -1 $-1 $4549 0 $4535 1 $4529 $4552 forward @7 unknown F # -4531 pcurve $-1 -1 -1 $-1 0 forward { exppc 257 nubs 1 open 2 -1 1 -0 1 1 1 0 1 0.001 -1 spline forward { ref 242 } I I I I } 0 0 # -4532 edge $-1 -1 -1 $-1 $4516 0 $4535 0.00029999999999998295 $4494 $4553 forward @7 unknown F # -4533 pcurve $-1 -1 -1 $-1 0 forward { exppc 258 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 241 } I I I I } 0 0 # -4534 pcurve $-1 -1 -1 $-1 0 forward { exppc 259 nubs 1 open 2 0 1 0.00029999999999996875 1 1 0 1 0.9999999999999527 0.001 -1 spline forward { ref 241 } I I I I } 0 0 # -4535 vertex $-1 -1 -1 $-1 $4530 $4554 # -4536 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 260 full nubs 3 open 17 0 3 0.075964402622199792 1 0.14812522397487105 1 0.21720061114460312 1 0.28329990937236116 1 0.34720186813624077 1 0.40929954070592367 1 0.47042561610740241 1 0.53158806405283465 1 0.59173917291736955 1 0.65025774429057281 1 0.70730303995228605 1 0.76420846402291531 1 0.8211475320101308 1 0.87911881215525411 1 0.9384228183936667 1 1 3 8.7435897435897445 -0.037059294871794608 70 8.7441300313688544 -0.073152265841269243 70 8.7451835544076619 -0.14353101199374088 70 8.757236428208488 -0.24613948130976671 69.999999999999986 8.7755247391861815 -0.34295579749889832 70 8.8007332453885354 -0.43425174723532795 70 8.8346196509873831 -0.51912442706305595 70.000000000000014 8.8751352363964067 -0.59838938096469263 70 8.9236441708953489 -0.6715197007627387 70.000000000000014 8.979076202846457 -0.73831081206427218 70 9.0400450832777786 -0.7983109416829296 70 9.1051965194390014 -0.85071786318225229 70.000000000000028 9.1745451570508791 -0.89460495293940046 70 9.2473221431114183 -0.93084311435361944 70.000000000000014 9.3240502007102322 -0.95913030368830965 70 9.4044995285269479 -0.97899285534963654 70.000000000000014 9.4887292361814914 -0.99141526905065047 69.999999999999986 9.5461635095415716 -0.99285588844243022 70 9.5754206730769251 -0.99358974358974339 69.999999999999986 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.075964402622199792 0.14812522397487105 0.21720061114460312 0.28329990937236116 0.34720186813624077 0.40929954070592367 0.47042561610740241 0.53158806405283465 0.59173917291736955 0.65025774429057281 0.70730303995228605 0.76420846402291531 0.8211475320101308 0.87911881215525411 0.9384228183936667 -1 none F F 1 F 0 } I I # -4537 straight-curve $-1 -1 -1 $-1 9.5754206730769251 -0.99358974358974339 69.700000000000017 0 0 1000 I I # -4538 straight-curve $-1 -1 -1 $-1 10.410256410256412 -0.0015024038461535806 69.700000000000017 0 0 1000 I I # -4539 edge $-1 -1 -1 $-1 $4505 0 $4549 1 $4518 $4555 forward @7 unknown F # -4540 point $-1 -1 -1 $-1 9.5754206730769251 -0.99358974358974339 69.999999999999986 # -4541 point $-1 -1 -1 $-1 10.410256410256412 -0.0015024038461535806 70 # -4542 pcurve $-1 -1 -1 $-1 0 forward { exppc 261 nubs 1 open 2 0 1 1 1 0 0 1 0 0.001 -1 spline forward { ref 241 } I I I I } 0 0 # -4543 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 262 full nubs 3 open 17 0 3 0.075964402622199792 1 0.14812522397487105 1 0.21720061114460312 1 0.28329990937236116 1 0.34720186813624077 1 0.40929954070592367 1 0.47042561610740241 1 0.53158806405283465 1 0.59173917291736955 1 0.65025774429057281 1 0.70730303995228605 1 0.76420846402291531 1 0.8211475320101308 1 0.87911881215525411 1 0.9384228183936667 1 1 3 8.7435897435897445 -0.037059294871794608 69.700000000000017 8.7441300313688544 -0.073152265841269243 69.700000000000017 8.7451835544076619 -0.14353101199374088 69.700000000000017 8.757236428208488 -0.24613948130976671 69.700000000000003 8.7755247391861815 -0.34295579749889832 69.700000000000017 8.8007332453885354 -0.43425174723532795 69.700000000000017 8.8346196509873831 -0.51912442706305595 69.700000000000031 8.8751352363964067 -0.59838938096469263 69.700000000000017 8.9236441708953489 -0.6715197007627387 69.700000000000031 8.979076202846457 -0.73831081206427218 69.700000000000017 9.0400450832777786 -0.7983109416829296 69.700000000000017 9.1051965194390014 -0.85071786318225229 69.700000000000045 9.1745451570508791 -0.89460495293940046 69.700000000000017 9.2473221431114183 -0.93084311435361944 69.700000000000031 9.3240502007102322 -0.95913030368830965 69.700000000000017 9.4044995285269479 -0.97899285534963654 69.700000000000031 9.4887292361814914 -0.99141526905065047 69.700000000000003 9.5461635095415716 -0.99285588844243022 69.700000000000017 9.5754206730769251 -0.99358974358974339 69.700000000000017 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.075964402622199792 0.14812522397487105 0.21720061114460312 0.28329990937236116 0.34720186813624077 0.40929954070592367 0.47042561610740241 0.53158806405283465 0.59173917291736955 0.65025774429057281 0.70730303995228605 0.76420846402291531 0.8211475320101308 0.87911881215525411 0.9384228183936667 -1 none F F 1 F 0 } I I # -4544 point $-1 -1 -1 $-1 9.5754206730769251 -0.99358974358974339 69.700000000000017 # -4545 pcurve $-1 -1 -1 $-1 0 forward { exppc 263 nubs 1 open 2 0 1 0.00029999999999998295 1 1 0 1 1 0.001 -1 spline forward { ref 242 } I I I I } 0 0 # -4546 pcurve $-1 -1 -1 $-1 0 forward { exppc 264 nubs 1 open 2 -0.00029999999999998295 1 -0 1 0 1 0 0 0.001 -1 spline forward { ref 242 } I I I I } 0 0 # -4547 point $-1 -1 -1 $-1 8.7435897435897445 -0.037059294871794608 69.700000000000017 # -4548 pcurve $-1 -1 -1 $-1 0 forward { exppc 265 nubs 1 open 2 -1 1 -0 1 1 1 0 1 0.001 -1 spline forward { ref 245 } I I I I } 0 0 # -4549 vertex $-1 -1 -1 $-1 $4539 $4556 # -4550 straight-curve $-1 -1 -1 $-1 9.5804286858974379 0.99358974358974361 69.700000000000017 0 0 1000 I I # -4551 rgb_color-st-attrib $-1 -1 $-1 $4527 $4490 2 1 2 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 0.89803921568627454 0.89803921568627454 0.89803921568627454 # -4552 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 266 full nubs 3 open 17 0 3 0.055943133356918737 1 0.11038203568984134 1 0.16404785888284934 1 0.21675947754358649 1 0.26960113461444751 1 0.32300850519086854 1 0.37758144367213631 1 0.43344933670805386 1 0.49092185804989324 1 0.55062477087132555 1 0.61311687230981826 1 0.67986074635185045 1 0.75135774402020039 1 0.82826110125899433 1 0.91079503206562928 1 1 3 9.5804286858974379 0.99358974358974361 70 9.5523389087791397 0.99303189170007478 70.000000000000014 9.4969146485645766 0.99193118776198408 70.000000000000014 9.415323539526387 0.97969515448005073 69.999999999999986 9.3366608639488948 0.96141284889901824 70 9.2608045457610437 0.93585321152588519 70.000000000000014 9.1884033723989678 0.90200823475730463 69.999999999999986 9.1190822395550271 0.86050200260676946 70.000000000000014 9.0522258205961244 0.81246466421384522 69.999999999999986 8.9888883459262647 0.75672580071580375 70.000000000000014 8.9298439657088498 0.69269545300712099 69.999999999999986 8.8799278657218359 0.61720563515189342 70.000000000000014 8.8378572129022412 0.53205844761684773 70.000000000000014 8.8027289927961174 0.43746971874799029 69.999999999999986 8.7759447594645454 0.3327069213559084 69.999999999999986 8.7574335040200388 0.2182208989497742 70.000000000000014 8.7457458750123234 0.093891011448386824 70 8.7443268279169768 0.0077067232957062012 70 8.7435897435897445 -0.037059294871794608 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 15 0.055943133356918737 0.11038203568984134 0.16404785888284934 0.21675947754358649 0.26960113461444751 0.32300850519086854 0.37758144367213631 0.43344933670805386 0.49092185804989324 0.55062477087132555 0.61311687230981826 0.67986074635185045 0.75135774402020039 0.82826110125899433 0.91079503206562928 -1 none F F 1 F 0 } I I # -4553 straight-curve $-1 -1 -1 $-1 8.7435897435897445 -0.037059294871794608 69.700000000000017 0 0 1000 I I # -4554 point $-1 -1 -1 $-1 8.7435897435897445 -0.037059294871794608 70 # -4555 intcurve-curve $-1 -1 -1 $-1 forward { exactcur 267 full nubs 3 open 25 0 3 0.050851615792284421 1 0.099752467809416351 1 0.14743764777693169 1 0.19408578393270406 1 0.23917092708414386 1 0.28333982224543425 1 0.32657714972384394 1 0.36893628149990204 1 0.41057187268145001 1 0.45105059349491217 1 0.49087686299241595 1 0.53004433248438598 1 0.56893666331033088 1 0.60757786213113341 1 0.64642009645051313 1 0.68567935130639435 1 0.72479858498019722 1 0.76351300840451064 1 0.80217252637875547 1 0.84074036157261245 1 0.87964937690058675 1 0.91907061286634006 1 0.95909786221722471 1 1 3 10.410256410256412 -0.0015024038461535806 70 10.410043541476979 0.023215226834540248 69.999999999999986 10.409625969965493 0.071702273320387783 69.999999999999986 10.404095923640734 0.14317273463152688 70.000000000000014 10.396962873482863 0.21242005537566419 70.000000000000014 10.386102693723855 0.27935488172423928 69.999999999999986 10.371135988096906 0.3437000213412626 70.000000000000014 10.354555419869532 0.40594533509321662 69.999999999999986 10.333821999128402 0.46555442709241446 70.000000000000014 10.310297043799615 0.52276106142289702 69.999999999999986 10.28397301712752 0.57727155007616915 70.000000000000014 10.254283016073078 0.62862634793080463 69.999999999999986 10.221572099355598 0.67662579891344221 70.000000000000028 10.186722845649125 0.72217992397853581 69.999999999999986 10.147805500345225 0.76352559192408176 69.999999999999986 10.10669395671532 0.80240926295095127 70 10.062454367457024 0.8380275918671044 70.000000000000014 10.015528227443168 0.87038988276362317 69.999999999999986 9.9665812448172613 0.89952104486755935 70 9.9157143234478209 0.92445353988739143 69.999999999999986 9.8637378457834242 0.94635360429635729 70 9.8097817991193335 0.96314092281162345 70 9.7545912124733789 0.9766801415786025 70.000000000000014 9.6979429760937812 0.98696443922418231 69.999999999999986 9.6396268267734087 0.99229012715899645 70 9.6003031027715107 0.99315342720651179 70 9.5804286858974379 0.99358974358974361 70 0 null_surface null_surface nullbs nullbs -1 -1 I I 0 0 23 0.050851615792284421 0.099752467809416351 0.14743764777693169 0.19408578393270406 0.23917092708414386 0.28333982224543425 0.32657714972384394 0.36893628149990204 0.41057187268145001 0.45105059349491217 0.49087686299241595 0.53004433248438598 0.56893666331033088 0.60757786213113341 0.64642009645051313 0.68567935130639435 0.72479858498019722 0.76351300840451064 0.80217252637875547 0.84074036157261245 0.87964937690058675 0.91907061286634006 0.95909786221722471 -1 none F F 1 F 0 } I I # -4556 point $-1 -1 -1 $-1 9.5804286858974379 0.99358974358974361 70 # End-of-ACIS-data