Welcome to the eXclusive clan website! If you aren't a member, you can still check somethings out, but register to see the entire page!

~SplitParadox


Never Drive Alone.
 
HomeHome  FAQFAQ  SearchSearch  MemberlistMemberlist  UsergroupsUsergroups  RegisterRegister  Log inLog in  

Share | 
 

 Radical 1

View previous topic View next topic Go down 
AuthorMessage
Guest
Guest



PostSubject: Radical 1    Sat Dec 08, 2012 9:57 pm

Code:

div(16)
shadow()

1stColor(211,222,254)
2ndColor(156,176,217)
gr(-18)

<p>
c(211,222,254)
gr(-18)

p(-48,-13,18)
p(-40,-22,18)
p(-42,-20,41)
p(-37,-21,73)
p(-30,-18,85)
p(-44,-15,79)
p(-46,-15,66)
p(-48,-13,34)
</p>


<p>
c(156,176,217)
fs(1)
gr(-18)
p(-17,-7,104)
p(-44,-7,87)
p(-43,6,89)
p(-24,6,111)
p(-22,0,107)
</p>

<p>
c(211,222,254)
gr(-18)
p(-24,6,111)
p(-15,4,111)
p(-15,4,124)
</p>

<p>
c(211,222,254)
gr(-18)
p(-24,6,111)
p(-22,0,107)
p(-15,4,124)
</p>


<p>
c(211,222,254)
gr(-18)
fs(1)
p(-30,-18,85)
p(-44,-15,79)
p(-44,-7,87)

p(-17,-7,104)
p(-15,-8,103)

p(-21,-9,100)
p(-39,-10,87)
p(-39,-14,83)
p(-33,-15,85)
p(-20,-10,99)
p(-21,-9,100)

p(-15,-8,103)
</p>


<p>
c(255,255,255)
gr(-18)
lightF
p(-39,-14,83)
p(-39,-10,87)
p(-21,-9,100)
p(-20,-10,99)
p(-33,-15,85)
</p>



<p>
c(50,50,50)
gr(-18)
p(0,3,108)
p(0,-8,99)
p(-15,-8,99)
p(-17,-7,100)
p(-22,0,104)
p(-24,6,107)
p(-7,3,108)
</p>


<p>
c(156,176,217)
gr(-18)
fs(-1)
p(-47,3,18)
p(-48,-13,18)
p(-48,-14,34)
p(-46,-15,66)
p(-46,-7,57)
p(-46,6,55)
</p>


<p>
c(211,222,254)
gr(-18)
p(-46,-16,-61)
p(-48,-13,18)
p(-40,-22,18)
p(-40,-22,15)
p(-40,-24,-50)
p(-40,-24,-61)
</p>

<p>
c(156,176,217)
gr(-18)
fs(-1)
p(-46,-16,-61)
p(-48,-13,18)
p(-47,3,18)
p(-48,2,-61)
</p>


<p>
c(156,176,217)
gr(-18)
fs(-1)
p(-48,2,-61)
p(-48,6,-67)
p(-46,-7,-69)
p(-46,-15,-78)
p(-46,-16,-61)
</p>



<p>
c(211,222,254)
gr(-18)
p(-46,-16,-61)
p(-40,-24,-61)
p(-40,-24,-90)
p(-38,-19,-98)
p(-46,-15,-91)
p(-46,-15,-78)
</p>

<p>
c(211,222,254)
gr(-18)
fs(-1)
p(-38,-19,-98)
p(-46,-15,-91)
p(-43,-7,-99)
p(-35,-9,-106)
</p>

<p>
c(156,176,217)
gr(-18)
p(-35,-9,-106)
p(-35,3,-109)
p(-42,6,-101)
p(-43,-7,-99)
</p>

// rotrx


<p>
c(211,222,254)
gr(-18)
p(-43,6,89)

p(-45,6,87)
p(-46,-7,85)
p(-46,-13,79)
p(-48,-13,66)
p(-48,-7,59)
p(-48,8,57)

p(-46,6,55)
p(-46,-7,57)
p(-46,-15,66)
p(-44,-15,79)
p(-44,-7,87)
</p>

<p>
c(211,222,254)
gr(-18)
p(-42,6,-101)

p(-44,6,-99)
p(-45,-7,-97)
p(-48,-13,-91)
p(-48,-13,-78)
p(-48,-7,-71)
p(-50,8,-69)

p(-48,6,-67)
p(-46,-7,-69)
p(-46,-15,-78)
p(-46,-15,-91)
p(-43,-7,-99)
</p>


<p>
c(211,222,254)
gr(-18)
p(-47,3,18)
p(-51,8,18)
p(-48,8,56)
p(-46,6,55)
</p>

//helo

<p>
c(211,222,254)
gr(-18)
p(-47,3,18)
p(-51,8,18)
p(-50,8,-61)
p(-50,8,-68)
p(-48,6,-67)
p(-48,2,-61)
</p>


<p>
c(211,222,254)
gr(-18)
p(0,8,101)
p(0,3,112)
p(-7,3,112)
p(-24,6,111)
p(-43,6,89)
</p>


///-------- flip



<p>
c(211,222,254)
gr(-18)

p(48,-13,18)
p(40,-22,18)
p(42,-20,41)
p(37,-21,73)
p(30,-18,85)
p(44,-15,79)
p(46,-15,66)
p(48,-14,34)
</p>


<p>
c(156,176,217)
fs(-1)
gr(-18)
p(17,-7,104)
p(44,-7,87)
p(43,6,89)
p(24,6,111)
p(22,0,107)
</p>

<p>
c(211,222,254)
gr(-18)
p(24,6,111)
p(15,4,111)
p(15,4,124)
</p>

<p>
c(211,222,254)
gr(-18)
p(24,6,111)
p(22,0,107)
p(15,4,124)
</p>


<p>
c(211,222,254)
gr(-18)
fs(-1)
p(30,-18,85)
p(44,-15,79)
p(44,-7,87)
p(17,-7,104)
p(15,-8,103)

p(21,-9,100)
p(39,-10,87)
p(39,-14,83)
p(33,-15,85)
p(20,-10,99)
p(21,-9,100)

p(15,-8,103)
</p>


<p>
c(255,255,255)
gr(-18)
fs(-1)
lightF
p(39,-14,83)
p(39,-10,87)
p(21,-9,100)
p(20,-10,99)
p(33,-15,85)
</p>


<p>
c(50,50,50)
fs(-1)
gr(-18)
p(0,3,108)
p(0,-8,99)
p(15,-8,99)
p(17,-7,100)
p(22,0,104)
p(24,6,107)
p(7,3,108)
</p>


<p>
c(156,176,217)
gr(-18)
p(47,3,18)
p(48,-13,18)
p(48,-14,34)
p(46,-15,66)
p(46,-7,57)
p(46,6,55)
</p>


<p>
c(211,222,254)
gr(-18)
fs(-1)
p(46,-16,-61)
p(48,-13,18)
p(40,-22,18)
p(40,-22,15)
p(40,-24,-50)
p(40,-24,-61)
</p>


<p>
c(156,176,217)
gr(-18)
p(46,-16,-61)
p(48,-13,18)
p(47,3,18)
p(48,2,-61)
</p>


<p>
c(156,176,217)
gr(-18)
p(48,2,-61)
p(48,6,-67)
p(46,-7,-69)
p(46,-15,-78)
p(46,-16,-61)
</p>



<p>
c(211,222,254)
fs(-1)
gr(-18)
p(46,-16,-61)
p(40,-24,-61)
p(40,-24,-90)
p(38,-19,-98)
p(46,-15,-91)
p(46,-15,-78)
</p>

<p>
c(211,222,254)
gr(-18)
p(38,-19,-98)
p(46,-15,-91)
p(43,-7,-99)
p(35,-9,-106)
</p>

<p>
c(156,176,217)
gr(-18)
fs(-1)
p(35,-9,-106)
p(35,3,-109)
p(42,6,-101)
p(43,-7,-99)
</p>

// rotrx


<p>
c(211,222,254)
gr(-18)
p(43,6,89)

p(45,6,87)
p(46,-7,85)
p(46,-13,79)
p(48,-13,66)
p(48,-7,59)
p(48,8,57)

p(46,6,55)
p(46,-7,57)
p(46,-15,66)
p(44,-15,79)
p(44,-7,87)
</p>


<p>
c(211,222,254)
gr(-18)
p(42,6,-101)

p(44,6,-99)
p(45,-7,-97)
p(48,-13,-91)
p(48,-13,-78)
p(48,-7,-71)
p(50,8,-69)

p(48,6,-67)
p(46,-7,-69)
p(46,-15,-78)
p(46,-15,-91)
p(43,-7,-99)
</p>

<p>
c(211,222,254)
gr(-18)
p(47,3,18)
p(51,8,18)
p(48,8,56)
p(46,6,55)
</p>

<p>
c(211,222,254)
gr(-18)
p(47,3,18)
p(51,8,18)
p(50,8,-61)
p(50,8,-68)
p(48,6,-67)
p(48,2,-61)
</p>

<p>
c(211,222,254)
gr(-18)
fs(-1)
p(0,8,101)
p(0,3,112)
p(7,3,112)
p(24,6,111)
p(43,6,89)
</p>



///=------------




<p>
c(211,222,254)
gr(-18)
p(-20,-18,87)
p(20,-18,87)
p(17,-23,25)
p(-17,-23,25)
</p>

<p>
c(156,176,217)
gr(-18)
p(-17,-23,25)
p(-40,-22,18)
p(-42,-20,41)
p(-37,-21,73)
p(-20,-18,87)
</p>

<p>
c(156,176,217)
gr(-18)
fs(-1)
p(17,-23,25)
p(40,-22,18)
p(42,-20,41)
p(37,-21,73)
p(20,-18,87)
</p>



<p>
c(211,222,254)
gr(-18)
p(-30,-18,85)
p(-15,-8,103)
p(15,-8,103)
p(30,-18,85)
p(37,-21,73)
p(20,-18,87)
p(-20,-18,87)
p(-37,-21,73)
</p>




// glass top:

<p>
c(211,222,254)
gr(-18)
p(-40,-22,18)
p(-40,-22,15)
p(-30,-37,-12)
p(-30,-37,-9)
</p>

<p>
c(211,222,254)
gr(-18)
p(-29,-36,-56)
p(-30,-39,-11)
p(-30,-37,-9)
p(-30,-37,-12)
p(-30,-37,-9)
p(-29,-35,-44)
p(-29,-34,-55)
</p>

<p>
c(211,222,254)
gr(-18)
p(-40,-24,-61)
p(-35,-24,-74)
p(-29,-36,-56)
p(-29,-34,-55)
</p>

<p>
c(193,199,254)
gr(-18)
p(-40,-24,-50)
p(-29,-35,-44)
p(-29,-34,-55)
p(-40,-24,-61)
</p>


<p>
glass
gr(-18)
p(-40,-22,15)
p(-30,-37,-12)
p(-29,-35,-44)
p(-40,-24,-50)
</p>


//

<p>
c(211,222,254)
gr(-18)
p(40,-22,18)
p(40,-22,15)
p(30,-37,-12)
p(30,-37,-9)
</p>


<p>
c(211,222,254)
gr(-18)
p(29,-36,-56)
p(30,-39,-11)
p(30,-37,-9)
p(30,-37,-12)
p(30,-37,-9)
p(29,-35,-44)
p(29,-34,-55)
</p>

<p>
c(211,222,254)
gr(-18)
p(40,-24,-61)
p(35,-24,-74)
p(29,-36,-56)
p(29,-34,-55)
</p>


<p>
c(193,199,254)
gr(-18)
fs(-1)
p(40,-24,-50)
p(29,-35,-44)
p(29,-34,-55)
p(40,-24,-61)
</p>


<p>
glass
gr(-18)
fs(-1)
p(40,-22,15)
p(30,-37,-12)
p(29,-35,-44)
p(40,-24,-50)
</p>

//

<p>
glass
gr(-18)
p(-30,-37,-9)
p(-40,-22,18)
p(-17,-23,25)
p(17,-23,25)
p(40,-22,18)
p(30,-37,-9)
p(10,-37,-6)
p(-10,-37,-6)
</p>


<p>
c(211,222,254)
gr(-18)
p(-30,-39,-11)
p(-30,-37,-9)
p(-10,-37,-6)
p(10,-37,-6)
p(30,-37,-9)
p(30,-39,-11)
p(10,-39,-8)
p(-10,-39,-8)
</p>


//


<p>
c(211,222,254)
gr(-18)
fs(-1)
p(29,-36,-56)
p(30,-39,-11)
p(10,-39,-8)
p(-10,-39,-8)
p(-30,-39,-11)
p(-29,-36,-56)
p(-29,-36,-56)
p(-10,-36,-58)
p(10,-36,-58)
</p>


<p>
c(211,222,254)
gr(-18)
fs(-1)
p(-40,-24,-61)
p(-40,-24,-90)
p(40,-24,-90)
p(40,-24,-61)
p(35,-24,-74)
p(17,-24,-76)
p(-17,-24,-76)
p(-35,-24,-74)
</p>


<p>
glass
fs(-1)
gr(-18)
p(-29,-34,-55)
p(-35,-24,-74)
p(-17,-24,-76)
p(17,-24,-76)
p(35,-24,-74)
p(29,-34,-55)
p(10,-34,-56)
p(-10,-34,-56)
</p>


<p>
c(211,222,254)
gr(-18)
p(-29,-34,-55)
p(-29,-36,-56)
p(-10,-36,-58)
p(10,-36,-58)
p(29,-36,-56)
p(29,-34,-55)
p(10,-34,-56)
p(-10,-34,-56)
</p>



// herer
<p>
c(211,222,254)
gr(-18)
fs(-1)
p(40,-24,-90)
p(-40,-24,-90)
p(-38,-19,-98)
p(-35,-9,-106)
p(-20,-9,-106)
p(-15,-12,-106)
p(15,-12,-106)
p(20,-9,-106)
p(35,-9,-106)
p(38,-19,-98)
</p>


<p>
c(200,60,60)
gr(-18)
fs(-1)
lightB
p(-30,-19,-98)
p(-31,-22,-93)
p(-36,-22,-93)
p(-34,-19,-98)
p(-32,-11,-104)
p(-29,-11,-104)
</p>


<p>
c(200,60,60)
gr(-18)
gr(-18)
lightB
p(30,-19,-98)
p(31,-22,-93)
p(36,-22,-93)
p(34,-19,-98)
p(32,-11,-104)
p(29,-11,-104)
</p>


<p>
c(156,176,217)
gr(-18)
p(-35,3,-109)
p(-35,-9,-106)
p(-20,-9,-106)
p(-15,-12,-106)
p(15,-12,-106)
p(20,-9,-106)
p(35,-9,-106)
p(35,3,-109)
</p>


<p>
c(211,222,254)
gr(-18)
fs(-1)
p(-40,-24,-61)
p(-40,-24,-90)
p(-60,-40,-100)
p(-65,-40,-80)
</p>

<p>
c(211,222,254)
gr(-18)
p(-60,-40,-100)
p(-65,-40,-80)
p(-17,-24,-76)
p(-17,-24,-90)
</p>


<p>
c(156,176,217)
gr(-18)
p(-70,-55,-135)
p(-60,-40,-100)
p(-65,-40,-80)
</p>


<p>
c(211,222,254)
gr(-18)
p(40,-24,-61)
p(40,-24,-90)
p(60,-40,-100)
p(65,-40,-80)
</p>

<p>
c(211,222,254)
gr(-18)
fs(-1)
p(60,-40,-100)
p(65,-40,-80)
p(17,-24,-76)
p(17,-24,-90)
</p>


<p>
c(156,176,217)
gr(-18)
p(70,-55,-135)
p(60,-40,-100)
p(65,-40,-80)
</p>


// unders

<p>
c(70,70,70)
gr(-18)
p(-36,6,91)
p(-36,6,55)
p(36,6,55)
p(36,6,91)
p(0,8,101)
</p>

<p>
c(70,70,70)
gr(-18)
fs(-1)
p(-46,6,55)
p(46,6,55)
p(51,8,18)
p(-51,8,18)
</p>

<p>
c(70,70,70)
gr(-18)
p(51,8,18)
p(-51,8,18)
p(-50,8,-68)
p(50,8,-68)
</p>


<p>
c(70,70,70)
gr(-18)
fs(-1)
p(-36,8,-68)
p(36,8,-68)
p(36,6,-101)
p(-36,6,-101)
</p>

<p>
c(70,70,70)
gr(-18)
p(42,6,-101)
p(-42,6,-101)
p(-35,3,-109)
p(35,3,-109)
</p>



//rims([color],size,depth)

rims(211,222,254,19,-20)

// wheeels:
//w(cx,cy,cz,rotates,w,h)

gwgr(40)

w(-42,2,72,11,17,12)
w(42,2,72,11,-17,12)

w(-42,2,-84,0,17,12)
w(42,2,-84,0,-17,12)


handling(200)


stat(200,200,200,64,16)


physics(100,100,100,25,0,100,0,100,0,100,100,0,0,0,0,1000000000000)
[code][/code]
c(211,222,254)
gr(-18)
p(42,6,-101)

p(44,6,-99)
p(45,-7,-97)
p(48,-13,-91)
p(48,-13,-78)
p(48,-7,-71)
p(50,8,-69)

p(48,6,-67)
p(46,-7,-69)
p(46,-15,-78)
p(46,-15,-91)
p(43,-7,-99)
Back to top Go down
Fost

avatar

Posts : 155
Credits : 1981
Join date : 2012-12-08

PostSubject: Re: Radical 1    Fri Dec 14, 2012 8:18 pm

Interesting
Back to top Go down
View user profile
RAD1

avatar

Posts : 746
Credits : 2711
Join date : 2012-12-08

PostSubject: Re: Radical 1    Sat Dec 15, 2012 2:03 am

Addes a codebox, please do this everytime

~SplitParad0x, CEO

____________________________________________
Back to top Go down
View user profile
Sponsored content




PostSubject: Re: Radical 1    

Back to top Go down
 
Radical 1
View previous topic View next topic Back to top 
Page 1 of 1
 Similar topics
-
» Radical Inquisitor and his merry band 1500
» TORA Radical Spec Series Lap Times - Mugello Autodromo Internazionale
» MSA TORA Radical Cup Media
» MSA TORA Radical Cup Car List and Build Rules
» Ferrari & Mclaren Radical SR4 skins for Race07 / Race On

Permissions in this forum:You cannot reply to topics in this forum
 :: Showcases :: Cars-
Jump to: