NavaneethaRajesh_2024_MEC

By Navaneetha Rajesh
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#outer flower petal designs
#method: using squares of suitable size and rotating them to form petals 
#white petals
o_1=rectangle(w=210,h=210,fill='#e5ddc1',stroke='none')
outer_1=o_1 |repeat(24,rotate(15)) 

#yellow petals
o_2=rectangle(w=195,h=195,fill='#e8ce45',stroke='none')
outer_2=o_2 |repeat(24,rotate(15)) 

#orange petals
o_3=rectangle(w=177,h=177,fill='#dd7034 ',stroke='none')
outer_3=o_3 |repeat(20,rotate(18)) 

#red petals
o_4=rectangle(w=155,h=155,fill='#8c1d1a',stroke='none')
outer_4=o_4 |repeat(20,rotate(18)) | rotate(10)

#combining outer sections
outer=combine([outer_1,outer_2,outer_3,outer_4])
show(outer)

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#dark background
#method: using circle()
bg_out=circle(r=90,fill='#130b0a')
show(bg_out)

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#multicolor petals

#sq function to return squares using rectangle() function 
def sq(color,l,x,y):
    r=rectangle(h=l,w=l,x=x,y=y,stroke='none',fill=color)
    return r

#pattern() function to return a single multicolor square 
def pattern(x,y,l):
    s1=sq(l=l,x=x,y=y,color='#8c1d1a')
    s2=sq(l=4*(l/5),x=x,y=y,color='#dd7034')
    s3=sq(l=3*(l/5),x=x,y=y,color='#e8ce45')
    s4=sq(l=2*(l/5),x=x,y=y,color='#e5ddc1')
    n=combine([s1,s2,s3,s4])
    return n

#calling pattern() function to make multiple squares
#finally making a petal pattern by rotating appropriately
a=pattern(x=30,y=30,l=50) | repeat(8,rotate(45)) |scale(1.1)
show(a)

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#background for centre piece 
#black border
centre1=circle(r=60,fill='#130b0a') 
#orange band with red border 
centre2=circle(r=50,fill='#dd7034',stroke='#8c1d1a',stroke_width=5)
#yellow band
centre3=circle(r=40,fill='#e8ce45',stroke='none')
#white band
centre4=circle(r=35,fill='#e5ddc1',stroke='none')

#combining entire background of centre
centre_bg=combine([centre1,centre2,centre3,centre4])
show(centre_bg)

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#foreground/centre

#making of polygons for making tree shape

#using a user-defined function tree()
def tree(z,k,sc):
    z=z-1
    k=k-6.5
    
    #bark of the tree
    #points plotted with the help of cartesian system
    j1=point(x=z+0.3,y=k-1.98)
    j2=point(x=z+0.27,y=k-0.32)
    j3=point(x=z+0.23,y=k+1.18)
    j4=point(x=z+0.34,y=k+2.59)
    j5=point(x=z+0.87,y=k+4.82)
    j6=point(x=z+1.34,y=k+6.2)
    j7=point(x=z+0.73,y=k+6.29)
    j8=point(x=z+0.1,y=k+4.68)
    j9=point(x=z-0.35,y=k+2.98)
    j10=point(x=z-0.55,y=k+1.25)
    j11=point(x=z-0.52,y=k-0.31)
    j12=point(x=z-0.46,y=k-1.95)

    #polygon formed joining the points for the bark of tree
    stem=polygon([j1,j2,j3,j4,j5,j6,j7,j8,j9,j10,j11,j12],fill='brown') |scale(x=5,y=10)

    #leaves of the tree
    #points plotted using cartesian system 
    l1_1=point(x=z+5.06,y=k+3.31)
    l1_2=point(x=z+5.09,y=k+4.67)
    l1_3=point(x=z+4.15,y=k+5.69)
    l1_4=point(x=z+0.96,y=k+6.68)
    l1_5=point(x=z+2.42,y=k+7.23)
    l1_6=point(x=z+3.78,y=k+7.16)
    l1_7=point(x=z+4.98,y=k+6.5)
    l1_8=point(x=z+5.64,y=k+5.22)

    #points joined to form a singular leaf
    l1=polygon([l1_1,l1_2,l1_3,l1_4,l1_5,l1_6,l1_7,l1_8],fill="green",stroke='none')
    
    #leaf duplicated and rotated to form multiple leaves 
    leaf= l1 |repeat (3,rotate(30))|scale(10)
    
    #the leaves of one side mirrored to fill the other side
    l_rev= leaf |scale(x=-1)

    #circles for coconuts
    coconut=circle(r=0.001,fill='black',x=z+0.73,y=k+6.29)+circle(r=0.001,fill='black',x=z+1.34,y=k+6.2) |scale(10)
    
    #entire parts of tree combined 
    t=combine([stem,leaf,l_rev,coconut]) 
    show(t|scale(sc) | translate(x=-9,y=12))
#calling of tree() function
tree(z=0,k=0,sc=0.4) 

#vallam() function to make the vallam/boat figure
def vallam(f,g,sca,fi):
    #points plotted with the help of cartesian system
    p1=point(x=f-5,y=g+0)
    p2=point(x=f-3.28,y=g+0.22)
    p3=point(x=f-1.84,y=g+0.62)
    p4=point(x=f-0.64,y=g+1.22)
    p5=point(x=f+0.36,y=g+2.38)
    p6=point(x=f+1,y=g+3.8)
    p7=point(x=f+1,y=g+5)
    p8=point(x=f+0.78,y=g+5.98)
    p9=point(x=f+2.54,y=g+7.88)
    p10=point(x=f+2.92,y=g+6.72)
    p11=point(x=f+3.18,y=g+5.48)
    p12=point(x=f+3,y=g+4)
    p13=point(x=f+2.24,y=g+2.16)
    p14=point(x=f+0.48,y=g+0.82)
    p15=point(x=f-1.48,y=g+0.22)
    p16=point(x=f-3,y=g+0)
    
    #making a polygon to form the shape of vallam/boat
    sh=polygon([p1,p2,p3,p4,p5,p6,p7,p8,p9,p10,p11,p12,p13,p14,p15,p16],fill=fi)
   
    #3 circle figures on the vallam/boat
    cir1=circle(r=0.20,fill='white',x=f+1.37,y=g+5.88,stroke='none')
    cir2=circle(r=0.20,fill='white',x=f+1.96,y=g+6.46,stroke='none')
    cir3=circle(r=0.20,fill='white',x=f+2.4,y=g+7.01,stroke='none')

    #combining the entire vallam/boat figure
    n=combine([sh,cir1,cir2,cir3])
    show(n|scale(sca))

#calling of vallam() function to form two vallams/boats
vallam(f=3,g=-10,sca=2,fi='black')
vallam(f=8,g=-10,sca=2,fi='black')

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