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− | Version 1:
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| <asy> | | <asy> |
− | import three;
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− | unitsize(4cm);
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− | size(50);
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− | currentprojection=orthographic(1/2,-1,1/2);
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− | label("(5,38)",(0,0,0));
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− | label("(4,29)",(0,1,0));
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− | label("(4,35)",(1,0,0));
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− | label("(4,39)",(1,1,0));
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− | label("(0,30)",(0,0,1));
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− | label("(2,38)",(0,1,1));
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− | label("(5,39)",(1,0,1));
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− | label("(3,46)",(1,1,1));
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− | label("(4,46)",(0,0,2));
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− | label("(3,46)",(0,1,2));
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− | label("(0,36)",(1,0,2));
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− | label("(2,46)",(1,1,2));
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| | | |
− | | + | unitsize(.5cm); |
− | label("Sitting 1",(2.5,0,0));
| + | pair bar(pair a) { |
− | label("Sitting 2",(2.5,1,0));
| + | return (a.x,-a.y); |
− | | + | }; |
− | draw((1,0,0)--(2,0,0));
| + | pair A[] = { (6.5,0),(1.5,12) }; |
− | draw((1,1,0)--(2,1,0));
| + | string S[] = { "C","B","A","D","3","1" }; |
− | | + | pair P[] = { A[0],A[1],-bar(A[1]),-bar(A[0]),(2A[0]-bar(A[0]))/3,(2A[0]+A[1])/3, |
− | label("Area 1",(0,-1.5,0));
| + | (5A[0]-4bar(A[0]))/9,(5A[0]+4A[1])/9 |
− | label("Area 2",(1,-1.5,0));
| + | }; |
− | | + | pair D[] = { (2P[4]+P[5])/3,(P[4]+2P[5])/3 }; |
− | draw((0,0,0)--(0,-1,0));
| + | draw( D[0]--P[6] ); |
− | draw((1,0,0)--(1,-1,0));
| + | pair E[] = {(D[0]+P[6])/2,D[0] + P[6] - P[4]}; |
− | | + | dot(E[0]);dot(E[1]);draw(P[6]--E[1]);draw(P[4]--E[1]); |
− | | + | draw( D[1]--P[7] ); |
− | draw((0,0,0)--(1,0,0)--(1,1,0)--(0,1,0)--cycle3,red);
| + | draw( P[0] -- P[1] -- P[2] -- P[3] --cycle) ;draw(P[4]--P[5]); |
− | | + | label( "13", (P[0]+P[1])/2 ); |
− | draw((0,0,0)--(0,0,1));dot((0,0,.5));
| + | label( "13", (0,-1) ); |
− | draw((0,1,0)--(0,1,1));dot((0,1,.4));
| + | label( "13", (P[2]+P[3])/2 ); |
− | draw((1,1,0)--(1,1,1));dot((1,1,.4));
| + | label( "3", (P[1]+P[2])/2 ); |
− | draw((1,0,0)--(1,0,1));dot((1,0,.4)); | + | for(int i=0;i<10;++i) { |
− | | + | if(i<4) { |
− | draw((0,0,.5)--(0,1,.4)--(1,1,.4)--(1,0,.4)--cycle3,blue);
| + | label( S[i], P[i]); |
− | | + | } else { |
− | | + | |
− | | + | dot( (i<8) ? P[i] : D[i-8] ); |
− | draw((0,0,1)--(1,0,1)--(1,1,1)--(0,1,1)--cycle3,green);
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− | | |
− | | |
− | draw((0,0,1)--(0,0,2));
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− | draw((0,1,1)--(0,1,2)); | |
− | draw((1,1,1)--(1,1,2)); | |
− | draw((1,0,1)--(1,0,2)); | |
− | draw((0,0,2)--(1,0,2)--(1,1,2)--(0,1,2)--cycle3,blue); | |
− | </asy>
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− | | |
− | Version 2 (better code, looks cooler with opacities):
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− | <asy>
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− | import three;
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− | unitsize(4cm);
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− | size(50);
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− | currentprojection=orthographic(-1/2,-1,1/2);
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− | | |
− | pair arr[] =
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− | {
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− | (5,38),(4,29),
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− | (4,35),(4,39),
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− |
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− | (0,30),(2,38),
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− | (5,39),(3,46),
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− |
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− | (4,46),(3,46),
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− | (0,36),(2,46)
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− | };
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− | | |
− | string locale[] =
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− | {
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− | "Camassia",
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− | "Tanner Creek",
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− | "Mary S. Young"
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− | };
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− |
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− | int is(int a,int b) { return a==b ? 1 : 0; }
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− | | |
− | for(int i = 0; i<12; ++i) {
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− | label((string) arr[i] , (floor(i%4/2),i%2,floor(i/4)) );
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− | if(i%4==0) {
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− | draw((0,0,floor(i/4))--(1,0,floor(i/4))--(1,1,floor(i/4))--(0,1,floor(i/4))--cycle3,
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− | rgb(
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− | is(floor(i/4),1),
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− | is(floor(i/4),2),
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− | is(floor(i/4),0))
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− | );
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− | int a = floor(i/4);
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− | fill((0,0,arr[4a].x/10 + a)--(0,1,arr[4a+1].x/10 + a)--(1,1,arr[4a+3].x/10 + a)--(1,0,arr[4a+2].x/10 + a)--cycle,purple+opacity(.1));
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− | fill((0,0,arr[4a].y/50 + a)--(0,1,arr[4a+1].y/50 + a)--(1,1,arr[4a+3].y/50 + a)--(1,0,arr[4a+2].y/50 + a)--cycle,orange+opacity(.1));
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− | }
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− |
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− | if(i%3==0) {
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− | int a = floor(i/3);
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− | draw( (floor(a/2),a%2,0) -- (floor(a/2),a%2,2+arr[8+a].y/50) , dashed );
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− | }
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− | }
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− | | |
− | for(int i=0;i<3;++i) {
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− | label( (string) locale[i],(.5,.5,i) );
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| } | | } |
− | for(int i=0;i<2;++i) {
| + | }; |
− | label( "Site " + (string) (i+1),
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− | (2.5,i,0)
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− | );
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− | draw( (i,0,0) -- (2i,i-1,0) );
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− | draw( (1,i,0) -- (i+1,2i-1,0) );
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− | label( "Area " + (string) (i+1),
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− | (i,-1.5,0)
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− | );
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| | | |
− | fill((2,0,i+1)--(3,0,i+1)--(3,0,i+2)--(2,0,i+2)--cycle3,(i==0 ? purple : orange)+opacity(.1));
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− | label( i==0 ? "Temperature (F)" : "Birds", (2.5,0,i+1.5) );
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− | }
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| </asy> | | </asy> |
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− | I did everything related to the [[ Mock AIME 3 Pre 2005]]
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− | all in one edit - each solution page, the answers, and the entire aime page.
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