# data[].attributes.body
g_{wg}=\left[\left(-101,102\right),\left(0,-1\right),\left(1,-1\right),\left(2,-1\right),\left(5,-1\right),\left(6,-1\right),\left(7,-1\right),\left(10,-1\right),\left(11,-1\right),\left(14,-1\right),\left(15,-1\right)\right]
e_{p}=\left(30,0\right)
g_{ts}=2
g_{ws}=\left[\left(-101,102\right),\left(12,-1\right)\right]
g_{wgr}=\left[\left(-100, -100\right),\left(-100.5,101.5\right),\left(-101.5,101.5\right),\left(-101.5,102.5\right),\left(-100.5,102.5\right),\left(-100.5,101.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,-1.5\right),\left(0.5,-1.5\right),\left(0.5,-0.5\right),\left(1.5,-0.5\right),\left(1.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,-1.5\right),\left(1.5,-1.5\right),\left(1.5,-0.5\right),\left(2.5,-0.5\right),\left(2.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(5.5,-1.5\right),\left(4.5,-1.5\right),\left(4.5,-0.5\right),\left(5.5,-0.5\right),\left(5.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,-1.5\right),\left(5.5,-1.5\right),\left(5.5,-0.5\right),\left(6.5,-0.5\right),\left(6.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,-1.5\right),\left(6.5,-1.5\right),\left(6.5,-0.5\right),\left(7.5,-0.5\right),\left(7.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(10.5,-1.5\right),\left(9.5,-1.5\right),\left(9.5,-0.5\right),\left(10.5,-0.5\right),\left(10.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(11.5,-1.5\right),\left(10.5,-1.5\right),\left(10.5,-0.5\right),\left(11.5,-0.5\right),\left(11.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(14.5,-1.5\right),\left(13.5,-1.5\right),\left(13.5,-0.5\right),\left(14.5,-0.5\right),\left(14.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(15.5,-1.5\right),\left(14.5,-1.5\right),\left(14.5,-0.5\right),\left(15.5,-0.5\right),\left(15.5,-1.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100, -100\right),\left(-100.5,101.5\right),\left(-101.5,101.5\right),\left(-101.5,102.5\right),\left(-100.5,102.5\right),\left(-100.5,101.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(12.5,-1.5\right),\left(11.5,-1.5\right),\left(11.5,-0.5\right),\left(12.5,-0.5\right),\left(12.5,-1.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100, -100\right),\left(-100.5,101.5\right),\left(-101.5,101.5\right),\left(-101.5,102.5\right),\left(-100.5,102.5\right),\left(-100.5,101.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(13.5,0.5\right),\left(12.5,0.5\right),\left(12.5,1.5\right),\left(13.5,1.5\right),\left(13.5,0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(13.5,-0.5\right),\left(12.5,-0.5\right),\left(12.5,0.5\right),\left(13.5,0.5\right),\left(13.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(13.5,-1.5\right),\left(12.5,-1.5\right),\left(12.5,-0.5\right),\left(13.5,-0.5\right),\left(13.5,-1.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,102\right),\left(13,1\right),\left(13,0\right),\left(13,-1\right)\right]

# data[].attributes.body
g_{wg}=\left[\left(-101,102\right),\left(0,-1\right),\left(1,-1\right),\left(4,-1\right),\left(5,-1\right),\left(6,-1\right),\left(7,-1\right),\left(8,-1\right),\left(10,-1\right),\left(11,-1\right),\left(12,-1\right),\left(13,-1\right)\right]
e_{p}=\left(12,0\right)
g_{ts}=2
g_{ws}=\left[\left(-101,102\right)\right]
g_{wgr}=\left[\left(-100, -100\right),\left(-100.5,101.5\right),\left(-101.5,101.5\right),\left(-101.5,102.5\right),\left(-100.5,102.5\right),\left(-100.5,101.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,-1.5\right),\left(0.5,-1.5\right),\left(0.5,-0.5\right),\left(1.5,-0.5\right),\left(1.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,-1.5\right),\left(3.5,-1.5\right),\left(3.5,-0.5\right),\left(4.5,-0.5\right),\left(4.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(5.5,-1.5\right),\left(4.5,-1.5\right),\left(4.5,-0.5\right),\left(5.5,-0.5\right),\left(5.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,-1.5\right),\left(5.5,-1.5\right),\left(5.5,-0.5\right),\left(6.5,-0.5\right),\left(6.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,-1.5\right),\left(6.5,-1.5\right),\left(6.5,-0.5\right),\left(7.5,-0.5\right),\left(7.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(8.5,-1.5\right),\left(7.5,-1.5\right),\left(7.5,-0.5\right),\left(8.5,-0.5\right),\left(8.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(10.5,-1.5\right),\left(9.5,-1.5\right),\left(9.5,-0.5\right),\left(10.5,-0.5\right),\left(10.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(11.5,-1.5\right),\left(10.5,-1.5\right),\left(10.5,-0.5\right),\left(11.5,-0.5\right),\left(11.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(12.5,-1.5\right),\left(11.5,-1.5\right),\left(11.5,-0.5\right),\left(12.5,-0.5\right),\left(12.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(13.5,-1.5\right),\left(12.5,-1.5\right),\left(12.5,-0.5\right),\left(13.5,-0.5\right),\left(13.5,-1.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100, -100\right),\left(-100.5,101.5\right),\left(-101.5,101.5\right),\left(-101.5,102.5\right),\left(-100.5,102.5\right),\left(-100.5,101.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100, -100\right),\left(-100.5,101.5\right),\left(-101.5,101.5\right),\left(-101.5,102.5\right),\left(-100.5,102.5\right),\left(-100.5,101.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,102\right)\right]

# data[].attributes.body
g_{wg}=\left[\left(-101,105\right),\left(17,2\right),\left(10,3\right),\left(3,4\right),\left(4,4\right),\left(11,3\right),\left(12,3\right),\left(6,2\right),\left(7,2\right),\left(18,2\right),\left(19,2\right),\left(20,2\right),\left(0,-1\right),\left(1,-1\right)\right]
e_{p}=\left(40,6\right)
g_{ts}=2
g_{ws}=\left[\left(-101,105\right),\left(1,2\right),\left(8,2\right),\left(15,0\right),\left(2,-1\right)\right]
g_{wgr}=\left[\left(-100, -100\right),\left(-100.5,104.5\right),\left(-101.5,104.5\right),\left(-101.5,105.5\right),\left(-100.5,105.5\right),\left(-100.5,104.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(3.5,3.5\right),\left(2.5,3.5\right),\left(2.5,4.5\right),\left(3.5,4.5\right),\left(3.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,3.5\right),\left(3.5,3.5\right),\left(3.5,4.5\right),\left(4.5,4.5\right),\left(4.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(11.5,2.5\right),\left(10.5,2.5\right),\left(10.5,3.5\right),\left(11.5,3.5\right),\left(11.5,2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(12.5,2.5\right),\left(11.5,2.5\right),\left(11.5,3.5\right),\left(12.5,3.5\right),\left(12.5,2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,1.5\right),\left(5.5,1.5\right),\left(5.5,2.5\right),\left(6.5,2.5\right),\left(6.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,1.5\right),\left(6.5,1.5\right),\left(6.5,2.5\right),\left(7.5,2.5\right),\left(7.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(18.5,1.5\right),\left(17.5,1.5\right),\left(17.5,2.5\right),\left(18.5,2.5\right),\left(18.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(19.5,1.5\right),\left(18.5,1.5\right),\left(18.5,2.5\right),\left(19.5,2.5\right),\left(19.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(20.5,1.5\right),\left(19.5,1.5\right),\left(19.5,2.5\right),\left(20.5,2.5\right),\left(20.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,-1.5\right),\left(0.5,-1.5\right),\left(0.5,-0.5\right),\left(1.5,-0.5\right),\left(1.5,-1.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100, -100\right),\left(-100.5,104.5\right),\left(-101.5,104.5\right),\left(-101.5,105.5\right),\left(-100.5,105.5\right),\left(-100.5,104.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,1.5\right),\left(0.5,1.5\right),\left(0.5,2.5\right),\left(1.5,2.5\right),\left(1.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(8.5,1.5\right),\left(7.5,1.5\right),\left(7.5,2.5\right),\left(8.5,2.5\right),\left(8.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(15.5,-0.5\right),\left(14.5,-0.5\right),\left(14.5,0.5\right),\left(15.5,0.5\right),\left(15.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,-1.5\right),\left(1.5,-1.5\right),\left(1.5,-0.5\right),\left(2.5,-0.5\right),\left(2.5,-1.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100, -100\right),\left(-100.5,104.5\right),\left(-101.5,104.5\right),\left(-101.5,105.5\right),\left(-100.5,105.5\right),\left(-100.5,104.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,1.5\right),\left(3.5,1.5\right),\left(3.5,2.5\right),\left(4.5,2.5\right),\left(4.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(5.5,1.5\right),\left(4.5,1.5\right),\left(4.5,2.5\right),\left(5.5,2.5\right),\left(5.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(13.5,-0.5\right),\left(12.5,-0.5\right),\left(12.5,0.5\right),\left(13.5,0.5\right),\left(13.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(14.5,-0.5\right),\left(13.5,-0.5\right),\left(13.5,0.5\right),\left(14.5,0.5\right),\left(14.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(16.5,-0.5\right),\left(15.5,-0.5\right),\left(15.5,0.5\right),\left(16.5,0.5\right),\left(16.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(17.5,-0.5\right),\left(16.5,-0.5\right),\left(16.5,0.5\right),\left(17.5,0.5\right),\left(17.5,-0.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,105\right),\left(4,2\right),\left(5,2\right),\left(13,0\right),\left(14,0\right),\left(16,0\right),\left(17,0\right)\right]

# data[].attributes.body
g_{wg}=\left[\left(-101,112\right),\left(1,12\right),\left(2,12\right),\left(0,10\right),\left(2,10\right),\left(4,10\right),\left(0,9\right),\left(2,7\right),\left(7,7\right),\left(1,5\right),\left(0,4\right),\left(2,4\right),\left(4,3\right),\left(7,2\right),\left(3,1\right),\left(4,1\right),\left(1,0\right),\left(6,0\right),\left(4,-1\right),\left(2,-2\right),\left(6,-2\right),\left(0,-3\right),\left(1,-3\right)\right]
e_{p}=\left(14,24\right)
g_{ts}=2
g_{ws}=\left[\left(-101,112\right),\left(4,12\right),\left(6,9\right),\left(3,8\right),\left(0,5\right),\left(5,5\right),\left(1,2\right),\left(7,-2\right)\right]
g_{wgr}=\left[\left(-100, -100\right),\left(-100.5,111.5\right),\left(-101.5,111.5\right),\left(-101.5,112.5\right),\left(-100.5,112.5\right),\left(-100.5,111.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,11.5\right),\left(0.5,11.5\right),\left(0.5,12.5\right),\left(1.5,12.5\right),\left(1.5,11.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,11.5\right),\left(1.5,11.5\right),\left(1.5,12.5\right),\left(2.5,12.5\right),\left(2.5,11.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,9.5\right),\left(-0.5,9.5\right),\left(-0.5,10.5\right),\left(0.5,10.5\right),\left(0.5,9.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,9.5\right),\left(1.5,9.5\right),\left(1.5,10.5\right),\left(2.5,10.5\right),\left(2.5,9.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,9.5\right),\left(3.5,9.5\right),\left(3.5,10.5\right),\left(4.5,10.5\right),\left(4.5,9.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,8.5\right),\left(-0.5,8.5\right),\left(-0.5,9.5\right),\left(0.5,9.5\right),\left(0.5,8.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,6.5\right),\left(1.5,6.5\right),\left(1.5,7.5\right),\left(2.5,7.5\right),\left(2.5,6.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,6.5\right),\left(6.5,6.5\right),\left(6.5,7.5\right),\left(7.5,7.5\right),\left(7.5,6.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,4.5\right),\left(0.5,4.5\right),\left(0.5,5.5\right),\left(1.5,5.5\right),\left(1.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,3.5\right),\left(-0.5,3.5\right),\left(-0.5,4.5\right),\left(0.5,4.5\right),\left(0.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,3.5\right),\left(1.5,3.5\right),\left(1.5,4.5\right),\left(2.5,4.5\right),\left(2.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,2.5\right),\left(3.5,2.5\right),\left(3.5,3.5\right),\left(4.5,3.5\right),\left(4.5,2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,1.5\right),\left(6.5,1.5\right),\left(6.5,2.5\right),\left(7.5,2.5\right),\left(7.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(3.5,0.5\right),\left(2.5,0.5\right),\left(2.5,1.5\right),\left(3.5,1.5\right),\left(3.5,0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,0.5\right),\left(3.5,0.5\right),\left(3.5,1.5\right),\left(4.5,1.5\right),\left(4.5,0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,0.5\right),\left(1.5,0.5\right),\left(1.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,-0.5\right),\left(5.5,-0.5\right),\left(5.5,0.5\right),\left(6.5,0.5\right),\left(6.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,-1.5\right),\left(3.5,-1.5\right),\left(3.5,-0.5\right),\left(4.5,-0.5\right),\left(4.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,-2.5\right),\left(1.5,-2.5\right),\left(1.5,-1.5\right),\left(2.5,-1.5\right),\left(2.5,-2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,-2.5\right),\left(5.5,-2.5\right),\left(5.5,-1.5\right),\left(6.5,-1.5\right),\left(6.5,-2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,-3.5\right),\left(-0.5,-3.5\right),\left(-0.5,-2.5\right),\left(0.5,-2.5\right),\left(0.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,-3.5\right),\left(0.5,-3.5\right),\left(0.5,-2.5\right),\left(1.5,-2.5\right),\left(1.5,-3.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100, -100\right),\left(-100.5,111.5\right),\left(-101.5,111.5\right),\left(-101.5,112.5\right),\left(-100.5,112.5\right),\left(-100.5,111.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,11.5\right),\left(3.5,11.5\right),\left(3.5,12.5\right),\left(4.5,12.5\right),\left(4.5,11.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,8.5\right),\left(5.5,8.5\right),\left(5.5,9.5\right),\left(6.5,9.5\right),\left(6.5,8.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(3.5,7.5\right),\left(2.5,7.5\right),\left(2.5,8.5\right),\left(3.5,8.5\right),\left(3.5,7.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,4.5\right),\left(-0.5,4.5\right),\left(-0.5,5.5\right),\left(0.5,5.5\right),\left(0.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(5.5,4.5\right),\left(4.5,4.5\right),\left(4.5,5.5\right),\left(5.5,5.5\right),\left(5.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,1.5\right),\left(0.5,1.5\right),\left(0.5,2.5\right),\left(1.5,2.5\right),\left(1.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,-2.5\right),\left(6.5,-2.5\right),\left(6.5,-1.5\right),\left(7.5,-1.5\right),\left(7.5,-2.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100, -100\right),\left(-100.5,111.5\right),\left(-101.5,111.5\right),\left(-101.5,112.5\right),\left(-100.5,112.5\right),\left(-100.5,111.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(5.5,11.5\right),\left(4.5,11.5\right),\left(4.5,12.5\right),\left(5.5,12.5\right),\left(5.5,11.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,10.5\right),\left(5.5,10.5\right),\left(5.5,11.5\right),\left(6.5,11.5\right),\left(6.5,10.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,7.5\right),\left(-0.5,7.5\right),\left(-0.5,8.5\right),\left(0.5,8.5\right),\left(0.5,7.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(6.5,6.5\right),\left(5.5,6.5\right),\left(5.5,7.5\right),\left(6.5,7.5\right),\left(6.5,6.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,5.5\right),\left(6.5,5.5\right),\left(6.5,6.5\right),\left(7.5,6.5\right),\left(7.5,5.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(5.5,1.5\right),\left(4.5,1.5\right),\left(4.5,2.5\right),\left(5.5,2.5\right),\left(5.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,0.5\right),\left(-0.5,0.5\right),\left(-0.5,1.5\right),\left(0.5,1.5\right),\left(0.5,0.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,112\right),\left(5,12\right),\left(6,11\right),\left(0,8\right),\left(6,7\right),\left(7,6\right),\left(5,2\right),\left(0,1\right)\right]

# data[].attributes.body
Hi Guys this is a Hard level, I wanted to say something about other people, state your name, so that if there is a error, or if we like it, we can say that to them. Also, my previous hard/extreme level, people said it was glitchy, I wanted to say that it is just long, and it is hard, so if you want that level back(I deleted it), please tell that to me. Also, this level HAS been verified by Martin, the only bad part at the end(and there is also a hard part in the middle), it was made for fun, and you guys won't know where to go in the end, but I accidentally deleted the fiddle edit, so I cannot add anything else... So PLAY AT YOUR OWN RISK, and Martin checked, and watched me play AND finish it. Code here:

g_{wg}=\left[\left(-101,105\right),\left(42,3\right),\left(41,2\right),\left(40,0\right),\left(43,0\right),\left(38,-1\right),\left(9,-2\right),\left(11,-2\right),\left(8,-3\right),\left(15,-3\right),\left(26,-4\right),\left(27,-4\right),\left(28,-4\right),\left(29,-4\right)\right]
e_{p}=\left(90,-6\right)
g_{ts}=2
g_{ws}=\left[\left(-101,105\right),\left(3,4\right),\left(1,2\right),\left(5,0\right),\left(14,0\right),\left(22,0\right),\left(0,-1\right),\left(12,-2\right),\left(7,-3\right),\left(17,-3\right),\left(18,-3\right),\left(19,-3\right),\left(20,-3\right),\left(21,-3\right),\left(22,-3\right),\left(25,-3\right),\left(30,-3\right),\left(32,-3\right),\left(34,-3\right),\left(36,-3\right)\right]
g_{wgr}=\left[\left(-100, -100\right),\left(-100.5,104.5\right),\left(-101.5,104.5\right),\left(-101.5,105.5\right),\left(-100.5,105.5\right),\left(-100.5,104.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(42.5,2.5\right),\left(41.5,2.5\right),\left(41.5,3.5\right),\left(42.5,3.5\right),\left(42.5,2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(41.5,1.5\right),\left(40.5,1.5\right),\left(40.5,2.5\right),\left(41.5,2.5\right),\left(41.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(40.5,-0.5\right),\left(39.5,-0.5\right),\left(39.5,0.5\right),\left(40.5,0.5\right),\left(40.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(43.5,-0.5\right),\left(42.5,-0.5\right),\left(42.5,0.5\right),\left(43.5,0.5\right),\left(43.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(38.5,-1.5\right),\left(37.5,-1.5\right),\left(37.5,-0.5\right),\left(38.5,-0.5\right),\left(38.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(9.5,-2.5\right),\left(8.5,-2.5\right),\left(8.5,-1.5\right),\left(9.5,-1.5\right),\left(9.5,-2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(11.5,-2.5\right),\left(10.5,-2.5\right),\left(10.5,-1.5\right),\left(11.5,-1.5\right),\left(11.5,-2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(8.5,-3.5\right),\left(7.5,-3.5\right),\left(7.5,-2.5\right),\left(8.5,-2.5\right),\left(8.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(15.5,-3.5\right),\left(14.5,-3.5\right),\left(14.5,-2.5\right),\left(15.5,-2.5\right),\left(15.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(26.5,-4.5\right),\left(25.5,-4.5\right),\left(25.5,-3.5\right),\left(26.5,-3.5\right),\left(26.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(27.5,-4.5\right),\left(26.5,-4.5\right),\left(26.5,-3.5\right),\left(27.5,-3.5\right),\left(27.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(28.5,-4.5\right),\left(27.5,-4.5\right),\left(27.5,-3.5\right),\left(28.5,-3.5\right),\left(28.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(29.5,-4.5\right),\left(28.5,-4.5\right),\left(28.5,-3.5\right),\left(29.5,-3.5\right),\left(29.5,-4.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100, -100\right),\left(-100.5,104.5\right),\left(-101.5,104.5\right),\left(-101.5,105.5\right),\left(-100.5,105.5\right),\left(-100.5,104.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(3.5,3.5\right),\left(2.5,3.5\right),\left(2.5,4.5\right),\left(3.5,4.5\right),\left(3.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(1.5,1.5\right),\left(0.5,1.5\right),\left(0.5,2.5\right),\left(1.5,2.5\right),\left(1.5,1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(5.5,-0.5\right),\left(4.5,-0.5\right),\left(4.5,0.5\right),\left(5.5,0.5\right),\left(5.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(14.5,-0.5\right),\left(13.5,-0.5\right),\left(13.5,0.5\right),\left(14.5,0.5\right),\left(14.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(22.5,-0.5\right),\left(21.5,-0.5\right),\left(21.5,0.5\right),\left(22.5,0.5\right),\left(22.5,-0.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(12.5,-2.5\right),\left(11.5,-2.5\right),\left(11.5,-1.5\right),\left(12.5,-1.5\right),\left(12.5,-2.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(7.5,-3.5\right),\left(6.5,-3.5\right),\left(6.5,-2.5\right),\left(7.5,-2.5\right),\left(7.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(17.5,-3.5\right),\left(16.5,-3.5\right),\left(16.5,-2.5\right),\left(17.5,-2.5\right),\left(17.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(18.5,-3.5\right),\left(17.5,-3.5\right),\left(17.5,-2.5\right),\left(18.5,-2.5\right),\left(18.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(19.5,-3.5\right),\left(18.5,-3.5\right),\left(18.5,-2.5\right),\left(19.5,-2.5\right),\left(19.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(20.5,-3.5\right),\left(19.5,-3.5\right),\left(19.5,-2.5\right),\left(20.5,-2.5\right),\left(20.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(21.5,-3.5\right),\left(20.5,-3.5\right),\left(20.5,-2.5\right),\left(21.5,-2.5\right),\left(21.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(22.5,-3.5\right),\left(21.5,-3.5\right),\left(21.5,-2.5\right),\left(22.5,-2.5\right),\left(22.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(25.5,-3.5\right),\left(24.5,-3.5\right),\left(24.5,-2.5\right),\left(25.5,-2.5\right),\left(25.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(30.5,-3.5\right),\left(29.5,-3.5\right),\left(29.5,-2.5\right),\left(30.5,-2.5\right),\left(30.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(32.5,-3.5\right),\left(31.5,-3.5\right),\left(31.5,-2.5\right),\left(32.5,-2.5\right),\left(32.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(34.5,-3.5\right),\left(33.5,-3.5\right),\left(33.5,-2.5\right),\left(34.5,-2.5\right),\left(34.5,-3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(36.5,-3.5\right),\left(35.5,-3.5\right),\left(35.5,-2.5\right),\left(36.5,-2.5\right),\left(36.5,-3.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100, -100\right),\left(-100.5,104.5\right),\left(-101.5,104.5\right),\left(-101.5,105.5\right),\left(-100.5,105.5\right),\left(-100.5,104.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(10.5,4.5\right),\left(9.5,4.5\right),\left(9.5,5.5\right),\left(10.5,5.5\right),\left(10.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(23.5,4.5\right),\left(22.5,4.5\right),\left(22.5,5.5\right),\left(23.5,5.5\right),\left(23.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(24.5,4.5\right),\left(23.5,4.5\right),\left(23.5,5.5\right),\left(24.5,5.5\right),\left(24.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(25.5,4.5\right),\left(24.5,4.5\right),\left(24.5,5.5\right),\left(25.5,5.5\right),\left(25.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(28.5,4.5\right),\left(27.5,4.5\right),\left(27.5,5.5\right),\left(28.5,5.5\right),\left(28.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(29.5,4.5\right),\left(28.5,4.5\right),\left(28.5,5.5\right),\left(29.5,5.5\right),\left(29.5,4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(2.5,3.5\right),\left(1.5,3.5\right),\left(1.5,4.5\right),\left(2.5,4.5\right),\left(2.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(4.5,3.5\right),\left(3.5,3.5\right),\left(3.5,4.5\right),\left(4.5,4.5\right),\left(4.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(10.5,3.5\right),\left(9.5,3.5\right),\left(9.5,4.5\right),\left(10.5,4.5\right),\left(10.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(22.5,3.5\right),\left(21.5,3.5\right),\left(21.5,4.5\right),\left(22.5,4.5\right),\left(22.5,3.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(23.5,3.5\right),\left(22.5,3.5\right),\left(22.5,4.5\right),\left(23.5,4.5\right),\left(23.5,3.5\right),\left(-100,-100\right),\left(-100, 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-100\right),\left(37.5,-4.5\right),\left(36.5,-4.5\right),\left(36.5,-3.5\right),\left(37.5,-3.5\right),\left(37.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(38.5,-4.5\right),\left(37.5,-4.5\right),\left(37.5,-3.5\right),\left(38.5,-3.5\right),\left(38.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(39.5,-4.5\right),\left(38.5,-4.5\right),\left(38.5,-3.5\right),\left(39.5,-3.5\right),\left(39.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(40.5,-4.5\right),\left(39.5,-4.5\right),\left(39.5,-3.5\right),\left(40.5,-3.5\right),\left(40.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(41.5,-4.5\right),\left(40.5,-4.5\right),\left(40.5,-3.5\right),\left(41.5,-3.5\right),\left(41.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(42.5,-4.5\right),\left(41.5,-4.5\right),\left(41.5,-3.5\right),\left(42.5,-3.5\right),\left(42.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(43.5,-4.5\right),\left(42.5,-4.5\right),\left(42.5,-3.5\right),\left(43.5,-3.5\right),\left(43.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(44.5,-4.5\right),\left(43.5,-4.5\right),\left(43.5,-3.5\right),\left(44.5,-3.5\right),\left(44.5,-4.5\right),\left(-100,-100\right),\left(-100, -100\right),\left(45.5,-4.5\right),\left(44.5,-4.5\right),\left(44.5,-3.5\right),\left(45.5,-3.5\right),\left(45.5,-4.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,105\right),\left(10,5\right),\left(23,5\right),\left(24,5\right),\left(25,5\right),\left(28,5\right),\left(29,5\right),\left(2,4\right),\left(4,4\right),\left(10,4\right),\left(22,4\right),\left(23,4\right),\left(24,4\right),\left(25,4\right),\left(27,4\right),\left(28,4\right),\left(29,4\right),\left(2,3\right),\left(3,3\right),\left(4,3\right),\left(10,3\right),\left(22,3\right),\left(23,3\right),\left(25,3\right),\left(26,3\right),\left(27,3\right),\left(28,3\right),\left(2,2\right),\left(3,2\right),\left(4,2\right),\left(6,2\right),\left(10,2\right),\left(25,2\right),\left(26,2\right),\left(27,2\right),\left(33,2\right),\left(37,2\right),\left(1,1\right),\left(2,1\right),\left(3,1\right),\left(4,1\right),\left(6,1\right),\left(9,1\right),\left(16,1\right),\left(17,1\right),\left(19,1\right),\left(26,1\right),\left(27,1\right),\left(28,1\right),\left(29,1\right),\left(1,0\right),\left(4,0\right),\left(6,0\right),\left(8,0\right),\left(20,0\right),\left(28,0\right),\left(29,0\right),\left(1,-1\right),\left(4,-1\right),\left(5,-1\right),\left(6,-1\right),\left(10,-1\right),\left(14,-1\right),\left(18,-1\right),\left(22,-1\right),\left(24,-1\right),\left(27,-1\right),\left(28,-1\right),\left(29,-1\right),\left(31,-1\right),\left(33,-1\right),\left(35,-1\right),\left(37,-1\right),\left(4,-2\right),\left(10,-2\right),\left(14,-2\right),\left(18,-2\right),\left(22,-2\right),\left(24,-2\right),\left(27,-2\right),\left(28,-2\right),\left(31,-2\right),\left(33,-2\right),\left(35,-2\right),\left(37,-2\right),\left(4,-3\right),\left(10,-3\right),\left(14,-3\right),\left(24,-3\right),\left(31,-3\right),\left(33,-3\right),\left(35,-3\right),\left(37,-3\right),\left(0,-4\right),\left(1,-4\right),\left(2,-4\right),\left(3,-4\right),\left(4,-4\right),\left(5,-4\right),\left(6,-4\right),\left(7,-4\right),\left(8,-4\right),\left(9,-4\right),\left(10,-4\right),\left(11,-4\right),\left(12,-4\right),\left(13,-4\right),\left(14,-4\right),\left(15,-4\right),\left(16,-4\right),\left(17,-4\right),\left(18,-4\right),\left(19,-4\right),\left(20,-4\right),\left(21,-4\right),\left(22,-4\right),\left(23,-4\right),\left(24,-4\right),\left(25,-4\right),\left(30,-4\right),\left(31,-4\right),\left(32,-4\right),\left(33,-4\right),\left(34,-4\right),\left(35,-4\right),\left(36,-4\right),\left(37,-4\right),\left(38,-4\right),\left(39,-4\right),\left(40,-4\right),\left(41,-4\right),\left(42,-4\right),\left(43,-4\right),\left(44,-4\right),\left(45,-4\right)\right]

# data[].attributes.headline
somewhat hard but not impossible madeby:trickybutpoggers.org course name: TALLLLL

# data[].attributes.subject
somewhat hard but not impossible madeby:trickybutpoggers.org course name: TALLLLL

# data[].attributes.body
when the impostor is sus
made by
trickybutpoggers.org
course name: sus

# data[].attributes.body
g_{wg}=\left[\left(-101,104\right),\left(1,1\right),\left(4,1\right),\left(0,-1\right),\left(3,-1\right)\right]
e_{p}=\left(4,-2\right)
g_{ts}=2
g_{ws}=\left[\left(-101,104\right),\left(3,4\right),\left(2,2\right),\left(5,-1\right)\right]
g_{wgr}=\left[\left(-100,-100\right),\left(-100.5,103.5\right),\left(-101.5,103.5\right),\left(-101.5,104.5\right),\left(-100.5,104.5\right),\left(-100.5,103.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,0.5\right),\left(0.5,0.5\right),\left(0.5,1.5\right),\left(1.5,1.5\right),\left(1.5,0.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,0.5\right),\left(3.5,0.5\right),\left(3.5,1.5\right),\left(4.5,1.5\right),\left(4.5,0.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(3.5,-1.5\right),\left(2.5,-1.5\right),\left(2.5,-0.5\right),\left(3.5,-0.5\right),\left(3.5,-1.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100,-100\right),\left(-100.5,103.5\right),\left(-101.5,103.5\right),\left(-101.5,104.5\right),\left(-100.5,104.5\right),\left(-100.5,103.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(3.5,3.5\right),\left(2.5,3.5\right),\left(2.5,4.5\right),\left(3.5,4.5\right),\left(3.5,3.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(2.5,1.5\right),\left(1.5,1.5\right),\left(1.5,2.5\right),\left(2.5,2.5\right),\left(2.5,1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(5.5,-1.5\right),\left(4.5,-1.5\right),\left(4.5,-0.5\right),\left(5.5,-0.5\right),\left(5.5,-1.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100,-100\right),\left(-100.5,103.5\right),\left(-101.5,103.5\right),\left(-101.5,104.5\right),\left(-100.5,104.5\right),\left(-100.5,103.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(3.5,1.5\right),\left(2.5,1.5\right),\left(2.5,2.5\right),\left(3.5,2.5\right),\left(3.5,1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-1.5\right),\left(0.5,-1.5\right),\left(0.5,-0.5\right),\left(1.5,-0.5\right),\left(1.5,-1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,-1.5\right),\left(3.5,-1.5\right),\left(3.5,-0.5\right),\left(4.5,-0.5\right),\left(4.5,-1.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,104\right),\left(3,2\right),\left(1,-1\right),\left(4,-1\right)\right]

# data[].attributes.headline
the hardest level in history made by trickybutpoggers.org course name: yep very hard

# data[].attributes.subject
the hardest level in history made by trickybutpoggers.org course name: yep very hard

# data[].attributes.body
g_{wg}=\left[\left(-101,100\right),\left(0,-1\right),\left(1,-1\right)\right]
e_{p}=\left(2,0\right)
g_{ts}=2
g_{ws}=\left[\left(-101,100\right)\right]
g_{wgr}=\left[\left(-100,-100\right),\left(-100.5,99.5\right),\left(-101.5,99.5\right),\left(-101.5,100.5\right),\left(-100.5,100.5\right),\left(-100.5,99.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-1.5\right),\left(0.5,-1.5\right),\left(0.5,-0.5\right),\left(1.5,-0.5\right),\left(1.5,-1.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100,-100\right),\left(-100.5,99.5\right),\left(-101.5,99.5\right),\left(-101.5,100.5\right),\left(-100.5,100.5\right),\left(-100.5,99.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100,-100\right),\left(-100.5,99.5\right),\left(-101.5,99.5\right),\left(-101.5,100.5\right),\left(-100.5,100.5\right),\left(-100.5,99.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,100\right)\right]

# data[].attributes.body
g_{wg}=\left[\left(-101,100\right)\right]
e_{p}=\left(0,-4\right)
g_{ts}=2
g_{ws}=\left[\left(-101,100\right)\right]
g_{wgr}=\left[\left(-100,-100\right),\left(-100.5,99.5\right),\left(-101.5,99.5\right),\left(-101.5,100.5\right),\left(-100.5,100.5\right),\left(-100.5,99.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100,-100\right),\left(-100.5,99.5\right),\left(-101.5,99.5\right),\left(-101.5,100.5\right),\left(-100.5,100.5\right),\left(-100.5,99.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100,-100\right),\left(-100.5,99.5\right),\left(-101.5,99.5\right),\left(-101.5,100.5\right),\left(-100.5,100.5\right),\left(-100.5,99.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right)\right]
g_{wh}=\left[\left(-101,100\right),\left(0,-1\right)\right]

# data[].attributes.headline
Its your first ever dropper made by: trickybutpoggers.org course name: the first dropper

# data[].attributes.subject
Its your first ever dropper made by: trickybutpoggers.org course name: the first dropper

# data[].attributes.body
g_{wg}=\left[\left(-102,103\right),\left(-1,3\right),\left(-1,2\right),\left(-1,1\right),\left(-1,0\right),\left(-1,-1\right),\left(0,-1\right),\left(1,-1\right),\left(2,-8\right),\left(-1,-11\right),\left(1,-13\right),\left(4,-16\right),\left(7,-19\right),\left(11,-29\right),\left(11,-35\right),\left(11,-42\right),\left(11,-43\right),\left(12,-43\right)\right]
e_{p}=\left(24,-84\right)
g_{ts}=2
g_{ws}=\left[\left(-102,103\right),\left(0,-9\right)\right]
g_{wgr}=\left[\left(-100,-100\right),\left(-101.5,102.5\right),\left(-102.5,102.5\right),\left(-102.5,103.5\right),\left(-101.5,103.5\right),\left(-101.5,102.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(-0.5,2.5\right),\left(-1.5,2.5\right),\left(-1.5,3.5\right),\left(-0.5,3.5\right),\left(-0.5,2.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(-0.5,1.5\right),\left(-1.5,1.5\right),\left(-1.5,2.5\right),\left(-0.5,2.5\right),\left(-0.5,1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(-0.5,0.5\right),\left(-1.5,0.5\right),\left(-1.5,1.5\right),\left(-0.5,1.5\right),\left(-0.5,0.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(-0.5,-0.5\right),\left(-1.5,-0.5\right),\left(-1.5,0.5\right),\left(-0.5,0.5\right),\left(-0.5,-0.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(-0.5,-1.5\right),\left(-1.5,-1.5\right),\left(-1.5,-0.5\right),\left(-0.5,-0.5\right),\left(-0.5,-1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-1.5\right),\left(-0.5,-1.5\right),\left(-0.5,-0.5\right),\left(0.5,-0.5\right),\left(0.5,-1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-1.5\right),\left(0.5,-1.5\right),\left(0.5,-0.5\right),\left(1.5,-0.5\right),\left(1.5,-1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(2.5,-8.5\right),\left(1.5,-8.5\right),\left(1.5,-7.5\right),\left(2.5,-7.5\right),\left(2.5,-8.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(-0.5,-11.5\right),\left(-1.5,-11.5\right),\left(-1.5,-10.5\right),\left(-0.5,-10.5\right),\left(-0.5,-11.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-13.5\right),\left(0.5,-13.5\right),\left(0.5,-12.5\right),\left(1.5,-12.5\right),\left(1.5,-13.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,-16.5\right),\left(3.5,-16.5\right),\left(3.5,-15.5\right),\left(4.5,-15.5\right),\left(4.5,-16.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(7.5,-19.5\right),\left(6.5,-19.5\right),\left(6.5,-18.5\right),\left(7.5,-18.5\right),\left(7.5,-19.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(11.5,-29.5\right),\left(10.5,-29.5\right),\left(10.5,-28.5\right),\left(11.5,-28.5\right),\left(11.5,-29.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(11.5,-35.5\right),\left(10.5,-35.5\right),\left(10.5,-34.5\right),\left(11.5,-34.5\right),\left(11.5,-35.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(11.5,-42.5\right),\left(10.5,-42.5\right),\left(10.5,-41.5\right),\left(11.5,-41.5\right),\left(11.5,-42.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(11.5,-43.5\right),\left(10.5,-43.5\right),\left(10.5,-42.5\right),\left(11.5,-42.5\right),\left(11.5,-43.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(12.5,-43.5\right),\left(11.5,-43.5\right),\left(11.5,-42.5\right),\left(12.5,-42.5\right),\left(12.5,-43.5\right),\left(-100,-100\right)\right]
g_{wsr}=\left[\left(-100,-100\right),\left(-101.5,102.5\right),\left(-102.5,102.5\right),\left(-102.5,103.5\right),\left(-101.5,103.5\right),\left(-101.5,102.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-9.5\right),\left(-0.5,-9.5\right),\left(-0.5,-8.5\right),\left(0.5,-8.5\right),\left(0.5,-9.5\right),\left(-100,-100\right)\right]
g_{whr}=\left[\left(-100,-100\right),\left(-101.5,102.5\right),\left(-102.5,102.5\right),\left(-102.5,103.5\right),\left(-101.5,103.5\right),\left(-101.5,102.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,2.5\right),\left(3.5,2.5\right),\left(3.5,3.5\right),\left(4.5,3.5\right),\left(4.5,2.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,1.5\right),\left(3.5,1.5\right),\left(3.5,2.5\right),\left(4.5,2.5\right),\left(4.5,1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,0.5\right),\left(3.5,0.5\right),\left(3.5,1.5\right),\left(4.5,1.5\right),\left(4.5,0.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,-0.5\right),\left(3.5,-0.5\right),\left(3.5,0.5\right),\left(4.5,0.5\right),\left(4.5,-0.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,-1.5\right),\left(3.5,-1.5\right),\left(3.5,-0.5\right),\left(4.5,-0.5\right),\left(4.5,-1.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-2.5\right),\left(0.5,-2.5\right),\left(0.5,-1.5\right),\left(1.5,-1.5\right),\left(1.5,-2.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,-2.5\right),\left(3.5,-2.5\right),\left(3.5,-1.5\right),\left(4.5,-1.5\right),\left(4.5,-2.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-3.5\right),\left(0.5,-3.5\right),\left(0.5,-2.5\right),\left(1.5,-2.5\right),\left(1.5,-3.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(2.5,-3.5\right),\left(1.5,-3.5\right),\left(1.5,-2.5\right),\left(2.5,-2.5\right),\left(2.5,-3.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(5.5,-3.5\right),\left(4.5,-3.5\right),\left(4.5,-2.5\right),\left(5.5,-2.5\right),\left(5.5,-3.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-4.5\right),\left(0.5,-4.5\right),\left(0.5,-3.5\right),\left(1.5,-3.5\right),\left(1.5,-4.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(2.5,-4.5\right),\left(1.5,-4.5\right),\left(1.5,-3.5\right),\left(2.5,-3.5\right),\left(2.5,-4.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(5.5,-4.5\right),\left(4.5,-4.5\right),\left(4.5,-3.5\right),\left(5.5,-3.5\right),\left(5.5,-4.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-5.5\right),\left(-0.5,-5.5\right),\left(-0.5,-4.5\right),\left(0.5,-4.5\right),\left(0.5,-5.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-5.5\right),\left(0.5,-5.5\right),\left(0.5,-4.5\right),\left(1.5,-4.5\right),\left(1.5,-5.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(2.5,-5.5\right),\left(1.5,-5.5\right),\left(1.5,-4.5\right),\left(2.5,-4.5\right),\left(2.5,-5.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(5.5,-5.5\right),\left(4.5,-5.5\right),\left(4.5,-4.5\right),\left(5.5,-4.5\right),\left(5.5,-5.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-6.5\right),\left(-0.5,-6.5\right),\left(-0.5,-5.5\right),\left(0.5,-5.5\right),\left(0.5,-6.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-6.5\right),\left(0.5,-6.5\right),\left(0.5,-5.5\right),\left(1.5,-5.5\right),\left(1.5,-6.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,-6.5\right),\left(3.5,-6.5\right),\left(3.5,-5.5\right),\left(4.5,-5.5\right),\left(4.5,-6.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(-0.5,-7.5\right),\left(-1.5,-7.5\right),\left(-1.5,-6.5\right),\left(-0.5,-6.5\right),\left(-0.5,-7.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(4.5,-7.5\right),\left(3.5,-7.5\right),\left(3.5,-6.5\right),\left(4.5,-6.5\right),\left(4.5,-7.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(3.5,-8.5\right),\left(2.5,-8.5\right),\left(2.5,-7.5\right),\left(3.5,-7.5\right),\left(3.5,-8.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-9.5\right),\left(0.5,-9.5\right),\left(0.5,-8.5\right),\left(1.5,-8.5\right),\left(1.5,-9.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-12.5\right),\left(-0.5,-12.5\right),\left(-0.5,-11.5\right),\left(0.5,-11.5\right),\left(0.5,-12.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(0.5,-13.5\right),\left(-0.5,-13.5\right),\left(-0.5,-12.5\right),\left(0.5,-12.5\right),\left(0.5,-13.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(1.5,-14.5\right),\left(0.5,-14.5\right),\left(0.5,-13.5\right),\left(1.5,-13.5\right),\left(1.5,-14.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(2.5,-14.5\right),\left(1.5,-14.5\right),\left(1.5,-13.5\right),\left(2.5,-13.5\right),\left(2.5,-14.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(2.5,-15.5\right),\left(1.5,-15.5\right),\left(1.5,-14.5\right),\left(2.5,-14.5\right),\left(2.5,-15.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(3.5,-15.5\right),\left(2.5,-15.5\right),\left(2.5,-14.5\right),\left(3.5,-14.5\right),\left(3.5,-15.5\right),\left(-100,-100\right),\left(-100,-100\right),\left(3.5,-16.5\right),\left(2.5,-16.5\right),\left(2.5,-15.5\right),\left(3.5,-1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g_{wh}=\left[\left(-102,103\right),\left(4,3\right),\left(4,2\right),\left(4,1\right),\left(4,0\right),\left(4,-1\right),\left(1,-2\right),\left(4,-2\right),\left(1,-3\right),\left(2,-3\right),\left(5,-3\right),\left(1,-4\right),\left(2,-4\right),\left(5,-4\right),\left(0,-5\right),\left(1,-5\right),\left(2,-5\right),\left(5,-5\right),\left(0,-6\right),\left(1,-6\right),\left(4,-6\right),\left(-1,-7\right),\left(4,-7\right),\left(3,-8\right),\left(1,-9\right),\left(0,-12\right),\left(0,-13\right),\left(1,-14\right),\left(2,-14\right),\left(2,-15\right),\left(3,-15\right),\left(3,-16\right),\left(4,-17\right),\left(5,-17\right),\left(5,-18\right),\left(6,-18\right),\left(6,-19\right),\left(8,-20\right),\left(9,-20\right),\left(13,-20\right),\left(9,-21\right),\left(13,-21\right),\left(9,-22\right),\left(13,-22\right),\left(9,-23\right),\left(13,-23\right),\left(9,-24\right),\left(13,-24\right),\left(9,-25\right),\left(13,-25\right),\left(9,-26\right),\left(13,-26\right),\left(10,-27\right),\left(12,-27\right),\left(10,-28\right),\left(13,-28\right),\left(10,-29\right),\left(13,-29\right),\left(10,-30\right),\left(13,-30\right),\left(10,-31\right),\left(13,-31\right),\left(10,-32\right),\left(13,-32\right),\left(10,-33\right),\left(12,-33\right),\left(13,-33\right),\left(10,-34\right),\left(13,-34\right),\left(10,-35\right),\left(13,-35\right),\left(10,-36\right),\left(13,-36\right),\left(10,-37\right),\left(13,-37\right),\left(10,-38\right),\left(13,-38\right),\left(10,-39\right),\left(12,-39\right),\left(13,-39\right),\left(10,-40\right),\left(13,-40\right),\left(10,-41\right),\left(13,-41\right),\left(10,-42\right),\left(13,-42\right)\right]