max(min(-51/25 abs(-(21 x)/(22 a) - (5 y)/(17 a) + 2/11)^(29/16) - 37/17 abs((5 x)/(17 a) - (21 y)/(22 a) + 15/17)^(35/23) + 1, -75/22 abs(-(12 x)/(17 a) - (12 y)/(17 a) + 19/24)^(34/15) - 105/13 abs(-(12 x)/(17 a) + (12 y)/(17 a) + 1/34)^(123/62) + 1, x/a), min(-51/25 abs((21 x)/(22 a) - (5 y)/(17 a) + 2/11)^(29/16) - 37/17 abs(-(5 x)/(17 a) - (21 y)/(22 a) + 15/17)^(35/23) + 1, -75/22 abs((12 x)/(17 a) - (12 y)/(17 a) + 19/24)^(34/15) - 105/13 abs((12 x)/(17 a) + (12 y)/(17 a) + 1/34)^(123/62) + 1, -x/a), min(max(-(177 x^2)/(13 a^2) - 46/15 (y/a + 1/24)^2 + 1, (690 x^2)/(29 a^2) + 63/4 (y/a + 8/17)^2 - 1), 1/10 - ((79 x^2)/(16 a^2) + 16 (y/a + 1/2)^2 - 1) ((16 x^2)/a^2 + (79 y^2)/(16 a^2) - 1), 6287/17 (x/a - 1/9)^2 + 100 (y/a + 1/16)^2 - 1, 6287/17 (x/a + 1/9)^2 + 100 (y/a + 1/16)^2 - 1), -31550/23 (x/a - 2/19)^2 - 62500/49 (y/a + 1/11)^2 + 1, -31550/23 (x/a + 2/19)^2 - 62500/49 (y/a + 1/11)^2 + 1, -18407811/17 (x/a - 1/25)^4 - 250127/15 (y/a + 13/22)^4 + 1, -18407811/17 (x/a + 1/25)^4 - 250127/15 (y/a + 13/22)^4 + 1, -(x/a - 1/2)^2 - (y/a + 5/4)^2 + 1/30, 11/20 - ((y^4/(63 a^4) - y^3/(11 a^3) - y^2/(7 a^2) + (13 y)/(15 a) + x^2/a^2 + 29/43) ((142 x^2)/(15 a^2) + ((-(304 y)/(23 a) - 878/31) x)/a + (1019 y)/(25 a) + (184 y^2)/(13 a^2) + 349/11) ((142 x^2)/(15 a^2) + (((304 y)/(23 a) + 878/31) x)/a + (1019 y)/(25 a) + (184 y^2)/(13 a^2) + 349/11))/(11/19 - y/(8 a))^2, -x^2/a^2 - x/a - (5 y)/(2 a) - y^2/a^2 - 16/9, -(127 x^2)/(21 a^2) - ((-(118 y)/(23 a) - 47/7) x)/a - (559 y)/(15 a) - (173 y^2)/(22 a^2) - 847/19, -(127 x^2)/(21 a^2) - (((118 y)/(23 a) + 47/7) x)/a - (559 y)/(15 a) - (173 y^2)/(22 a^2) - 847/19)>=0

Easter bunny equation

a>0

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