Abelian variety isogeny class 2.167.a_hi over $\F_{167}$

• Label: 2.167.a_hi
• Base field: $\F_{167}$
• Dimension: $2$
• $p$-rank: $2$
• Ordinary: yes
• Supersingular: no
• Simple: no
• Geometrically simple: no
• Primitive: yes
• Principally polarizable: yes
• Contains a Jacobian: yes

Invariants

Base field:	$\F_{167}$
Dimension:	$2$
L-polynomial:	$( 1 - 12 x + 167 x^{2} )( 1 + 12 x + 167 x^{2} )$
	$1 + 190 x^{2} + 27889 x^{4}$
Frobenius angles:	$\pm0.346308130027$, $\pm0.653691869973$
Angle rank:	$1$ (numerical)
Jacobians:	$6375$

This isogeny class is not simple, primitive, ordinary, and not supersingular. It is principally polarizable and contains a Jacobian.

Newton polygon

This isogeny class is ordinary.

$p$-rank:	$2$
Slopes:	$[0, 0, 1, 1]$

Point counts

Point counts of the abelian variety

$r$	$1$	$2$	$3$	$4$	$5$
$A(\F_{q^r})$	$28080$	$788486400$	$21691952558640$	$604997729856000000$	$16871927924959158308400$

Point counts of the curve

$r$	$1$	$2$	$3$	$4$	$5$	$6$	$7$	$8$	$9$	$10$
$C(\F_{q^r})$	$168$	$28270$	$4657464$	$777835678$	$129891985608$	$21691943520910$	$3622557586593624$	$604967119297872958$	$101029508532509551848$	$16871927924989221458350$

Jacobians and polarizations

This isogeny class is principally polarizable and contains the Jacobians of 6375 curves (of which all are hyperelliptic):

• $y^2=75 x^6+147 x^5+47 x^4+128 x^3+157 x^2+115 x+117$
• $y^2=41 x^6+67 x^5+68 x^4+139 x^3+117 x^2+74 x+84$
• $y^2=118 x^6+65 x^5+151 x^4+75 x^3+59 x^2+119 x+40$
• $y^2=131 x^6+156 x^5+39 x^4+159 x^3+111 x^2+158 x+149$
• $y^2=154 x^6+112 x^5+28 x^4+127 x^3+54 x^2+122 x+77$
• $y^2=79 x^6+19 x^5+47 x^4+132 x^3+139 x^2+90 x+142$
• $y^2=4 x^6+47 x^5+46 x^4+92 x^3+132 x^2+96 x+123$
• $y^2=20 x^6+68 x^5+63 x^4+126 x^3+159 x^2+146 x+114$
• $y^2=10 x^6+37 x^5+8 x^4+95 x^3+137 x^2+12 x+42$
• $y^2=50 x^6+18 x^5+40 x^4+141 x^3+17 x^2+60 x+43$
• $y^2=140 x^6+103 x^5+104 x^4+77 x^3+164 x^2+154 x+87$
• $y^2=32 x^6+14 x^5+19 x^4+51 x^3+152 x^2+102 x+101$
• $y^2=17 x^6+62 x^5+48 x^4+30 x^3+117 x^2+103 x+111$
• $y^2=57 x^6+80 x^5+45 x^4+24 x^3+50 x^2+65 x+64$
• $y^2=118 x^6+66 x^5+58 x^4+120 x^3+83 x^2+158 x+153$
• $y^2=148 x^6+130 x^5+36 x^4+60 x^3+87 x^2+101 x+78$
• $y^2=72 x^6+149 x^5+13 x^4+133 x^3+101 x^2+4 x+56$
• $y^2=24 x^6+56 x^5+45 x^4+73 x^3+3 x^2+134 x+12$
• $y^2=120 x^6+113 x^5+58 x^4+31 x^3+15 x^2+2 x+60$
• $y^2=137 x^6+9 x^5+95 x^4+102 x^3+144 x^2+44 x+88$
• and

• $y^2=17 x^6+45 x^5+141 x^4+9 x^3+52 x^2+53 x+106$
• $y^2=111 x^6+112 x^5+57 x^4+139 x^3+123 x^2+53 x+12$
• $y^2=54 x^6+59 x^5+118 x^4+27 x^3+114 x^2+98 x+60$
• $y^2=102 x^6+73 x^5+119 x^4+73 x^3+23 x^2+66 x+118$
• $y^2=9 x^6+31 x^5+94 x^4+31 x^3+115 x^2+163 x+89$
• $y^2=131 x^6+158 x^5+44 x^4+19 x^3+92 x^2+50 x+119$
• $y^2=154 x^6+122 x^5+53 x^4+95 x^3+126 x^2+83 x+94$
• $y^2=82 x^6+49 x^5+115 x^4+112 x^3+96 x^2+x+124$
• $y^2=76 x^6+78 x^5+74 x^4+59 x^3+146 x^2+5 x+119$
• $y^2=110 x^6+95 x^5+68 x^4+104 x^3+137 x^2+136 x+151$
• $y^2=49 x^6+141 x^5+6 x^4+19 x^3+17 x^2+12 x+87$
• $y^2=22 x^6+36 x^5+84 x^4+126 x^3+56 x^2+135 x+11$
• $y^2=110 x^6+13 x^5+86 x^4+129 x^3+113 x^2+7 x+55$
• $y^2=45 x^6+31 x^5+24 x^4+166 x^3+15 x^2+49 x+11$
• $y^2=58 x^6+155 x^5+120 x^4+162 x^3+75 x^2+78 x+55$
• $y^2=128 x^6+160 x^5+27 x^4+26 x^3+34 x+15$
• $y^2=139 x^6+132 x^5+135 x^4+130 x^3+3 x+75$
• $y^2=79 x^6+106 x^5+59 x^4+15 x^3+105 x^2+89 x+21$
• $y^2=61 x^6+29 x^5+128 x^4+75 x^3+24 x^2+111 x+105$
• $y^2=35 x^6+119 x^5+157 x^4+106 x^3+97 x^2+10 x+35$
• $y^2=8 x^6+94 x^5+117 x^4+29 x^3+151 x^2+50 x+8$
• $y^2=14 x^6+21 x^5+125 x^4+88 x^3+148 x^2+95 x+82$
• $y^2=70 x^6+105 x^5+124 x^4+106 x^3+72 x^2+141 x+76$
• $y^2=19 x^6+155 x^5+4 x^4+9 x^3+82 x^2+108 x+137$
• $y^2=95 x^6+107 x^5+20 x^4+45 x^3+76 x^2+39 x+17$
• $y^2=86 x^6+119 x^5+114 x^4+62 x^3+148 x^2+91 x+38$
• $y^2=96 x^6+94 x^5+69 x^4+143 x^3+72 x^2+121 x+23$
• $y^2=30 x^6+54 x^5+116 x^4+37 x^3+98 x^2+20 x+5$
• $y^2=150 x^6+103 x^5+79 x^4+18 x^3+156 x^2+100 x+25$
• $y^2=129 x^6+77 x^5+20 x^4+51 x^3+53 x^2+165 x+71$
• $y^2=144 x^6+51 x^5+100 x^4+88 x^3+98 x^2+157 x+21$
• $y^2=79 x^6+98 x^5+121 x^4+41 x^3+121 x^2+148 x+127$
• $y^2=61 x^6+156 x^5+104 x^4+38 x^3+104 x^2+72 x+134$
• $y^2=60 x^6+26 x^5+129 x^4+126 x^3+160 x^2+5 x+135$
• $y^2=133 x^6+130 x^5+144 x^4+129 x^3+132 x^2+25 x+7$
• $y^2=57 x^6+56 x^5+147 x^4+112 x^3+80 x^2+49 x+32$
• $y^2=52 x^6+108 x^5+75 x^4+158 x^3+125 x^2+68 x+70$
• $y^2=93 x^6+39 x^5+41 x^4+122 x^3+124 x^2+6 x+16$
• $y^2=16 x^6+99 x^5+76 x^4+35 x^3+165 x^2+74 x+72$
• $y^2=80 x^6+161 x^5+46 x^4+8 x^3+157 x^2+36 x+26$
• $y^2=20 x^6+47 x^5+147 x^4+92 x^3+147 x^2+47 x+20$
• $y^2=100 x^6+68 x^5+67 x^4+126 x^3+67 x^2+68 x+100$
• $y^2=4 x^6+90 x^5+83 x^4+103 x^3+151 x^2+29 x+85$
• $y^2=20 x^6+116 x^5+81 x^4+14 x^3+87 x^2+145 x+91$
• $y^2=85 x^6+138 x^5+103 x^4+34 x^3+150 x^2+21 x+19$
• $y^2=91 x^6+22 x^5+14 x^4+3 x^3+82 x^2+105 x+95$
• $y^2=85 x^6+100 x^5+49 x^4+75 x^3+15 x^2+19 x+118$
• $y^2=91 x^6+166 x^5+78 x^4+41 x^3+75 x^2+95 x+89$
• $y^2=26 x^6+25 x^5+37 x^4+158 x^3+22 x^2+144 x+147$
• $y^2=117 x^6+134 x^5+50 x^4+157 x^3+115 x^2+60 x+23$
• $y^2=84 x^6+2 x^5+83 x^4+117 x^3+74 x^2+133 x+115$
• $y^2=43 x^6+141 x^5+67 x^4+40 x^3+6 x^2+140 x+109$
• $y^2=48 x^6+37 x^5+x^4+33 x^3+30 x^2+32 x+44$
• $y^2=145 x^6+26 x^5+47 x^4+99 x^3+61 x^2+164 x+35$
• $y^2=57 x^6+130 x^5+68 x^4+161 x^3+138 x^2+152 x+8$
• $y^2=109 x^6+81 x^5+35 x^4+77 x^3+28 x^2+93 x+42$
• $y^2=44 x^6+71 x^5+8 x^4+51 x^3+140 x^2+131 x+43$
• $y^2=163 x^6+21 x^5+86 x^4+49 x^3+156 x^2+126 x+139$
• $y^2=147 x^6+105 x^5+96 x^4+78 x^3+112 x^2+129 x+27$
• $y^2=94 x^6+53 x^5+30 x^4+140 x^3+93 x^2+83 x+59$
• $y^2=136 x^6+98 x^5+150 x^4+32 x^3+131 x^2+81 x+128$
• $y^2=151 x^6+97 x^5+60 x^4+31 x^3+22 x^2+166 x+78$
• $y^2=87 x^6+151 x^5+133 x^4+155 x^3+110 x^2+162 x+56$
• $y^2=161 x^6+165 x^5+93 x^4+63 x^3+4 x^2+32 x+143$
• $y^2=137 x^6+157 x^5+131 x^4+148 x^3+20 x^2+160 x+47$
• $y^2=3 x^6+26 x^5+68 x^4+103 x^3+38 x^2+90 x+148$
• $y^2=15 x^6+130 x^5+6 x^4+14 x^3+23 x^2+116 x+72$
• $y^2=130 x^6+108 x^5+6 x^4+27 x^3+27 x^2+99 x+163$
• $y^2=149 x^6+39 x^5+30 x^4+135 x^3+135 x^2+161 x+147$
• $y^2=86 x^6+91 x^5+61 x^4+127 x^3+134 x^2+89 x+35$
• $y^2=96 x^6+121 x^5+138 x^4+134 x^3+2 x^2+111 x+8$
• $y^2=145 x^6+51 x^5+17 x^4+60 x^3+113 x^2+11 x+62$
• $y^2=84 x^6+5 x^5+2 x^4+29 x^3+67 x^2+113 x$
• $y^2=86 x^6+25 x^5+10 x^4+145 x^3+x^2+64 x$
• $y^2=33 x^6+34 x^5+80 x^4+156 x^3+76 x^2+56 x+159$
• $y^2=165 x^6+3 x^5+66 x^4+112 x^3+46 x^2+113 x+127$
• $y^2=133 x^6+59 x^5+113 x^4+75 x^3+102 x^2+33 x+76$
• $y^2=164 x^6+128 x^5+64 x^4+41 x^3+9 x^2+165 x+46$
• $y^2=128 x^6+65 x^5+99 x^4+112 x^3+25 x^2+26 x+148$
• $y^2=139 x^6+158 x^5+161 x^4+59 x^3+125 x^2+130 x+72$
• $y^2=97 x^6+31 x^5+96 x^4+74 x^3+64 x^2+73 x+155$
• $y^2=151 x^6+155 x^5+146 x^4+36 x^3+153 x^2+31 x+107$
• $y^2=147 x^6+83 x^5+40 x^4+114 x^3+30 x^2+136 x+11$
• $y^2=67 x^6+81 x^5+33 x^4+69 x^3+150 x^2+12 x+55$
• $y^2=82 x^6+111 x^5+158 x^4+104 x^3+123 x^2+65 x+48$
• $y^2=76 x^6+54 x^5+122 x^4+19 x^3+114 x^2+158 x+73$
• $y^2=134 x^6+132 x^5+157 x^4+37 x^3+155 x^2+150 x+122$
• $y^2=159 x^6+122 x^5+68 x^4+132 x^3+68 x^2+122 x+159$
• $y^2=127 x^6+109 x^5+6 x^4+159 x^3+6 x^2+109 x+127$
• $y^2=63 x^6+84 x^5+143 x^4+26 x^3+67 x^2+91 x+150$
• $y^2=148 x^6+86 x^5+47 x^4+130 x^3+x^2+121 x+82$
• $y^2=7 x^6+13 x^5+38 x^4+123 x^3+125 x^2+x+8$
• $y^2=35 x^6+65 x^5+23 x^4+114 x^3+124 x^2+5 x+40$
• $y^2=79 x^6+92 x^5+127 x^4+75 x^3+x^2+63 x+154$
• $y^2=61 x^6+126 x^5+134 x^4+41 x^3+5 x^2+148 x+102$
• $y^2=18 x^6+148 x^5+17 x^4+73 x^3+54 x^2+17 x+62$
• $y^2=90 x^6+72 x^5+85 x^4+31 x^3+103 x^2+85 x+143$
• $y^2=55 x^6+16 x^5+25 x^4+143 x^3+137 x^2+42 x+91$
• $y^2=108 x^6+80 x^5+125 x^4+47 x^3+17 x^2+43 x+121$
• $y^2=48 x^6+65 x^5+14 x^4+145 x^3+56 x^2+9 x+68$
• $y^2=73 x^6+158 x^5+70 x^4+57 x^3+113 x^2+45 x+6$
• $y^2=84 x^6+16 x^5+27 x^4+13 x^3+17 x^2+16 x+11$
• $y^2=86 x^6+80 x^5+135 x^4+65 x^3+85 x^2+80 x+55$
• $y^2=62 x^6+151 x^5+74 x^4+104 x^3+152 x^2+19 x+88$
• $y^2=143 x^6+87 x^5+36 x^4+19 x^3+92 x^2+95 x+106$
• $y^2=20 x^6+80 x^5+111 x^4+54 x^3+7 x^2+20 x+121$
• $y^2=100 x^6+66 x^5+54 x^4+103 x^3+35 x^2+100 x+104$
• $y^2=97 x^6+60 x^5+115 x^4+86 x^3+154 x^2+27 x+52$
• $y^2=151 x^6+133 x^5+74 x^4+96 x^3+102 x^2+135 x+93$
• $y^2=159 x^6+92 x^5+137 x^4+118 x^3+161 x^2+121 x+2$
• $y^2=127 x^6+126 x^5+17 x^4+89 x^3+137 x^2+104 x+10$
• $y^2=5 x^6+139 x^5+128 x^4+x^3+135 x^2+19 x+164$
• $y^2=25 x^6+27 x^5+139 x^4+5 x^3+7 x^2+95 x+152$
• $y^2=41 x^6+119 x^5+128 x^4+105 x^3+56 x^2+68 x+98$
• $y^2=38 x^6+94 x^5+139 x^4+24 x^3+113 x^2+6 x+156$
• $y^2=43 x^6+34 x^5+76 x^4+88 x^3+37 x^2+85 x+152$
• $y^2=124 x^6+85 x^5+114 x^4+42 x^3+13 x^2+108 x+31$
• $y^2=119 x^6+91 x^5+69 x^4+43 x^3+65 x^2+39 x+155$
• $y^2=74 x^6+137 x^5+38 x^4+87 x^3+133 x^2+50 x+125$
• $y^2=36 x^6+17 x^5+23 x^4+101 x^3+164 x^2+83 x+124$
• $y^2=97 x^6+110 x^5+57 x^4+117 x^3+44 x^2+51 x+98$
• $y^2=151 x^6+49 x^5+118 x^4+84 x^3+53 x^2+88 x+156$
• $y^2=145 x^6+110 x^5+89 x^4+124 x^3+150 x^2+18 x+18$
• $y^2=57 x^6+49 x^5+111 x^4+119 x^3+82 x^2+90 x+90$
• $y^2=29 x^6+120 x^5+44 x^4+54 x^3+53 x^2+96 x+128$
• $y^2=145 x^6+99 x^5+53 x^4+103 x^3+98 x^2+146 x+139$
• $y^2=24 x^6+91 x^5+110 x^4+97 x^3+95 x^2+95 x+60$
• $y^2=120 x^6+121 x^5+49 x^4+151 x^3+141 x^2+141 x+133$
• $y^2=9 x^6+33 x^5+40 x^4+144 x^3+103 x^2+11 x+62$
• $y^2=45 x^6+165 x^5+33 x^4+52 x^3+14 x^2+55 x+143$
• $y^2=130 x^6+6 x^5+102 x^4+109 x^3+96 x^2+83 x+79$
• $y^2=149 x^6+30 x^5+9 x^4+44 x^3+146 x^2+81 x+61$
• $y^2=162 x^6+80 x^5+138 x^4+64 x^3+96 x^2+135 x+74$
• $y^2=111 x^6+81 x^5+113 x^4+111 x^3+14 x^2+129 x+123$
• $y^2=54 x^6+71 x^5+64 x^4+54 x^3+70 x^2+144 x+114$
• $y^2=16 x^6+70 x^5+44 x^4+140 x^3+158 x^2+21 x+163$
• $y^2=80 x^6+16 x^5+53 x^4+32 x^3+122 x^2+105 x+147$
• $y^2=128 x^6+85 x^5+29 x^4+78 x^3+8 x^2+16 x+58$
• $y^2=139 x^6+91 x^5+145 x^4+56 x^3+40 x^2+80 x+123$
• $y^2=90 x^6+116 x^5+8 x^4+49 x^3+24 x^2+17 x+83$
• $y^2=116 x^6+79 x^5+40 x^4+78 x^3+120 x^2+85 x+81$
• $y^2=65 x^6+52 x^5+101 x^4+33 x^3+79 x^2+61 x+148$
• $y^2=158 x^6+93 x^5+4 x^4+165 x^3+61 x^2+138 x+72$
• $y^2=66 x^6+143 x^5+115 x^4+114 x^3+78 x^2+14 x+131$
• $y^2=163 x^6+47 x^5+74 x^4+69 x^3+56 x^2+70 x+154$
• $y^2=49 x^6+152 x^5+61 x^4+130 x^3+51 x^2+42 x+112$
• $y^2=78 x^6+92 x^5+138 x^4+149 x^3+88 x^2+43 x+59$
• $y^2=68 x^6+70 x^5+46 x^4+161 x^3+12 x^2+144 x+68$
• $y^2=6 x^6+16 x^5+63 x^4+137 x^3+60 x^2+52 x+6$
• $y^2=46 x^6+104 x^5+160 x^4+154 x^3+60 x^2+83 x+91$
• $y^2=63 x^6+19 x^5+132 x^4+102 x^3+133 x^2+81 x+121$
• $y^2=77 x^6+3 x^5+39 x^4+32 x^3+150 x^2+99 x+62$
• $y^2=51 x^6+15 x^5+28 x^4+160 x^3+82 x^2+161 x+143$
• $y^2=31 x^6+25 x^5+78 x^4+114 x^3+99 x^2+144 x+75$
• $y^2=155 x^6+125 x^5+56 x^4+69 x^3+161 x^2+52 x+41$
• $y^2=149 x^6+15 x^5+155 x^4+5 x^3+139 x^2+46 x+65$
• $y^2=77 x^6+75 x^5+107 x^4+25 x^3+27 x^2+63 x+158$
• $y^2=100 x^6+46 x^5+27 x^4+98 x^3+134 x^2+37 x+99$
• $y^2=166 x^6+63 x^5+135 x^4+156 x^3+2 x^2+18 x+161$
• $y^2=107 x^6+66 x^5+67 x^4+109 x^3+144 x^2+109 x+108$
• $y^2=34 x^6+163 x^5+x^4+44 x^3+52 x^2+44 x+39$
• $y^2=85 x^6+19 x^5+22 x^4+127 x^3+3 x^2+50 x+16$
• $y^2=91 x^6+95 x^5+110 x^4+134 x^3+15 x^2+83 x+80$
• $y^2=61 x^6+132 x^5+84 x^4+105 x^3+80 x^2+129 x+4$
• $y^2=138 x^6+159 x^5+86 x^4+24 x^3+66 x^2+144 x+20$
• $y^2=62 x^6+37 x^5+107 x^4+165 x^3+143 x^2+165 x+157$
• $y^2=143 x^6+18 x^5+34 x^4+157 x^3+47 x^2+157 x+117$
• $y^2=146 x^6+41 x^5+125 x^4+52 x^3+104 x^2+40 x+135$
• $y^2=62 x^6+38 x^5+124 x^4+93 x^3+19 x^2+33 x+7$
• $y^2=6 x^6+133 x^5+110 x^4+36 x^3+92 x^2+111 x+144$
• $y^2=30 x^6+164 x^5+49 x^4+13 x^3+126 x^2+54 x+52$
• $y^2=163 x^6+94 x^5+166 x^4+47 x^3+95 x^2+104 x+98$
• $y^2=147 x^6+136 x^5+162 x^4+68 x^3+141 x^2+19 x+156$
• $y^2=50 x^6+80 x^5+97 x^4+113 x^3+56 x^2+153 x+17$
• $y^2=83 x^6+66 x^5+151 x^4+64 x^3+113 x^2+97 x+85$
• $y^2=150 x^6+37 x^5+6 x^4+98 x^3+80 x^2+166 x+91$
• $y^2=82 x^6+18 x^5+30 x^4+156 x^3+66 x^2+162 x+121$
• $y^2=108 x^6+6 x^5+135 x^4+137 x^3+163 x^2+151 x+82$
• $y^2=39 x^6+30 x^5+7 x^4+17 x^3+147 x^2+87 x+76$
• $y^2=34 x^6+91 x^5+95 x^4+160 x^3+60 x^2+54$
• $y^2=3 x^6+121 x^5+141 x^4+132 x^3+133 x^2+103$
• $y^2=89 x^6+129 x^5+161 x^4+8 x^3+109 x^2+58 x+2$
• $y^2=111 x^6+144 x^5+137 x^4+40 x^3+44 x^2+123 x+10$
• $y^2=12 x^6+11 x^5+86 x^4+154 x^3+153 x^2+76 x+140$
• $y^2=60 x^6+55 x^5+96 x^4+102 x^3+97 x^2+46 x+32$
• $y^2=67 x^6+150 x^5+162 x^4+25 x^3+74 x^2+112 x+151$
• $y^2=x^6+82 x^5+142 x^4+125 x^3+36 x^2+59 x+87$
• $y^2=8 x^6+62 x^5+85 x^4+2 x^3+38 x^2+25 x+125$
• $y^2=40 x^6+143 x^5+91 x^4+10 x^3+23 x^2+125 x+124$
• $y^2=53 x^6+109 x^5+71 x^4+19 x^3+164 x^2+60 x+147$
• $y^2=98 x^6+44 x^5+21 x^4+95 x^3+152 x^2+133 x+67$
• $y^2=113 x^6+55 x^5+18 x^4+74 x^3+70 x^2+14 x+137$
• $y^2=64 x^6+108 x^5+90 x^4+36 x^3+16 x^2+70 x+17$
• $y^2=135 x^6+21 x^5+158 x^4+32 x^3+161 x^2+30 x+114$
• $y^2=7 x^6+105 x^5+122 x^4+160 x^3+137 x^2+150 x+69$
• $y^2=155 x^6+53 x^5+20 x^4+153 x^3+145 x^2+74 x+19$
• $y^2=107 x^6+98 x^5+100 x^4+97 x^3+57 x^2+36 x+95$
• $y^2=68 x^6+62 x^5+84 x^4+96 x^3+65 x^2+141 x+111$
• $y^2=6 x^6+143 x^5+86 x^4+146 x^3+158 x^2+37 x+54$
• $y^2=83 x^6+54 x^5+115 x^4+131 x^3+4 x^2+48 x+72$
• $y^2=81 x^6+103 x^5+74 x^4+154 x^3+20 x^2+73 x+26$
• $y^2=25 x^6+65 x^5+28 x^4+124 x^3+86 x^2+90 x+123$
• $y^2=125 x^6+158 x^5+140 x^4+119 x^3+96 x^2+116 x+114$
• $y^2=43 x^6+37 x^5+36 x^4+x^3+101 x^2+44 x+147$
• $y^2=48 x^6+18 x^5+13 x^4+5 x^3+4 x^2+53 x+67$
• $y^2=40 x^6+93 x^5+103 x^4+31 x^3+20 x^2+49 x+122$
• $y^2=33 x^6+131 x^5+14 x^4+155 x^3+100 x^2+78 x+109$
• $y^2=77 x^6+81 x^5+56 x^4+48 x^3+143 x^2+33 x+19$
• $y^2=51 x^6+71 x^5+113 x^4+73 x^3+47 x^2+165 x+95$
• $y^2=113 x^6+137 x^5+71 x^4+17 x^3+87 x^2+7 x+94$
• $y^2=78 x^6+94 x^4+136 x^2+64$
• $y^2=91 x^6+103 x^4+14 x^2+19$
• $y^2=80 x^6+125 x^5+136 x^4+130 x^3+136 x^2+125 x+80$
• $y^2=66 x^6+124 x^5+12 x^4+149 x^3+12 x^2+124 x+66$
• $y^2=62 x^6+106 x^5+10 x^4+162 x^3+144 x^2+34 x+85$
• $y^2=143 x^6+29 x^5+50 x^4+142 x^3+52 x^2+3 x+91$
• $y^2=96 x^6+163 x^5+24 x^4+119 x^3+62 x^2+12 x+124$
• $y^2=146 x^6+147 x^5+120 x^4+94 x^3+143 x^2+60 x+119$
• $y^2=18 x^6+7 x^5+46 x^4+62 x^3+162 x^2+40 x+164$
• $y^2=90 x^6+35 x^5+63 x^4+143 x^3+142 x^2+33 x+152$
• $y^2=163 x^6+37 x^5+137 x^4+42 x^3+79 x^2+110 x+106$
• $y^2=147 x^6+18 x^5+17 x^4+43 x^3+61 x^2+49 x+29$
• $y^2=157 x^6+95 x^5+137 x^4+90 x^3+94 x^2+85 x+125$
• $y^2=117 x^6+141 x^5+17 x^4+116 x^3+136 x^2+91 x+124$
• $y^2=84 x^6+63 x^5+74 x^4+152 x^3+147 x^2+111 x+34$
• $y^2=86 x^6+148 x^5+36 x^4+92 x^3+67 x^2+54 x+3$
• $y^2=3 x^6+150 x^5+66 x^4+126 x^3+8 x^2+34 x+11$
• $y^2=15 x^6+82 x^5+163 x^4+129 x^3+40 x^2+3 x+55$
• $y^2=85 x^6+38 x^5+148 x^4+55 x^3+77 x^2+97 x+118$
• $y^2=91 x^6+23 x^5+72 x^4+108 x^3+51 x^2+151 x+89$
• $y^2=138 x^6+36 x^5+58 x^4+48 x^3+39 x^2+20 x+1$
• $y^2=22 x^6+13 x^5+123 x^4+73 x^3+28 x^2+100 x+5$
• $y^2=137 x^6+57 x^5+154 x^4+106 x^3+125 x^2+65 x+80$
• $y^2=17 x^6+118 x^5+102 x^4+29 x^3+124 x^2+158 x+66$
• $y^2=154 x^6+24 x^5+131 x^4+150 x^3+27 x^2+12 x+140$
• $y^2=102 x^6+120 x^5+154 x^4+82 x^3+135 x^2+60 x+32$
• $y^2=158 x^6+125 x^5+119 x^4+94 x^3+66 x^2+107 x+46$
• $y^2=122 x^6+124 x^5+94 x^4+136 x^3+163 x^2+34 x+63$
• $y^2=109 x^6+48 x^5+161 x^4+159 x^3+98 x^2+126 x+123$
• $y^2=22 x^6+102 x^5+27 x^4+117 x^3+60 x^2+2 x+34$
• $y^2=110 x^6+9 x^5+135 x^4+84 x^3+133 x^2+10 x+3$
• $y^2=15 x^6+145 x^5+126 x^4+75 x^3+25 x^2+30 x+44$
• $y^2=75 x^6+57 x^5+129 x^4+41 x^3+125 x^2+150 x+53$
• $y^2=112 x^6+129 x^5+86 x^4+14 x^3+46 x^2+92 x+69$
• $y^2=59 x^6+144 x^5+96 x^4+70 x^3+63 x^2+126 x+11$
• $y^2=142 x^6+51 x^5+4 x^4+103 x^3+69 x^2+159 x+15$
• $y^2=42 x^6+88 x^5+20 x^4+14 x^3+11 x^2+127 x+75$
• $y^2=45 x^6+8 x^5+88 x^4+92 x^3+69 x^2+54 x+39$
• $y^2=27 x^6+55 x^5+70 x^4+96 x^3+30 x^2+118 x+47$
• $y^2=135 x^6+108 x^5+16 x^4+146 x^3+150 x^2+89 x+68$
• $y^2=99 x^6+76 x^5+96 x^4+40 x^3+42 x^2+120 x+76$
• $y^2=161 x^6+46 x^5+146 x^4+33 x^3+43 x^2+99 x+46$
• $y^2=93 x^6+58 x^5+20 x^4+82 x^3+13 x^2+145 x+139$
• $y^2=131 x^6+123 x^5+100 x^4+76 x^3+65 x^2+57 x+27$
• $y^2=65 x^6+144 x^5+137 x^4+118 x^3+109 x^2+131 x+59$
• $y^2=158 x^6+52 x^5+17 x^4+89 x^3+44 x^2+154 x+128$
• $y^2=85 x^6+131 x^5+69 x^4+70 x^3+99 x^2+149 x+19$
• $y^2=91 x^6+154 x^5+11 x^4+16 x^3+161 x^2+77 x+95$
• $y^2=119 x^6+29 x^5+41 x^4+108 x^3+136 x^2+103 x+11$
• $y^2=94 x^6+145 x^5+38 x^4+39 x^3+12 x^2+14 x+55$
• $y^2=113 x^6+42 x^5+91 x^4+139 x^3+99 x^2+34 x+162$
• $y^2=64 x^6+43 x^5+121 x^4+27 x^3+161 x^2+3 x+142$
• $y^2=57 x^6+72 x^5+34 x^4+99 x^3+7 x+72$
• $y^2=118 x^6+26 x^5+3 x^4+161 x^3+35 x+26$
• $y^2=86 x^6+40 x^5+161 x^4+134 x^3+109 x^2+11 x+86$
• $y^2=96 x^6+33 x^5+137 x^4+2 x^3+44 x^2+55 x+96$
• $y^2=130 x^6+65 x^5+118 x^4+13 x^3+99 x^2+68 x+74$
• $y^2=149 x^6+158 x^5+89 x^4+65 x^3+161 x^2+6 x+36$
• $y^2=64 x^6+57 x^5+139 x^4+17 x^3+58 x^2+150 x+68$
• $y^2=138 x^6+114 x^5+128 x^4+152 x^3+137 x^2+117 x+35$
• $y^2=22 x^6+69 x^5+139 x^4+92 x^3+17 x^2+84 x+8$
• $y^2=56 x^6+142 x^5+4 x^4+62 x^3+123 x^2+73 x+78$
• $y^2=113 x^6+42 x^5+20 x^4+143 x^3+114 x^2+31 x+56$
• $y^2=58 x^6+155 x^5+74 x^4+11 x^3+59 x^2+139 x+141$
• $y^2=123 x^6+107 x^5+36 x^4+55 x^3+128 x^2+27 x+37$
• $y^2=21 x^6+142 x^5+149 x^4+56 x^3+55 x^2+101 x+141$
• $y^2=75 x^6+63 x^4+8 x^3+102 x^2+164 x+23$
• $y^2=41 x^6+148 x^4+40 x^3+9 x^2+152 x+115$
• $y^2=146 x^6+149 x^5+9 x^4+122 x^3+3 x^2+92 x+37$
• $y^2=62 x^6+77 x^5+45 x^4+109 x^3+15 x^2+126 x+18$
• $y^2=14 x^6+127 x^5+104 x^4+126 x^3+104 x^2+127 x+14$
• $y^2=70 x^6+134 x^5+19 x^4+129 x^3+19 x^2+134 x+70$
• $y^2=74 x^6+105 x^5+92 x^4+130 x^3+156 x^2+151 x+90$
• $y^2=36 x^6+24 x^5+126 x^4+149 x^3+112 x^2+87 x+116$
• $y^2=46 x^6+40 x^5+148 x^4+128 x^3+66 x^2+13 x+166$
• $y^2=63 x^6+33 x^5+72 x^4+139 x^3+163 x^2+65 x+162$
• $y^2=137 x^6+102 x^5+97 x^4+34 x^3+147 x^2+131 x+7$
• $y^2=17 x^6+9 x^5+151 x^4+3 x^3+67 x^2+154 x+35$
• $y^2=32 x^6+117 x^5+106 x^4+87 x^3+33 x^2+29 x+54$
• $y^2=160 x^6+84 x^5+29 x^4+101 x^3+165 x^2+145 x+103$
• $y^2=100 x^6+70 x^5+52 x^4+153 x^3+150 x^2+71 x+74$
• $y^2=166 x^6+16 x^5+93 x^4+97 x^3+82 x^2+21 x+36$
• $y^2=123 x^6+77 x^5+73 x^4+8 x^3+128 x^2+100 x+138$
• $y^2=114 x^6+51 x^5+31 x^4+40 x^3+139 x^2+166 x+22$
• $y^2=143 x^6+138 x^5+133 x^4+141 x^3+37 x^2+105 x+23$
• $y^2=47 x^6+22 x^5+164 x^4+37 x^3+18 x^2+24 x+115$
• $y^2=147 x^6+107 x^5+29 x^4+127 x^3+127 x^2+162 x+160$
• $y^2=67 x^6+34 x^5+145 x^4+134 x^3+134 x^2+142 x+132$
• $y^2=149 x^6+122 x^5+118 x^4+95 x^3+30 x^2+20 x+63$
• $y^2=77 x^6+109 x^5+89 x^4+141 x^3+150 x^2+100 x+148$
• $y^2=21 x^6+51 x^5+132 x^4+72 x^3+48 x^2+117 x+146$
• $y^2=105 x^6+88 x^5+159 x^4+26 x^3+73 x^2+84 x+62$
• $y^2=163 x^6+45 x^5+132 x^4+42 x^3+102 x^2+163 x+150$
• $y^2=147 x^6+58 x^5+159 x^4+43 x^3+9 x^2+147 x+82$
• $y^2=83 x^6+110 x^5+38 x^4+62 x^3+60 x^2+139 x+76$
• $y^2=81 x^6+49 x^5+23 x^4+143 x^3+133 x^2+27 x+46$
• $y^2=66 x^6+118 x^5+24 x^4+47 x^3+47 x^2+105 x+46$
• $y^2=163 x^6+89 x^5+120 x^4+68 x^3+68 x^2+24 x+63$
• $y^2=21 x^6+108 x^5+18 x^4+52 x^3+44 x^2+85 x+60$
• $y^2=105 x^6+39 x^5+90 x^4+93 x^3+53 x^2+91 x+133$
• $y^2=68 x^6+128 x^5+27 x^4+43 x^3+23 x^2+93 x+8$
• $y^2=6 x^6+139 x^5+135 x^4+48 x^3+115 x^2+131 x+40$
• $y^2=21 x^6+44 x^5+81 x^4+144 x^3+33 x^2+67 x+165$
• $y^2=105 x^6+53 x^5+71 x^4+52 x^3+165 x^2+x+157$
• $y^2=133 x^6+33 x^5+47 x^4+86 x^3+145 x^2+125 x+1$
• $y^2=164 x^6+165 x^5+68 x^4+96 x^3+57 x^2+124 x+5$
• $y^2=86 x^6+61 x^4+138 x^2+62$
• $y^2=83 x^6+136 x^4+12 x^2+21$
• $y^2=40 x^6+95 x^5+29 x^4+9 x^3+125 x^2+157 x+124$
• $y^2=33 x^6+141 x^5+145 x^4+45 x^3+124 x^2+117 x+119$
• $y^2=139 x^6+2 x^5+117 x^4+128 x^3+84 x^2+114 x+67$
• $y^2=27 x^6+10 x^5+84 x^4+139 x^3+86 x^2+69 x+1$
• $y^2=44 x^6+56 x^5+92 x^4+29 x^3+153 x^2+72 x+88$
• $y^2=53 x^6+113 x^5+126 x^4+145 x^3+97 x^2+26 x+106$
• $y^2=42 x^6+146 x^5+116 x^3+30 x^2+3 x+162$
• $y^2=43 x^6+62 x^5+79 x^3+150 x^2+15 x+142$
• $y^2=70 x^6+81 x^5+67 x^4+20 x^3+67 x^2+81 x+70$
• $y^2=16 x^6+71 x^5+x^4+100 x^3+x^2+71 x+16$
• $y^2=152 x^6+12 x^5+114 x^4+43 x^3+114 x^2+12 x+152$
• $y^2=92 x^6+60 x^5+69 x^4+48 x^3+69 x^2+60 x+92$
• $y^2=125 x^6+122 x^5+121 x^4+64 x^3+121 x^2+25 x+34$
• $y^2=124 x^6+109 x^5+104 x^4+153 x^3+104 x^2+125 x+3$
• $y^2=34 x^6+72 x^5+55 x^4+96 x^3+29 x^2+7 x+24$
• $y^2=3 x^6+26 x^5+108 x^4+146 x^3+145 x^2+35 x+120$
• $y^2=47 x^6+147 x^5+10 x^4+103 x^3+7 x^2+129 x+48$
• $y^2=68 x^6+67 x^5+50 x^4+14 x^3+35 x^2+144 x+73$
• $y^2=158 x^6+133 x^5+71 x^4+117 x^3+127 x^2+35 x+44$
• $y^2=122 x^6+164 x^5+21 x^4+84 x^3+134 x^2+8 x+53$
• $y^2=74 x^6+14 x^5+133 x^4+22 x^3+116 x^2+66 x+66$
• $y^2=36 x^6+70 x^5+164 x^4+110 x^3+79 x^2+163 x+163$
• $y^2=99 x^6+108 x^5+52 x^4+80 x^3+69 x^2+165 x+127$
• $y^2=38 x^6+112 x^5+137 x^4+131 x^3+44 x^2+144 x+133$
• $y^2=23 x^6+59 x^5+17 x^4+154 x^3+53 x^2+52 x+164$
• $y^2=159 x^6+96 x^5+130 x^4+90 x^3+74 x^2+25 x+84$
• $y^2=93 x^6+155 x^5+100 x^4+110 x^3+153 x^2+64 x+39$
• $y^2=131 x^6+107 x^5+166 x^4+49 x^3+97 x^2+153 x+28$
• $y^2=69 x^6+15 x^5+117 x^4+141 x^3+77 x^2+82 x+11$
• $y^2=11 x^6+75 x^5+84 x^4+37 x^3+51 x^2+76 x+55$
• $y^2=128 x^6+34 x^5+67 x^4+121 x^3+18 x^2+5 x+63$
• $y^2=139 x^6+3 x^5+x^4+104 x^3+90 x^2+25 x+148$
• $y^2=39 x^6+132 x^5+151 x^4+140 x^3+100 x^2+18 x+162$
• $y^2=28 x^6+159 x^5+87 x^4+32 x^3+166 x^2+90 x+142$
• $y^2=123 x^6+126 x^5+78 x^4+119 x^3+47 x^2+74 x+98$
• $y^2=114 x^6+129 x^5+56 x^4+94 x^3+68 x^2+36 x+156$
• $y^2=77 x^6+61 x^5+16 x^4+9 x^3+156 x^2+85 x+146$
• $y^2=51 x^6+138 x^5+80 x^4+45 x^3+112 x^2+91 x+62$
• $y^2=61 x^6+134 x^5+141 x^4+64 x^3+98 x^2+126 x+141$
• $y^2=138 x^6+2 x^5+37 x^4+153 x^3+156 x^2+129 x+37$
• $y^2=161 x^6+32 x^5+23 x^4+94 x^3+23 x^2+32 x+161$
• $y^2=137 x^6+160 x^5+115 x^4+136 x^3+115 x^2+160 x+137$
• $y^2=116 x^6+41 x^5+150 x^4+75 x^3+62 x^2+27 x+157$
• $y^2=79 x^6+38 x^5+82 x^4+41 x^3+143 x^2+135 x+117$
• $y^2=124 x^6+113 x^5+60 x^4+134 x^3+5 x^2+7 x+137$
• $y^2=119 x^6+64 x^5+133 x^4+2 x^3+25 x^2+35 x+17$
• $y^2=80 x^6+139 x^5+88 x^4+48 x^3+36 x^2+150 x+126$
• $y^2=66 x^6+27 x^5+106 x^4+73 x^3+13 x^2+82 x+129$
• $y^2=62 x^6+150 x^5+141 x^4+93 x^3+52 x^2+88 x+128$
• $y^2=143 x^6+82 x^5+37 x^4+131 x^3+93 x^2+106 x+139$
• $y^2=102 x^6+54 x^5+90 x^4+73 x^3+128 x^2+121 x+156$
• $y^2=9 x^6+103 x^5+116 x^4+31 x^3+139 x^2+104 x+112$
• $y^2=116 x^6+139 x^5+12 x^4+135 x^3+27 x^2+19 x+120$
• $y^2=79 x^6+27 x^5+60 x^4+7 x^3+135 x^2+95 x+99$
• $y^2=136 x^6+112 x^5+70 x^4+50 x^3+119 x^2+103 x+4$
• $y^2=12 x^6+59 x^5+16 x^4+83 x^3+94 x^2+14 x+20$
• $y^2=7 x^6+7 x^5+129 x^4+41 x^3+121 x^2+32 x+12$
• $y^2=35 x^6+35 x^5+144 x^4+38 x^3+104 x^2+160 x+60$
• $y^2=x^6+137 x^5+158 x^4+46 x^3+158 x^2+137 x+1$
• $y^2=5 x^6+17 x^5+122 x^4+63 x^3+122 x^2+17 x+5$
• $y^2=117 x^6+42 x^5+85 x^4+64 x^3+50 x^2+60 x+105$
• $y^2=84 x^6+43 x^5+91 x^4+153 x^3+83 x^2+133 x+24$
• $y^2=9 x^6+24 x^5+163 x^4+21 x^3+74 x^2+144 x+138$
• $y^2=45 x^6+120 x^5+147 x^4+105 x^3+36 x^2+52 x+22$
• $y^2=35 x^6+135 x^5+72 x^4+119 x^3+23 x^2+2 x+37$
• $y^2=8 x^6+7 x^5+26 x^4+94 x^3+115 x^2+10 x+18$
• $y^2=130 x^6+122 x^5+99 x^4+164 x^3+93 x^2+57 x+160$
• $y^2=149 x^6+109 x^5+161 x^4+152 x^3+131 x^2+118 x+132$
• $y^2=159 x^6+48 x^5+66 x^4+93 x^3+85 x^2+127 x+71$
• $y^2=127 x^6+73 x^5+163 x^4+131 x^3+91 x^2+134 x+21$
• $y^2=45 x^6+17 x^5+45 x^4+45 x^3+57 x^2+34 x+111$
• $y^2=58 x^6+85 x^5+58 x^4+58 x^3+118 x^2+3 x+54$
• $y^2=91 x^6+39 x^5+11 x^4+46 x^3+4 x^2+85 x+70$
• $y^2=121 x^6+28 x^5+55 x^4+63 x^3+20 x^2+91 x+16$
• $y^2=40 x^6+122 x^5+115 x^4+83 x^3+45 x^2+28 x+160$
• $y^2=33 x^6+109 x^5+74 x^4+81 x^3+58 x^2+140 x+132$
• $y^2=58 x^6+42 x^5+37 x^4+11 x^3+54 x^2+52 x+87$
• $y^2=123 x^6+43 x^5+18 x^4+55 x^3+103 x^2+93 x+101$
• $y^2=67 x^6+96 x^5+83 x^4+130 x^3+70 x^2+109 x+104$
• $y^2=x^6+146 x^5+81 x^4+149 x^3+16 x^2+44 x+19$
• $y^2=111 x^6+31 x^5+101 x^4+148 x^3+56 x^2+97 x+6$
• $y^2=24 x^6+166 x^5+39 x^4+34 x^3+163 x^2+54 x+34$
• $y^2=41 x^6+147 x^5+144 x^4+5 x^3+27 x^2+28 x+79$
• $y^2=38 x^6+67 x^5+52 x^4+25 x^3+135 x^2+140 x+61$
• $y^2=53 x^6+85 x^5+44 x^4+53 x^3+39 x^2+34 x+85$
• $y^2=98 x^6+91 x^5+53 x^4+98 x^3+28 x^2+3 x+91$
• $y^2=15 x^6+114 x^5+130 x^4+50 x^3+22 x^2+82 x+33$
• $y^2=155 x^6+10 x^5+103 x^4+87 x^3+101 x^2+40 x+159$
• $y^2=107 x^6+50 x^5+14 x^4+101 x^3+4 x^2+33 x+127$
• $y^2=54 x^6+11 x^5+21 x^4+40 x^3+113 x^2+145 x+138$
• $y^2=103 x^6+55 x^5+105 x^4+33 x^3+64 x^2+57 x+22$
• $y^2=135 x^6+108 x^5+117 x^4+48 x^3+107 x^2+78 x+132$
• $y^2=57 x^6+115 x^5+82 x^4+153 x^3+156 x^2+24 x+64$
• $y^2=118 x^6+74 x^5+76 x^4+97 x^3+112 x^2+120 x+153$
• $y^2=46 x^6+79 x^5+38 x^4+75 x^3+39 x^2+102 x+79$
• $y^2=50 x^6+101 x^5+24 x^4+64 x^3+43 x^2+48 x+94$
• $y^2=83 x^6+4 x^5+120 x^4+153 x^3+48 x^2+73 x+136$
• $y^2=58 x^6+60 x^5+63 x^4+35 x^3+155 x^2+10 x+147$
• $y^2=123 x^6+133 x^5+148 x^4+8 x^3+107 x^2+50 x+67$
• $y^2=122 x^6+21 x^5+98 x^4+36 x^3+96 x^2+75 x+135$
• $y^2=109 x^6+105 x^5+156 x^4+13 x^3+146 x^2+41 x+7$
• $y^2=98 x^6+68 x^5+38 x^4+82 x^3+139 x^2+157 x+66$
• $y^2=156 x^6+6 x^5+23 x^4+76 x^3+27 x^2+117 x+163$
• $y^2=137 x^6+17 x^5+159 x^4+133 x^3+8 x^2+85 x+98$
• $y^2=17 x^6+85 x^5+127 x^4+164 x^3+40 x^2+91 x+156$
• $y^2=132 x^6+47 x^5+80 x^4+74 x^3+77 x^2+40 x+124$
• $y^2=159 x^6+68 x^5+66 x^4+36 x^3+51 x^2+33 x+119$
• $y^2=164 x^6+98 x^5+92 x^4+6 x^2+21 x+120$
• $y^2=152 x^6+156 x^5+126 x^4+30 x^2+105 x+99$
• $y^2=95 x^6+127 x^5+141 x^4+128 x^3+75 x^2+98 x+5$
• $y^2=141 x^6+134 x^5+37 x^4+139 x^3+41 x^2+156 x+25$
• $y^2=30 x^6+165 x^5+107 x^4+119 x^3+63 x^2+44 x+114$
• $y^2=36 x^6+87 x^5+35 x^4+69 x^3+29 x^2+51 x+90$
• $y^2=13 x^6+101 x^5+8 x^4+11 x^3+145 x^2+88 x+116$
• $y^2=51 x^6+2 x^5+51 x^4+51 x^3+164 x^2+102 x+62$
• $y^2=88 x^6+10 x^5+88 x^4+88 x^3+152 x^2+9 x+143$
• $y^2=25 x^6+133 x^5+104 x^4+91 x^3+54 x^2+30 x+25$
• $y^2=125 x^6+164 x^5+19 x^4+121 x^3+103 x^2+150 x+125$
• $y^2=116 x^6+33 x^5+147 x^4+59 x^3+145 x^2+36 x+7$
• $y^2=79 x^6+165 x^5+67 x^4+128 x^3+57 x^2+13 x+35$
• $y^2=163 x^6+86 x^5+149 x^4+143 x^3+53 x^2+153 x+65$
• $y^2=147 x^6+96 x^5+77 x^4+47 x^3+98 x^2+97 x+158$
• $y^2=23 x^6+63 x^5+121 x^4+60 x^3+41 x^2+82 x+143$
• $y^2=115 x^6+148 x^5+104 x^4+133 x^3+38 x^2+76 x+47$
• $y^2=36 x^6+43 x^5+83 x^4+57 x^3+124 x^2+152 x+138$
• $y^2=13 x^6+48 x^5+81 x^4+118 x^3+119 x^2+92 x+22$
• $y^2=95 x^6+17 x^5+110 x^4+164 x^3+79 x^2+81 x+123$
• $y^2=141 x^6+85 x^5+49 x^4+152 x^3+61 x^2+71 x+114$
• $y^2=127 x^6+165 x^5+64 x^4+88 x^3+64 x^2+165 x+127$
• $y^2=134 x^6+157 x^5+153 x^4+106 x^3+153 x^2+157 x+134$
• $y^2=166 x^6+123 x^5+93 x^4+145 x^3+51 x^2+132 x+106$
• $y^2=162 x^6+114 x^5+131 x^4+57 x^3+88 x^2+159 x+29$
• $y^2=151 x^6+162 x^5+x^4+x^3+41 x^2+38 x+139$
• $y^2=87 x^6+142 x^5+5 x^4+5 x^3+38 x^2+23 x+27$
• $y^2=69 x^6+68 x^5+128 x^4+137 x^3+160 x^2+117 x+87$
• $y^2=11 x^6+6 x^5+139 x^4+17 x^3+132 x^2+84 x+101$
• $y^2=81 x^6+73 x^5+65 x^4+137 x^3+19 x^2+61 x+49$
• $y^2=71 x^6+31 x^5+158 x^4+17 x^3+95 x^2+138 x+78$
• $y^2=30 x^6+11 x^5+119 x^4+49 x^3+105 x^2+161 x+89$
• $y^2=150 x^6+55 x^5+94 x^4+78 x^3+24 x^2+137 x+111$
• $y^2=122 x^6+64 x^5+52 x^4+119 x^3+104 x^2+3 x+12$
• $y^2=109 x^6+153 x^5+93 x^4+94 x^3+19 x^2+15 x+60$
• $y^2=118 x^6+15 x^5+38 x^4+111 x^3+52 x^2+149 x+16$
• $y^2=89 x^6+75 x^5+23 x^4+54 x^3+93 x^2+77 x+80$
• $y^2=63 x^6+49 x^5+62 x^4+160 x^3+64 x^2+45 x+69$
• $y^2=148 x^6+78 x^5+143 x^4+132 x^3+153 x^2+58 x+11$
• $y^2=153 x^6+93 x^5+113 x^4+39 x^3+143 x^2+6 x+166$
• $y^2=97 x^6+131 x^5+64 x^4+28 x^3+47 x^2+30 x+162$
• $y^2=59 x^6+29 x^5+68 x^4+141 x^3+100 x^2+140 x+149$
• $y^2=128 x^6+145 x^5+6 x^4+37 x^3+166 x^2+32 x+77$
• $y^2=17 x^6+67 x^5+150 x^4+16 x^3+28 x^2+63 x+109$
• $y^2=85 x^6+x^5+82 x^4+80 x^3+140 x^2+148 x+44$
• $y^2=19 x^6+115 x^5+133 x^4+7 x^3+150 x^2+67 x+29$
• $y^2=95 x^6+74 x^5+164 x^4+35 x^3+82 x^2+x+145$
• $y^2=4 x^6+97 x^5+31 x^4+88 x^3+62 x+33$
• $y^2=20 x^6+151 x^5+155 x^4+106 x^3+143 x+165$
• $y^2=76 x^6+139 x^5+162 x^4+115 x^3+36 x^2+145 x+114$
• $y^2=46 x^6+27 x^5+142 x^4+74 x^3+13 x^2+57 x+69$
• $y^2=63 x^6+34 x^5+120 x^4+143 x^3+155 x^2+161 x+64$
• $y^2=148 x^6+3 x^5+99 x^4+47 x^3+107 x^2+137 x+153$
• $y^2=160 x^6+62 x^5+3 x^4+63 x^3+3 x^2+62 x+160$
• $y^2=132 x^6+143 x^5+15 x^4+148 x^3+15 x^2+143 x+132$
• $y^2=121 x^6+163 x^5+43 x^4+10 x^3+154 x^2+32 x+48$
• $y^2=104 x^6+147 x^5+48 x^4+50 x^3+102 x^2+160 x+73$
• $y^2=147 x^6+97 x^5+117 x^4+147 x^3+60 x^2+38 x+48$
• $y^2=67 x^6+151 x^5+84 x^4+67 x^3+133 x^2+23 x+73$
• $y^2=106 x^6+79 x^5+105 x^4+71 x^3+105 x^2+79 x+106$
• $y^2=29 x^6+61 x^5+24 x^4+21 x^3+24 x^2+61 x+29$
• $y^2=38 x^6+126 x^5+91 x^4+92 x^3+108 x^2+7 x+148$
• $y^2=23 x^6+129 x^5+121 x^4+126 x^3+39 x^2+35 x+72$
• $y^2=101 x^6+61 x^5+140 x^4+50 x^3+166 x^2+12 x+112$
• $y^2=4 x^6+138 x^5+32 x^4+83 x^3+162 x^2+60 x+59$
• $y^2=113 x^6+131 x^5+15 x^4+63 x^3+75 x^2+34 x+62$
• $y^2=30 x^6+131 x^5+109 x^4+59 x^3+8 x^2+42 x+44$
• $y^2=150 x^6+154 x^5+44 x^4+128 x^3+40 x^2+43 x+53$
• $y^2=110 x^6+148 x^5+77 x^4+128 x^3+91 x^2+26 x+28$
• $y^2=49 x^6+72 x^5+51 x^4+139 x^3+121 x^2+130 x+140$
• $y^2=87 x^6+19 x^5+52 x^4+50 x^3+117 x^2+68 x+81$
• $y^2=101 x^6+95 x^5+93 x^4+83 x^3+84 x^2+6 x+71$
• $y^2=96 x^6+69 x^5+121 x^4+123 x^3+89 x^2+140 x$
• $y^2=146 x^6+11 x^5+104 x^4+114 x^3+111 x^2+32 x$
• $y^2=134 x^6+116 x^5+68 x^4+166 x^3+161 x^2+54 x+28$
• $y^2=2 x^6+79 x^5+6 x^4+162 x^3+137 x^2+103 x+140$
• $y^2=128 x^6+2 x^5+96 x^4+7 x^3+114 x^2+75 x+15$
• $y^2=139 x^6+10 x^5+146 x^4+35 x^3+69 x^2+41 x+75$
• $y^2=145 x^6+58 x^5+165 x^4+31 x^3+165 x^2+58 x+145$
• $y^2=57 x^6+123 x^5+157 x^4+155 x^3+157 x^2+123 x+57$
• $y^2=34 x^6+56 x^5+51 x^4+143 x^3+21 x^2+51 x+161$
• $y^2=3 x^6+113 x^5+88 x^4+47 x^3+105 x^2+88 x+137$
• $y^2=14 x^6+26 x^5+4 x^4+77 x^3+153 x^2+137 x+103$
• $y^2=70 x^6+130 x^5+20 x^4+51 x^3+97 x^2+17 x+14$
• $y^2=66 x^6+78 x^5+145 x^4+127 x^3+22 x^2+7 x+138$
• $y^2=163 x^6+56 x^5+57 x^4+134 x^3+110 x^2+35 x+22$
• $y^2=123 x^6+65 x^5+108 x^4+85 x^3+108 x^2+65 x+123$
• $y^2=114 x^6+158 x^5+39 x^4+91 x^3+39 x^2+158 x+114$
• $y^2=91 x^6+56 x^5+53 x^4+133 x^3+102 x^2+41 x+99$
• $y^2=121 x^6+113 x^5+98 x^4+164 x^3+9 x^2+38 x+161$
• $y^2=149 x^6+61 x^5+95 x^4+112 x^3+33 x^2+126 x+82$
• $y^2=77 x^6+138 x^5+141 x^4+59 x^3+165 x^2+129 x+76$
• $y^2=87 x^6+46 x^5+38 x^4+132 x^3+79 x^2+166 x+98$
• $y^2=101 x^6+63 x^5+23 x^4+159 x^3+61 x^2+162 x+156$
• $y^2=130 x^6+16 x^5+132 x^4+147 x^3+151 x^2+82 x+109$
• $y^2=160 x^6+138 x^5+160 x^4+52 x^3+149 x^2+164 x+22$
• $y^2=132 x^6+22 x^5+132 x^4+93 x^3+77 x^2+152 x+110$
• $y^2=103 x^6+68 x^5+26 x^4+125 x^3+132 x^2+57 x+138$
• $y^2=14 x^6+6 x^5+130 x^4+124 x^3+159 x^2+118 x+22$
• $y^2=97 x^6+55 x^5+142 x^4+45 x^3+129 x^2+117 x+8$
• $y^2=151 x^6+108 x^5+42 x^4+58 x^3+144 x^2+84 x+40$
• $y^2=6 x^6+82 x^5+3 x^4+69 x^3+151 x^2+101 x+74$
• $y^2=30 x^6+76 x^5+15 x^4+11 x^3+87 x^2+4 x+36$
• $y^2=8 x^6+29 x^5+94 x^4+50 x^3+36 x^2+70 x+108$
• $y^2=40 x^6+145 x^5+136 x^4+83 x^3+13 x^2+16 x+39$
• $y^2=124 x^6+13 x^5+160 x^4+102 x^3+160 x^2+13 x+124$
• $y^2=119 x^6+65 x^5+132 x^4+9 x^3+132 x^2+65 x+119$
• $y^2=18 x^6+79 x^5+100 x^4+128 x^3+145 x^2+21 x+132$
• $y^2=90 x^6+61 x^5+166 x^4+139 x^3+57 x^2+105 x+159$
• $y^2=32 x^6+83 x^5+94 x^4+121 x^3+106 x^2+63 x+12$
• $y^2=160 x^6+81 x^5+136 x^4+104 x^3+29 x^2+148 x+60$
• $y^2=97 x^6+87 x^5+113 x^4+20 x^3+23 x^2+134 x+100$
• $y^2=151 x^6+101 x^5+64 x^4+100 x^3+115 x^2+2 x+166$
• $y^2=112 x^6+32 x^5+51 x^4+56 x^3+77 x^2+22 x+5$
• $y^2=59 x^6+160 x^5+88 x^4+113 x^3+51 x^2+110 x+25$
• $y^2=74 x^6+36 x^5+11 x^4+160 x^3+25 x^2+163 x+81$
• $y^2=36 x^6+13 x^5+55 x^4+132 x^3+125 x^2+147 x+71$
• $y^2=69 x^6+95 x^5+84 x^4+67 x^3+123 x^2+38 x+138$
• $y^2=11 x^6+141 x^5+86 x^4+x^3+114 x^2+23 x+22$
• $y^2=121 x^6+94 x^5+3 x^4+84 x^3+3 x^2+94 x+121$
• $y^2=104 x^6+136 x^5+15 x^4+86 x^3+15 x^2+136 x+104$
• $y^2=115 x^6+60 x^5+153 x^4+20 x^3+150 x^2+2 x+162$
• $y^2=74 x^6+133 x^5+97 x^4+100 x^3+82 x^2+10 x+142$
• $y^2=163 x^6+67 x^5+125 x^3+67 x+163$
• $y^2=147 x^6+x^5+124 x^3+x+147$
• $y^2=110 x^6+160 x^5+74 x^4+45 x^3+150 x^2+83 x$
• $y^2=39 x^6+137 x^5+x^4+103 x^3+85 x^2+51 x+89$
• $y^2=28 x^6+17 x^5+5 x^4+14 x^3+91 x^2+88 x+111$
• $y^2=106 x^6+127 x^5+157 x^4+46 x^3+85 x^2+68 x+161$
• $y^2=29 x^6+134 x^5+117 x^4+63 x^3+91 x^2+6 x+137$
• $y^2=49 x^6+75 x^5+143 x^4+151 x^3+28 x^2+51 x+148$
• $y^2=78 x^6+41 x^5+47 x^4+87 x^3+140 x^2+88 x+72$
• $y^2=67 x^6+157 x^5+151 x^4+15 x^3+138 x^2+24 x+60$
• $y^2=147 x^6+163 x^5+20 x^4+22 x^3+58 x^2+81 x+103$
• $y^2=67 x^6+147 x^5+100 x^4+110 x^3+123 x^2+71 x+14$
• $y^2=64 x^6+83 x^5+116 x^4+30 x^3+82 x^2+63 x+31$
• $y^2=153 x^6+81 x^5+79 x^4+150 x^3+76 x^2+148 x+155$
• $y^2=46 x^6+9 x^5+112 x^4+107 x^3+114 x^2+109 x+149$
• $y^2=119 x^6+86 x^5+108 x^4+34 x^3+102 x^2+139 x+109$
• $y^2=94 x^6+96 x^5+39 x^4+3 x^3+9 x^2+27 x+44$
• $y^2=145 x^6+140 x^5+104 x^4+58 x^3+133 x^2+52 x+38$
• $y^2=89 x^6+133 x^5+25 x^4+146 x^3+86 x^2+86 x+23$
• $y^2=111 x^6+164 x^5+125 x^4+62 x^3+96 x^2+96 x+115$
• $y^2=58 x^6+147 x^5+127 x^4+64 x^3+117 x^2+78 x+131$
• $y^2=123 x^6+67 x^5+134 x^4+153 x^3+84 x^2+56 x+154$
• $y^2=69 x^6+13 x^5+69 x^4+9 x^3+69 x^2+13 x+69$
• $y^2=11 x^6+65 x^5+11 x^4+45 x^3+11 x^2+65 x+11$
• $y^2=42 x^6+94 x^5+13 x^4+116 x^3+68 x^2+19 x+31$
• $y^2=43 x^6+136 x^5+65 x^4+79 x^3+6 x^2+95 x+155$
• $y^2=x^6+73 x^5+50 x^4+13 x^3+58 x^2+107 x+157$
• $y^2=5 x^6+31 x^5+83 x^4+65 x^3+123 x^2+34 x+117$
• $y^2=23 x^6+123 x^5+22 x^4+65 x^3+114 x^2+9 x+150$
• $y^2=115 x^6+114 x^5+110 x^4+158 x^3+69 x^2+45 x+82$
• $y^2=114 x^6+138 x^5+8 x^4+50 x^3+82 x^2+35 x+58$
• $y^2=69 x^6+22 x^5+40 x^4+83 x^3+76 x^2+8 x+123$
• $y^2=128 x^6+27 x^5+60 x^4+98 x^3+10 x^2+105 x+41$
• $y^2=32 x^6+46 x^5+158 x^4+37 x^3+45 x^2+130 x+124$
• $y^2=160 x^6+63 x^5+122 x^4+18 x^3+58 x^2+149 x+119$
• $y^2=56 x^6+141 x^5+40 x^4+17 x^3+157 x^2+149 x+30$
• $y^2=113 x^6+37 x^5+33 x^4+85 x^3+117 x^2+77 x+150$
• $y^2=110 x^6+77 x^5+57 x^4+91 x^3+120 x^2+115 x+125$
• $y^2=49 x^6+51 x^5+118 x^4+121 x^3+99 x^2+74 x+124$
• $y^2=133 x^6+37 x^5+19 x^4+108 x^3+140 x^2+146 x+86$
• $y^2=164 x^6+18 x^5+95 x^4+39 x^3+32 x^2+62 x+96$
• $y^2=9 x^6+25 x^5+82 x^4+139 x^3+118 x^2+147 x+67$
• $y^2=45 x^6+125 x^5+76 x^4+27 x^3+89 x^2+67 x+1$
• $y^2=126 x^6+49 x^5+108 x^4+151 x^3+148 x^2+16 x+161$
• $y^2=129 x^6+78 x^5+39 x^4+87 x^3+72 x^2+80 x+137$
• $y^2=86 x^6+116 x^5+157 x^4+57 x^3+81 x^2+120 x+103$
• $y^2=96 x^6+79 x^5+117 x^4+118 x^3+71 x^2+99 x+14$
• $y^2=x^6+x^3+25$
• $y^2=5 x^6+5 x^3+125$
• $y^2=124 x^6+146 x^5+141 x^4+99 x^3+78 x^2+51 x+3$
• $y^2=119 x^6+62 x^5+37 x^4+161 x^3+56 x^2+88 x+15$
• $y^2=90 x^6+159 x^5+156 x^4+75 x^3+119 x^2+153 x+74$
• $y^2=116 x^6+127 x^5+112 x^4+41 x^3+94 x^2+97 x+36$
• $y^2=125 x^6+53 x^5+121 x^4+142 x^3+3 x^2+80 x+147$
• $y^2=124 x^6+98 x^5+104 x^4+42 x^3+15 x^2+66 x+67$
• $y^2=133 x^6+67 x^5+129 x^4+61 x^3+166 x^2+161 x+32$
• $y^2=164 x^6+x^5+144 x^4+138 x^3+162 x^2+137 x+160$
• $y^2=16 x^6+139 x^5+153 x^4+139 x^3+74 x^2+144 x+24$
• $y^2=80 x^6+27 x^5+97 x^4+27 x^3+36 x^2+52 x+120$
• $y^2=12 x^6+15 x^5+118 x^4+16 x^3+69 x^2+75 x+151$
• $y^2=60 x^6+75 x^5+89 x^4+80 x^3+11 x^2+41 x+87$
• $y^2=33 x^6+56 x^5+130 x^4+64 x^3+83 x^2+81 x+154$
• $y^2=165 x^6+113 x^5+149 x^4+153 x^3+81 x^2+71 x+102$
• $y^2=59 x^6+10 x^5+42 x^4+26 x^3+131 x^2+60 x+165$
• $y^2=128 x^6+50 x^5+43 x^4+130 x^3+154 x^2+133 x+157$
• $y^2=98 x^6+123 x^5+42 x^4+158 x^3+103 x^2+57 x+44$
• $y^2=156 x^6+114 x^5+43 x^4+122 x^3+14 x^2+118 x+53$
• $y^2=149 x^6+116 x^5+91 x^4+163 x^3+26 x^2+73 x+62$
• $y^2=77 x^6+79 x^5+121 x^4+147 x^3+130 x^2+31 x+143$
• $y^2=40 x^6+44 x^5+28 x^4+95 x^3+71 x^2+125 x+39$
• $y^2=33 x^6+53 x^5+140 x^4+141 x^3+21 x^2+124 x+28$
• $y^2=134 x^6+119 x^5+52 x^4+149 x^3+70 x^2+99 x+72$
• $y^2=49 x^6+67 x^5+150 x^4+99 x^3+150 x^2+67 x+49$
• $y^2=78 x^6+x^5+82 x^4+161 x^3+82 x^2+x+78$
• $y^2=55 x^6+47 x^5+54 x^4+68 x^3+74 x^2+114 x+13$
• $y^2=108 x^6+68 x^5+103 x^4+6 x^3+36 x^2+69 x+65$
• $y^2=83 x^6+140 x^5+96 x^4+56 x^3+165 x^2+161 x+44$
• $y^2=81 x^6+32 x^5+146 x^4+113 x^3+157 x^2+137 x+53$
• $y^2=116 x^6+57 x^5+76 x^4+13 x^3+104 x^2+27 x+165$
• $y^2=79 x^6+118 x^5+46 x^4+65 x^3+19 x^2+135 x+157$
• $y^2=11 x^6+156 x^5+70 x^4+57 x^3+73 x^2+82 x+33$
• $y^2=55 x^6+112 x^5+16 x^4+118 x^3+31 x^2+76 x+165$
• $y^2=53 x^6+143 x^5+101 x^4+31 x^3+101 x^2+143 x+53$
• $y^2=98 x^6+47 x^5+4 x^4+155 x^3+4 x^2+47 x+98$
• $y^2=24 x^6+28 x^5+33 x^4+26 x^3+33 x^2+3 x+62$
• $y^2=120 x^6+140 x^5+165 x^4+130 x^3+165 x^2+15 x+143$
• $y^2=15 x^6+2 x^5+19 x^4+14 x^3+106 x^2+70 x+88$
• $y^2=103 x^6+60 x^5+160 x^4+53 x^3+123 x^2+145 x+122$
• $y^2=14 x^6+133 x^5+132 x^4+98 x^3+114 x^2+57 x+109$
• $y^2=53 x^6+153 x^5+71 x^4+98 x^3+60 x^2+98 x+6$
• $y^2=98 x^6+97 x^5+21 x^4+156 x^3+133 x^2+156 x+30$
• $y^2=3 x^6+130 x^5+100 x^4+162 x^3+65 x^2+7 x+163$
• $y^2=15 x^6+149 x^5+166 x^4+142 x^3+158 x^2+35 x+147$
• $y^2=72 x^6+45 x^5+95 x^4+116 x^3+100 x^2+94 x+141$
• $y^2=26 x^6+58 x^5+141 x^4+79 x^3+166 x^2+136 x+37$
• $y^2=105 x^6+23 x^5+70 x^4+9 x^3+14 x^2+85 x+123$
• $y^2=37 x^6+110 x^5+24 x^4+165 x^3+98 x^2+84 x+143$
• $y^2=18 x^6+49 x^5+120 x^4+157 x^3+156 x^2+86 x+47$
• $y^2=105 x^6+65 x^5+32 x^4+58 x^3+8 x^2+91 x+161$
• $y^2=83 x^6+64 x^5+163 x^4+98 x^3+44 x^2+27 x+136$
• $y^2=81 x^6+153 x^5+147 x^4+156 x^3+53 x^2+135 x+12$
• $y^2=32 x^6+147 x^5+96 x^4+44 x^3+3 x^2+32 x+25$
• $y^2=160 x^6+67 x^5+146 x^4+53 x^3+15 x^2+160 x+125$
• $y^2=130 x^6+62 x^5+5 x^4+43 x^3+134 x^2+27 x+150$
• $y^2=82 x^6+152 x^5+19 x^4+79 x^3+19 x^2+152 x+82$
• $y^2=76 x^6+92 x^5+95 x^4+61 x^3+95 x^2+92 x+76$
• $y^2=132 x^6+60 x^5+28 x^4+94 x^3+3 x^2+124 x+145$
• $y^2=159 x^6+133 x^5+140 x^4+136 x^3+15 x^2+119 x+57$
• $y^2=118 x^6+16 x^5+129 x^4+161 x^3+129 x^2+16 x+118$
• $y^2=89 x^6+80 x^5+144 x^4+137 x^3+144 x^2+80 x+89$
• $y^2=4 x^6+162 x^5+62 x^4+151 x^3+142 x^2+62 x+132$
• $y^2=20 x^6+142 x^5+143 x^4+87 x^3+42 x^2+143 x+159$
• $y^2=100 x^6+73 x^5+56 x^4+151 x^3+3 x^2+166 x+126$
• $y^2=166 x^6+31 x^5+113 x^4+87 x^3+15 x^2+162 x+129$
• $y^2=16 x^6+153 x^5+59 x^4+142 x^3+60 x^2+40 x+77$
• $y^2=80 x^6+97 x^5+128 x^4+42 x^3+133 x^2+33 x+51$
• $y^2=31 x^6+125 x^5+64 x^4+3 x^3+43 x^2+147 x+87$
• $y^2=155 x^6+124 x^5+153 x^4+15 x^3+48 x^2+67 x+101$
• $y^2=162 x^6+139 x^5+81 x^4+147 x^3+82 x^2+94 x+131$
• $y^2=142 x^6+27 x^5+71 x^4+67 x^3+76 x^2+136 x+154$
• $y^2=25 x^6+110 x^5+69 x^4+78 x^3+25 x^2+131 x+34$
• $y^2=84 x^6+161 x^5+45 x^4+46 x^3+2 x^2+132 x+47$
• $y^2=86 x^6+137 x^5+58 x^4+63 x^3+10 x^2+159 x+68$
• $y^2=7 x^6+36 x^5+45 x^4+19 x^3+23 x^2+98 x+142$
• $y^2=35 x^6+13 x^5+58 x^4+95 x^3+115 x^2+156 x+42$
• $y^2=108 x^6+122 x^5+x^4+32 x^3+90 x^2+64 x+19$
• $y^2=39 x^6+109 x^5+5 x^4+160 x^3+116 x^2+153 x+95$
• $y^2=71 x^6+18 x^5+93 x^4+36 x^3+17 x^2+162 x+158$
• $y^2=21 x^6+90 x^5+131 x^4+13 x^3+85 x^2+142 x+122$
• $y^2=92 x^6+101 x^5+2 x^4+50 x^3+43 x^2+11 x+31$
• $y^2=126 x^6+4 x^5+10 x^4+83 x^3+48 x^2+55 x+155$
• $y^2=147 x^6+64 x^5+150 x^4+4 x^3+118 x^2+81 x+111$
• $y^2=67 x^6+153 x^5+82 x^4+20 x^3+89 x^2+71 x+54$
• $y^2=84 x^6+74 x^5+166 x^4+141 x^3+61 x^2+139 x+113$
• $y^2=86 x^6+36 x^5+162 x^4+37 x^3+138 x^2+27 x+64$
• $y^2=48 x^6+59 x^5+151 x^4+47 x^3+31 x^2+117 x+146$
• $y^2=73 x^6+128 x^5+87 x^4+68 x^3+155 x^2+84 x+62$
• $y^2=55 x^6+97 x^5+102 x^4+52 x^3+125 x^2+93 x+4$
• $y^2=108 x^6+151 x^5+9 x^4+93 x^3+124 x^2+131 x+20$
• $y^2=83 x^6+138 x^5+17 x^4+134 x^3+122 x^2+101 x+42$
• $y^2=81 x^6+22 x^5+85 x^4+2 x^3+109 x^2+4 x+43$
• $y^2=58 x^6+34 x^5+18 x^4+116 x^3+18 x^2+34 x+58$
• $y^2=123 x^6+3 x^5+90 x^4+79 x^3+90 x^2+3 x+123$
• $y^2=38 x^6+30 x^5+78 x^4+111 x^3+127 x^2+21 x+158$
• $y^2=23 x^6+150 x^5+56 x^4+54 x^3+134 x^2+105 x+122$
• $y^2=106 x^6+137 x^5+23 x^4+152 x^3+23 x^2+137 x+106$
• $y^2=29 x^6+17 x^5+115 x^4+92 x^3+115 x^2+17 x+29$
• $y^2=127 x^6+116 x^5+109 x^4+115 x^3+166 x^2+103 x+61$
• $y^2=40 x^6+80 x^5+71 x^4+9 x^3+134 x^2+7 x+93$
• $y^2=33 x^6+66 x^5+21 x^4+45 x^3+2 x^2+35 x+131$
• $y^2=59 x^6+143 x^5+38 x^4+147 x^3+101 x^2+133 x+147$
• $y^2=128 x^6+47 x^5+23 x^4+67 x^3+4 x^2+164 x+67$
• $y^2=116 x^6+124 x^5+145 x^4+3 x^3+153 x^2+90 x+77$
• $y^2=79 x^6+119 x^5+57 x^4+15 x^3+97 x^2+116 x+51$
• $y^2=53 x^6+40 x^5+162 x^4+102 x^3+88 x^2+42 x+35$
• $y^2=98 x^6+33 x^5+142 x^4+9 x^3+106 x^2+43 x+8$
• $y^2=127 x^6+68 x^5+154 x^4+108 x^3+72 x^2+12 x+65$
• $y^2=134 x^6+6 x^5+102 x^4+39 x^3+26 x^2+60 x+158$
• $y^2=162 x^6+78 x^5+12 x^4+22 x^3+22 x^2+4 x+83$
• $y^2=142 x^6+56 x^5+60 x^4+110 x^3+110 x^2+20 x+81$
• $y^2=151 x^6+26 x^5+13 x^4+125 x^3+6 x^2+94 x+38$
• $y^2=87 x^6+130 x^5+65 x^4+124 x^3+30 x^2+136 x+23$
• $y^2=37 x^6+67 x^5+39 x^4+103 x^3+133 x^2+6 x+165$
• $y^2=18 x^6+x^5+28 x^4+14 x^3+164 x^2+30 x+157$
• $y^2=145 x^6+160 x^5+113 x^4+107 x^3+111 x^2+140 x+79$
• $y^2=57 x^6+132 x^5+64 x^4+34 x^3+54 x^2+32 x+61$
• $y^2=118 x^6+5 x^5+45 x^4+132 x^3+10 x^2+101 x+85$
• $y^2=89 x^6+25 x^5+58 x^4+159 x^3+50 x^2+4 x+91$
• $y^2=111 x^6+112 x^5+135 x^4+12 x^3+115 x^2+164 x+86$
• $y^2=54 x^6+59 x^5+7 x^4+60 x^3+74 x^2+152 x+96$
• $y^2=154 x^6+30 x^5+101 x^4+117 x^3+130 x^2+162 x+143$
• $y^2=102 x^6+150 x^5+4 x^4+84 x^3+149 x^2+142 x+47$
• $y^2=158 x^6+110 x^5+27 x^4+15 x^3+88 x^2+4 x+97$
• $y^2=122 x^6+49 x^5+135 x^4+75 x^3+106 x^2+20 x+151$
• $y^2=143 x^6+68 x^5+162 x^4+165 x^3+162 x^2+68 x+143$
• $y^2=47 x^6+6 x^5+142 x^4+157 x^3+142 x^2+6 x+47$
• $y^2=78 x^6+36 x^5+155 x^4+13 x^3+156 x^2+69 x+15$
• $y^2=56 x^6+13 x^5+107 x^4+65 x^3+112 x^2+11 x+75$
• $y^2=75 x^6+40 x^5+157 x^4+3 x^3+138 x^2+65 x+33$
• $y^2=41 x^6+33 x^5+117 x^4+15 x^3+22 x^2+158 x+165$
• $y^2=36 x^6+104 x^5+17 x^4+164 x^3+114 x^2+26 x+141$
• $y^2=13 x^6+19 x^5+85 x^4+152 x^3+69 x^2+130 x+37$
• $y^2=69 x^6+67 x^5+159 x^4+79 x^3+67 x^2+130 x+131$
• $y^2=11 x^6+x^5+127 x^4+61 x^3+x^2+149 x+154$
• $y^2=22 x^6+75 x^5+118 x^4+39 x^3+57 x^2+33 x+91$
• $y^2=110 x^6+41 x^5+89 x^4+28 x^3+118 x^2+165 x+121$
• $y^2=82 x^6+143 x^5+32 x^4+95 x^3+49 x^2+62 x+102$
• $y^2=76 x^6+47 x^5+160 x^4+141 x^3+78 x^2+143 x+9$
• $y^2=46 x^6+38 x^5+51 x^4+76 x^3+x^2+59 x+91$
• $y^2=63 x^6+23 x^5+88 x^4+46 x^3+5 x^2+128 x+121$
• $y^2=29 x^6+141 x^5+48 x^4+151 x^3+106 x^2+121 x+39$
• $y^2=145 x^6+37 x^5+73 x^4+87 x^3+29 x^2+104 x+28$
• $y^2=132 x^6+64 x^5+94 x^4+42 x^3+56 x^2+137 x+12$
• $y^2=159 x^6+153 x^5+136 x^4+43 x^3+113 x^2+17 x+60$
• $y^2=117 x^6+68 x^5+3 x^4+55 x^3+89 x^2+112 x+108$
• $y^2=84 x^6+6 x^5+15 x^4+108 x^3+111 x^2+59 x+39$
• $y^2=80 x^6+53 x^5+18 x^4+109 x^3+83 x^2+34 x+68$
• $y^2=66 x^6+98 x^5+90 x^4+44 x^3+81 x^2+3 x+6$
• $y^2=164 x^6+123 x^5+11 x^4+163 x^3+44 x^2+110 x+53$
• $y^2=152 x^6+114 x^5+55 x^4+147 x^3+53 x^2+49 x+98$
• $y^2=122 x^6+32 x^5+14 x^4+73 x^3+137 x^2+149 x+42$
• $y^2=109 x^6+160 x^5+70 x^4+31 x^3+17 x^2+77 x+43$
• $y^2=160 x^6+102 x^5+27 x^4+63 x^3+32 x^2+91 x+135$
• $y^2=132 x^6+9 x^5+135 x^4+148 x^3+160 x^2+121 x+7$
• $y^2=44 x^6+66 x^5+46 x^4+32 x^3+17 x^2+111 x+9$
• $y^2=53 x^6+163 x^5+63 x^4+160 x^3+85 x^2+54 x+45$
• $y^2=45 x^6+7 x^5+37 x^4+124 x^3+165 x^2+133 x+140$
• $y^2=58 x^6+35 x^5+18 x^4+119 x^3+157 x^2+164 x+32$
• $y^2=165 x^6+111 x^5+158 x^4+142 x^3+67 x^2+162 x+123$
• $y^2=142 x^6+36 x^5+62 x^4+141 x^3+128 x^2+110 x+11$
• $y^2=5 x^6+144 x^5+76 x^4+48 x^3+47 x^2+161 x+68$
• $y^2=25 x^6+52 x^5+46 x^4+73 x^3+68 x^2+137 x+6$
• $y^2=146 x^6+51 x^5+66 x^4+141 x^3+94 x^2+44 x+106$
• $y^2=62 x^6+88 x^5+163 x^4+37 x^3+136 x^2+53 x+29$
• $y^2=32 x^6+83 x^5+162 x^3+46 x^2+119 x+129$
• $y^2=160 x^6+81 x^5+142 x^3+63 x^2+94 x+144$
• $y^2=9 x^6+155 x^5+158 x^4+162 x^3+58 x^2+25 x+41$
• $y^2=45 x^6+107 x^5+122 x^4+142 x^3+123 x^2+125 x+38$
• $y^2=13 x^6+147 x^5+28 x^4+88 x^3+33 x^2+6 x+68$
• $y^2=65 x^6+67 x^5+140 x^4+106 x^3+165 x^2+30 x+6$
• $y^2=143 x^6+142 x^5+156 x^4+11 x^3+50 x^2+127 x+51$
• $y^2=47 x^6+42 x^5+112 x^4+55 x^3+83 x^2+134 x+88$
• $y^2=66 x^6+100 x^5+127 x^4+38 x^3+48 x^2+144 x+77$
• $y^2=163 x^6+166 x^5+134 x^4+23 x^3+73 x^2+52 x+51$
• $y^2=37 x^6+88 x^5+109 x^4+85 x^3+140 x^2+134 x+26$
• $y^2=18 x^6+106 x^5+44 x^4+91 x^3+32 x^2+2 x+130$
• $y^2=164 x^6+136 x^5+2 x^4+2 x^3+19 x^2+50 x+100$
• $y^2=152 x^6+12 x^5+10 x^4+10 x^3+95 x^2+83 x+166$
• $y^2=129 x^6+34 x^5+106 x^4+93 x^3+29 x^2+139 x+150$
• $y^2=144 x^6+3 x^5+29 x^4+131 x^3+145 x^2+27 x+82$
• $y^2=82 x^6+43 x^5+74 x^4+134 x^3+140 x^2+142 x+31$
• $y^2=76 x^6+48 x^5+36 x^4+2 x^3+32 x^2+42 x+155$
• $y^2=87 x^6+101 x^5+121 x^4+113 x^3+134 x^2+131 x+39$
• $y^2=101 x^6+4 x^5+104 x^4+64 x^3+2 x^2+154 x+28$
• $y^2=61 x^6+104 x^5+63 x^4+70 x^3+16 x^2+54 x+52$
• $y^2=138 x^6+19 x^5+148 x^4+16 x^3+80 x^2+103 x+93$
• $y^2=78 x^6+53 x^5+153 x^4+98 x^3+110 x^2+132 x+36$
• $y^2=56 x^6+98 x^5+97 x^4+156 x^3+49 x^2+159 x+13$
• $y^2=146 x^6+16 x^5+78 x^4+30 x^3+162 x^2+127 x+123$
• $y^2=62 x^6+80 x^5+56 x^4+150 x^3+142 x^2+134 x+114$
• $y^2=66 x^6+12 x^5+155 x^4+141 x^3+11 x^2+149 x+45$
• $y^2=163 x^6+60 x^5+107 x^4+37 x^3+55 x^2+77 x+58$
• $y^2=166 x^6+155 x^5+133 x^4+156 x^3+123 x^2+81 x+146$
• $y^2=162 x^6+107 x^5+164 x^4+112 x^3+114 x^2+71 x+62$
• $y^2=143 x^6+32 x^5+14 x^4+65 x^3+134 x^2+66 x+101$
• $y^2=47 x^6+160 x^5+70 x^4+158 x^3+2 x^2+163 x+4$
• $y^2=111 x^6+127 x^5+107 x^4+71 x^3+101 x^2+61 x+64$
• $y^2=54 x^6+134 x^5+34 x^4+21 x^3+4 x^2+138 x+153$
• $y^2=39 x^6+150 x^5+103 x^4+111 x^3+10 x^2+13 x+74$
• $y^2=28 x^6+82 x^5+14 x^4+54 x^3+50 x^2+65 x+36$
• $y^2=10 x^6+93 x^5+130 x^4+138 x^3+27 x^2+117 x+98$
• $y^2=50 x^6+131 x^5+149 x^4+22 x^3+135 x^2+84 x+156$
• $y^2=55 x^6+64 x^5+132 x^4+126 x^3+158 x^2+143 x+157$
• $y^2=108 x^6+153 x^5+159 x^4+129 x^3+122 x^2+47 x+117$
• $y^2=13 x^6+79 x^5+109 x^4+26 x^3+105 x^2+101 x+166$
• $y^2=65 x^6+61 x^5+44 x^4+130 x^3+24 x^2+4 x+162$
• $y^2=135 x^6+121 x^5+54 x^4+74 x^3+122 x^2+5 x+7$
• $y^2=7 x^6+104 x^5+103 x^4+36 x^3+109 x^2+25 x+35$
• $y^2=71 x^6+19 x^5+120 x^4+100 x^3+139 x^2+41 x+140$
• $y^2=21 x^6+95 x^5+99 x^4+166 x^3+27 x^2+38 x+32$
• $y^2=2 x^6+125 x^5+136 x^4+84 x^3+144 x^2+42 x+140$
• $y^2=10 x^6+124 x^5+12 x^4+86 x^3+52 x^2+43 x+32$
• $y^2=47 x^6+152 x^5+48 x^4+49 x^3+82 x^2+98 x+59$
• $y^2=141 x^6+51 x^5+97 x^4+46 x^3+156 x^2+30 x+60$
• $y^2=37 x^6+88 x^5+151 x^4+63 x^3+112 x^2+150 x+133$
• $y^2=39 x^6+101 x^5+157 x^4+133 x^3+17 x^2+103 x+54$
• $y^2=28 x^6+4 x^5+117 x^4+164 x^3+85 x^2+14 x+103$
• $y^2=88 x^6+70 x^5+42 x^4+152 x^3+36 x^2+126 x+51$
• $y^2=106 x^6+16 x^5+43 x^4+92 x^3+13 x^2+129 x+88$
• $y^2=158 x^6+160 x^5+152 x^4+x^3+79 x^2+37 x+135$
• $y^2=122 x^6+132 x^5+92 x^4+5 x^3+61 x^2+18 x+7$
• $y^2=3 x^6+104 x^5+116 x^4+166 x^3+75 x^2+40 x+58$
• $y^2=15 x^6+19 x^5+79 x^4+162 x^3+41 x^2+33 x+123$
• $y^2=35 x^6+17 x^5+120 x^4+4 x^3+100 x^2+127 x+161$
• $y^2=8 x^6+85 x^5+99 x^4+20 x^3+166 x^2+134 x+137$
• $y^2=87 x^6+156 x^5+102 x^4+23 x^3+11 x^2+123 x+124$
• $y^2=101 x^6+112 x^5+9 x^4+115 x^3+55 x^2+114 x+119$
• $y^2=61 x^6+38 x^5+43 x^4+86 x^3+27 x^2+36 x+61$
• $y^2=138 x^6+23 x^5+48 x^4+96 x^3+135 x^2+13 x+138$
• $y^2=126 x^6+116 x^5+13 x^4+32 x^3+88 x^2+128 x+122$
• $y^2=129 x^6+79 x^5+65 x^4+160 x^3+106 x^2+139 x+109$
• $y^2=66 x^6+135 x^5+78 x^4+165 x^3+120 x^2+14 x+132$
• $y^2=163 x^6+7 x^5+56 x^4+157 x^3+99 x^2+70 x+159$
• $y^2=153 x^6+33 x^5+35 x^4+13 x^3+91 x^2+97 x+29$
• $y^2=97 x^6+165 x^5+8 x^4+65 x^3+121 x^2+151 x+145$
• $y^2=164 x^6+134 x^5+32 x^4+162 x^3+92 x^2+162 x+164$
• $y^2=152 x^6+2 x^5+160 x^4+142 x^3+126 x^2+142 x+152$
• $y^2=152 x^6+53 x^5+142 x^4+67 x^3+76 x^2+98 x+37$
• $y^2=92 x^6+98 x^5+42 x^4+x^3+46 x^2+156 x+18$
• $y^2=115 x^6+130 x^5+19 x^4+85 x^3+79 x^2+119 x+76$
• $y^2=74 x^6+149 x^5+95 x^4+91 x^3+61 x^2+94 x+46$
• $y^2=153 x^6+164 x^5+5 x^4+5 x^3+161 x^2+146 x+109$
• $y^2=97 x^6+152 x^5+25 x^4+25 x^3+137 x^2+62 x+44$
• $y^2=113 x^6+21 x^5+148 x^4+109 x^3+50 x^2+8 x+50$
• $y^2=64 x^6+105 x^5+72 x^4+44 x^3+83 x^2+40 x+83$
• $y^2=126 x^6+56 x^5+141 x^4+32 x^3+23 x^2+52 x+41$
• $y^2=129 x^6+113 x^5+37 x^4+160 x^3+115 x^2+93 x+38$
• $y^2=120 x^6+41 x^5+22 x^4+67 x^3+138 x^2+28 x+71$
• $y^2=99 x^6+38 x^5+110 x^4+x^3+22 x^2+140 x+21$
• $y^2=x^6+130 x^5+69 x^4+148 x^3+14 x^2+127 x+80$
• $y^2=5 x^6+149 x^5+11 x^4+72 x^3+70 x^2+134 x+66$
• $y^2=11 x^6+72 x^5+102 x^4+141 x^3+93 x^2+80 x+1$
• $y^2=55 x^6+26 x^5+9 x^4+37 x^3+131 x^2+66 x+5$
• $y^2=34 x^6+115 x^5+22 x^4+126 x^3+146 x^2+63 x+146$
• $y^2=3 x^6+74 x^5+110 x^4+129 x^3+62 x^2+148 x+62$
• $y^2=19 x^6+31 x^5+150 x^4+165 x^3+103 x^2+163 x+132$
• $y^2=4 x^6+56 x^5+118 x^4+57 x^3+60 x^2+142 x+77$
• $y^2=20 x^6+113 x^5+89 x^4+118 x^3+133 x^2+42 x+51$
• $y^2=63 x^6+125 x^5+61 x^4+41 x^3+38 x^2+96 x+148$
• $y^2=148 x^6+124 x^5+138 x^4+38 x^3+23 x^2+146 x+72$
• $y^2=116 x^6+103 x^5+47 x^4+18 x^3+2 x^2+146 x+117$
• $y^2=79 x^6+14 x^5+68 x^4+90 x^3+10 x^2+62 x+84$
• $y^2=52 x^6+130 x^5+77 x^4+x^3+24 x^2+4 x+84$
• $y^2=93 x^6+149 x^5+51 x^4+5 x^3+120 x^2+20 x+86$
• $y^2=79 x^6+2 x^5+10 x^4+86 x^3+131 x^2+105 x+74$
• $y^2=37 x^6+86 x^5+148 x^4+54 x^3+117 x^2+37 x+4$
• $y^2=18 x^6+96 x^5+72 x^4+103 x^3+84 x^2+18 x+20$
• $y^2=87 x^6+99 x^5+30 x^4+138 x^3+144 x^2+71 x+51$
• $y^2=101 x^6+161 x^5+150 x^4+22 x^3+52 x^2+21 x+88$
• $y^2=121 x^6+22 x^5+150 x^4+109 x^3+166 x^2+116 x+32$
• $y^2=104 x^6+110 x^5+82 x^4+44 x^3+162 x^2+79 x+160$
• $y^2=151 x^6+124 x^5+48 x^4+8 x^3+64 x+114$
• $y^2=87 x^6+119 x^5+73 x^4+40 x^3+153 x+69$
• $y^2=24 x^6+147 x^5+10 x^4+30 x^3+17 x^2+20 x+44$
• $y^2=35 x^6+4 x^5+97 x^4+105 x^3+151 x^2+110 x+134$
• $y^2=8 x^6+20 x^5+151 x^4+24 x^3+87 x^2+49 x+2$
• $y^2=149 x^6+85 x^5+121 x^4+47 x^3+46 x^2+85 x+18$
• $y^2=27 x^6+163 x^5+104 x^4+78 x^3+132 x^2+118 x+51$
• $y^2=135 x^6+147 x^5+19 x^4+56 x^3+159 x^2+89 x+88$
• $y^2=83 x^6+56 x^5+126 x^4+91 x^3+91 x^2+130 x+54$
• $y^2=81 x^6+113 x^5+129 x^4+121 x^3+121 x^2+149 x+103$
• $y^2=16 x^5+12 x^4+68 x^3+145 x^2+135 x+145$
• $y^2=80 x^5+60 x^4+6 x^3+57 x^2+7 x+57$
• $y^2=71 x^6+145 x^5+107 x^4+143 x^3+109 x^2+114 x+29$
• $y^2=21 x^6+57 x^5+34 x^4+47 x^3+44 x^2+69 x+145$
• $y^2=146 x^6+3 x^5+73 x^4+67 x^3+26 x^2+57 x+26$
• $y^2=62 x^6+15 x^5+31 x^4+x^3+130 x^2+118 x+130$
• $y^2=122 x^6+147 x^5+159 x^4+154 x^3+30 x^2+133 x+69$
• $y^2=109 x^6+67 x^5+127 x^4+102 x^3+150 x^2+164 x+11$
• $y^2=91 x^6+108 x^5+3 x^4+10 x^3+79 x^2+36 x+165$
• $y^2=121 x^6+39 x^5+15 x^4+50 x^3+61 x^2+13 x+157$
• $y^2=2 x^6+117 x^5+35 x^4+3 x^3+148 x^2+76 x+164$
• $y^2=10 x^6+84 x^5+8 x^4+15 x^3+72 x^2+46 x+152$
• $y^2=23 x^6+33 x^5+44 x^4+37 x^3+11 x^2+76 x+135$
• $y^2=115 x^6+165 x^5+53 x^4+18 x^3+55 x^2+46 x+7$
• $y^2=66 x^6+164 x^5+13 x^4+78 x^3+43 x^2+17 x+52$
• $y^2=163 x^6+152 x^5+65 x^4+56 x^3+48 x^2+85 x+93$
• $y^2=59 x^6+18 x^5+48 x^4+128 x^3+122 x^2+118 x+104$
• $y^2=128 x^6+90 x^5+73 x^4+139 x^3+109 x^2+89 x+19$
• $y^2=165 x^6+4 x^5+39 x^4+119 x^3+29 x^2+80 x+31$
• $y^2=5 x^6+111 x^5+30 x^4+50 x^3+38 x^2+132 x+81$
• $y^2=25 x^6+54 x^5+150 x^4+83 x^3+23 x^2+159 x+71$
• $y^2=31 x^6+20 x^5+110 x^4+144 x^3+7 x^2+153 x+41$
• $y^2=155 x^6+100 x^5+49 x^4+52 x^3+35 x^2+97 x+38$
• $y^2=103 x^6+158 x^5+146 x^4+144 x^3+43 x^2+151 x+145$
• $y^2=14 x^6+122 x^5+62 x^4+52 x^3+48 x^2+87 x+57$
• $y^2=144 x^6+161 x^5+43 x^4+50 x^3+91 x^2+66 x+143$
• $y^2=52 x^6+137 x^5+48 x^4+83 x^3+121 x^2+163 x+47$
• $y^2=34 x^6+145 x^5+146 x^4+120 x^3+64 x^2+10 x+3$
• $y^2=19 x^6+66 x^4+163 x^2+37$
• $y^2=150 x^6+131 x^4+154 x^2+46$
• $y^2=156 x^6+38 x^5+91 x^4+44 x^3+163 x^2+100 x+159$
• $y^2=112 x^6+23 x^5+121 x^4+53 x^3+147 x^2+166 x+127$
• $y^2=145 x^6+129 x^5+128 x^4+154 x^3+142 x^2+165 x+116$
• $y^2=159 x^6+162 x^5+124 x^4+60 x^3+159 x^2+138 x+90$
• $y^2=127 x^6+142 x^5+119 x^4+133 x^3+127 x^2+22 x+116$
• $y^2=70 x^6+29 x^5+45 x^4+133 x^3+59 x^2+26 x+122$
• $y^2=16 x^6+145 x^5+58 x^4+164 x^3+128 x^2+130 x+109$
• $y^2=114 x^6+157 x^5+53 x^4+81 x^3+13 x^2+62 x+81$
• $y^2=154 x^6+97 x^5+115 x^4+118 x^3+125 x^2+21 x+50$
• $y^2=102 x^6+151 x^5+74 x^4+89 x^3+124 x^2+105 x+83$
• $y^2=153 x^6+147 x^5+5 x^4+25 x^3+79 x^2+10 x+69$
• $y^2=97 x^6+67 x^5+25 x^4+125 x^3+61 x^2+50 x+11$
• $y^2=80 x^6+5 x^5+118 x^4+65 x^3+61 x^2+70 x+61$
• $y^2=162 x^6+34 x^5+119 x^4+120 x^3+147 x^2+152 x+135$
• $y^2=142 x^6+3 x^5+94 x^4+99 x^3+67 x^2+92 x+7$
• $y^2=69 x^6+41 x^5+107 x^4+109 x^3+107 x^2+41 x+69$
• $y^2=11 x^6+38 x^5+34 x^4+44 x^3+34 x^2+38 x+11$
• $y^2=47 x^6+57 x^5+68 x^4+48 x^3+82 x^2+43 x+26$
• $y^2=68 x^6+118 x^5+6 x^4+73 x^3+76 x^2+48 x+130$
• $y^2=36 x^6+161 x^5+101 x^4+115 x^3+156 x^2+106 x+99$
• $y^2=13 x^6+137 x^5+4 x^4+74 x^3+112 x^2+29 x+161$
• $y^2=121 x^6+165 x^5+166 x^4+166 x^3+56 x^2+121 x+42$
• $y^2=104 x^6+157 x^5+162 x^4+162 x^3+113 x^2+104 x+43$
• $y^2=164 x^6+89 x^5+72 x^4+11 x^3+124 x^2+10 x+17$
• $y^2=152 x^6+111 x^5+26 x^4+55 x^3+119 x^2+50 x+85$
• $y^2=112 x^6+130 x^5+91 x^4+13 x^3+39 x^2+110 x+84$
• $y^2=59 x^6+149 x^5+121 x^4+65 x^3+28 x^2+49 x+86$
• $y^2=121 x^6+138 x^5+101 x^4+7 x^3+159 x+90$
• $y^2=104 x^6+22 x^5+4 x^4+35 x^3+127 x+116$
• $y^2=24 x^6+147 x^5+33 x^4+107 x^3+12 x^2+36 x+109$
• $y^2=120 x^6+67 x^5+165 x^4+34 x^3+60 x^2+13 x+44$
• $y^2=3 x^6+35 x^5+26 x^4+64 x^3+17 x^2+152 x+65$
• $y^2=15 x^6+8 x^5+130 x^4+153 x^3+85 x^2+92 x+158$
• $y^2=21 x^6+21 x^5+39 x^4+15 x^3+43 x^2+32 x+111$
• $y^2=105 x^6+105 x^5+28 x^4+75 x^3+48 x^2+160 x+54$
• $y^2=11 x^6+15 x^5+139 x^4+63 x^3+155 x^2+84 x+70$
• $y^2=55 x^6+75 x^5+27 x^4+148 x^3+107 x^2+86 x+16$
• $y^2=132 x^6+165 x^5+61 x^4+143 x^3+82 x^2+11 x+23$
• $y^2=159 x^6+157 x^5+138 x^4+47 x^3+76 x^2+55 x+115$
• $y^2=39 x^6+14 x^5+133 x^4+35 x^3+69 x^2+18 x+64$
• $y^2=28 x^6+70 x^5+164 x^4+8 x^3+11 x^2+90 x+153$
• $y^2=127 x^6+154 x^5+16 x^4+100 x^3+124 x^2+13 x+18$
• $y^2=134 x^6+102 x^5+80 x^4+166 x^3+119 x^2+65 x+90$
• $y^2=85 x^6+127 x^5+9 x^4+103 x^3+75 x^2+146 x+161$
• $y^2=91 x^6+134 x^5+45 x^4+14 x^3+41 x^2+62 x+137$
• $y^2=118 x^6+20 x^5+47 x^4+4 x^3+16 x^2+102 x+105$
• $y^2=89 x^6+100 x^5+68 x^4+20 x^3+80 x^2+9 x+24$
• $y^2=149 x^6+95 x^5+158 x^4+99 x^3+38 x^2+29 x+116$
• $y^2=77 x^6+141 x^5+122 x^4+161 x^3+23 x^2+145 x+79$
• $y^2=66 x^6+33 x^5+17 x^4+122 x^3+43 x^2+58 x+38$
• $y^2=163 x^6+165 x^5+85 x^4+109 x^3+48 x^2+123 x+23$
• $y^2=96 x^6+30 x^5+45 x^4+64 x^3+136 x^2+105 x+162$
• $y^2=146 x^6+150 x^5+58 x^4+153 x^3+12 x^2+24 x+142$
• $y^2=113 x^6+54 x^5+72 x^4+83 x^3+47 x^2+58 x+96$
• $y^2=64 x^6+103 x^5+26 x^4+81 x^3+68 x^2+123 x+146$
• $y^2=154 x^6+57 x^5+115 x^4+104 x^3+14 x^2+90 x+94$
• $y^2=102 x^6+118 x^5+74 x^4+19 x^3+70 x^2+116 x+136$
• $y^2=139 x^6+46 x^5+14 x^4+63 x^3+14 x^2+46 x+139$
• $y^2=27 x^6+63 x^5+70 x^4+148 x^3+70 x^2+63 x+27$
• $y^2=78 x^6+38 x^5+80 x^4+150 x^3+71 x^2+136 x+85$
• $y^2=56 x^6+23 x^5+66 x^4+82 x^3+21 x^2+12 x+91$
• $y^2=89 x^6+15 x^5+25 x^4+108 x^3+44 x^2+6 x+152$
• $y^2=111 x^6+75 x^5+125 x^4+39 x^3+53 x^2+30 x+92$
• $y^2=62 x^6+12 x^5+110 x^4+15 x^3+12 x^2+137 x+59$
• $y^2=92 x^6+49 x^5+39 x^4+144 x^3+158 x^2+62 x+70$
• $y^2=126 x^6+78 x^5+28 x^4+52 x^3+122 x^2+143 x+16$
• $y^2=72 x^6+42 x^5+141 x^4+29 x^3+138 x^2+42 x+24$
• $y^2=26 x^6+43 x^5+37 x^4+145 x^3+22 x^2+43 x+120$
• $y^2=131 x^6+73 x^5+51 x^4+118 x^3+162 x^2+9 x+158$
• $y^2=154 x^6+31 x^5+88 x^4+89 x^3+142 x^2+45 x+122$
• $y^2=114 x^6+162 x^5+31 x^4+149 x^3+20 x^2+126 x+56$
• $y^2=69 x^6+142 x^5+155 x^4+77 x^3+100 x^2+129 x+113$
• $y^2=124 x^6+27 x^4+27 x^3+49 x^2+117 x+87$
• $y^2=119 x^6+135 x^4+135 x^3+78 x^2+84 x+101$
• $y^2=109 x^6+53 x^5+45 x^4+111 x^3+5 x^2+66 x+20$
• $y^2=44 x^6+98 x^5+58 x^4+54 x^3+25 x^2+163 x+100$
• $y^2=82 x^5+58 x^4+99 x^3+19 x^2+113 x+79$
• $y^2=76 x^5+123 x^4+161 x^3+95 x^2+64 x+61$
• $y^2=100 x^6+29 x^5+66 x^4+138 x^3+66 x^2+29 x+100$
• $y^2=166 x^6+145 x^5+163 x^4+22 x^3+163 x^2+145 x+166$
• $y^2=60 x^6+105 x^5+114 x^4+163 x^3+153 x^2+149 x+54$
• $y^2=23 x^6+131 x^5+102 x^4+38 x^3+34 x^2+24 x+38$
• $y^2=115 x^6+154 x^5+9 x^4+23 x^3+3 x^2+120 x+23$
• $y^2=162 x^6+20 x^5+116 x^4+29 x^3+100 x^2+112 x+29$
• $y^2=101 x^6+44 x^4+28 x^3+88 x^2+82 x+25$
• $y^2=4 x^6+53 x^4+140 x^3+106 x^2+76 x+125$
• $y^2=129 x^6+90 x^5+141 x^4+96 x^3+111 x^2+43 x+6$
• $y^2=155 x^6+129 x^5+132 x^4+4 x^3+152 x^2+68 x+131$
• $y^2=107 x^6+144 x^5+159 x^4+20 x^3+92 x^2+6 x+154$
• $y^2=104 x^6+99 x^5+100 x^4+72 x^3+163 x^2+70 x+91$
• $y^2=19 x^6+161 x^5+166 x^4+26 x^3+147 x^2+16 x+121$
• $y^2=24 x^6+89 x^5+54 x^4+71 x^3+9 x^2+75 x+89$
• $y^2=120 x^6+111 x^5+103 x^4+21 x^3+45 x^2+41 x+111$
• $y^2=63 x^6+15 x^5+x^4+105 x^3+95 x^2+60 x+14$
• $y^2=148 x^6+75 x^5+5 x^4+24 x^3+141 x^2+133 x+70$
• $y^2=156 x^6+42 x^5+118 x^4+96 x^3+42 x^2+39 x+9$
• $y^2=112 x^6+43 x^5+89 x^4+146 x^3+43 x^2+28 x+45$
• $y^2=104 x^6+27 x^5+106 x^4+16 x^3+153 x^2+152 x+91$
• $y^2=19 x^6+135 x^5+29 x^4+80 x^3+97 x^2+92 x+121$
• $y^2=139 x^6+147 x^5+155 x^4+143 x^3+9 x^2+101 x+103$
• $y^2=27 x^6+67 x^5+107 x^4+47 x^3+45 x^2+4 x+14$
• $y^2=148 x^6+13 x^5+71 x^4+73 x^3+152 x^2+24 x+52$
• $y^2=72 x^6+65 x^5+21 x^4+31 x^3+92 x^2+120 x+93$
• $y^2=46 x^6+38 x^5+166 x^4+151 x^3+70 x^2+143 x+38$
• $y^2=63 x^6+23 x^5+162 x^4+87 x^3+16 x^2+47 x+23$
• $y^2=82 x^6+21 x^5+65 x^4+49 x^3+9 x^2+5 x+120$
• $y^2=76 x^6+105 x^5+158 x^4+78 x^3+45 x^2+25 x+99$
• $y^2=129 x^6+158 x^5+106 x^4+109 x^3+128 x^2+139 x+129$
• $y^2=144 x^6+122 x^5+29 x^4+44 x^3+139 x^2+27 x+144$
• $y^2=149 x^6+99 x^5+12 x^4+101 x^3+80 x^2+13 x+76$
• $y^2=77 x^6+161 x^5+60 x^4+4 x^3+66 x^2+65 x+46$
• $y^2=2 x^6+166 x^5+25 x^4+64 x^3+78 x^2+91 x+20$
• $y^2=66 x^6+134 x^5+68 x^4+66 x^3+116 x^2+142 x+119$
• $y^2=163 x^6+2 x^5+6 x^4+163 x^3+79 x^2+42 x+94$
• $y^2=155 x^6+16 x^5+140 x^4+14 x^3+26 x^2+129 x+100$
• $y^2=107 x^6+80 x^5+32 x^4+70 x^3+130 x^2+144 x+166$
• $y^2=104 x^6+164 x^5+29 x^4+107 x^3+163 x^2+94 x+1$
• $y^2=19 x^6+152 x^5+145 x^4+34 x^3+147 x^2+136 x+5$
• $y^2=116 x^6+48 x^5+25 x^4+97 x^3+105 x^2+66 x+90$
• $y^2=79 x^6+73 x^5+125 x^4+151 x^3+24 x^2+163 x+116$
• $y^2=48 x^6+35 x^5+27 x^4+34 x^3+130 x^2+32 x+120$
• $y^2=73 x^6+8 x^5+135 x^4+3 x^3+149 x^2+160 x+99$
• $y^2=75 x^6+157 x^5+21 x^4+149 x^3+9 x^2+121 x+166$
• $y^2=41 x^6+117 x^5+105 x^4+77 x^3+45 x^2+104 x+162$
• $y^2=98 x^6+166 x^5+117 x^4+162 x^3+160 x^2+73 x+13$
• $y^2=156 x^6+162 x^5+84 x^4+142 x^3+132 x^2+31 x+65$
• $y^2=56 x^6+112 x^5+53 x^4+85 x^3+119 x^2+93 x+42$
• $y^2=113 x^6+59 x^5+98 x^4+91 x^3+94 x^2+131 x+43$
• $y^2=150 x^6+13 x^5+142 x^4+118 x^3+125 x^2+88 x+121$
• $y^2=82 x^6+65 x^5+42 x^4+89 x^3+124 x^2+106 x+104$
• $y^2=106 x^6+51 x^5+59 x^4+58 x^3+135 x^2+105 x+119$
• $y^2=29 x^6+88 x^5+128 x^4+123 x^3+7 x^2+24 x+94$
• $y^2=86 x^6+57 x^5+149 x^4+27 x^3+41 x^2+21 x+44$
• $y^2=96 x^6+118 x^5+77 x^4+135 x^3+38 x^2+105 x+53$
• $y^2=13 x^6+147 x^5+134 x^4+136 x^3+53 x+163$
• $y^2=119 x^6+35 x^5+150 x^4+75 x^3+25 x^2+20 x+146$
• $y^2=94 x^6+8 x^5+82 x^4+41 x^3+125 x^2+100 x+62$
• $y^2=6 x^6+7 x^5+156 x^4+146 x^3+149 x^2+78 x+94$
• $y^2=30 x^6+35 x^5+112 x^4+62 x^3+77 x^2+56 x+136$
• $y^2=72 x^6+66 x^5+165 x^4+74 x^3+36 x^2+8 x+101$
• $y^2=69 x^6+91 x^5+23 x^4+48 x^3+130 x^2+39 x+95$
• $y^2=11 x^6+121 x^5+115 x^4+73 x^3+149 x^2+28 x+141$
• $y^2=97 x^6+59 x^5+159 x^4+47 x^3+67 x^2+97 x+87$
• $y^2=151 x^6+128 x^5+127 x^4+68 x^3+x^2+151 x+101$
• $y^2=149 x^6+63 x^5+2 x^4+3 x^3+162 x^2+47 x+104$
• $y^2=77 x^6+148 x^5+10 x^4+15 x^3+142 x^2+68 x+19$
• $y^2=88 x^6+99 x^5+138 x^4+155 x^3+125 x^2+9 x+95$
• $y^2=106 x^6+161 x^5+22 x^4+107 x^3+124 x^2+45 x+141$
• $y^2=23 x^6+108 x^5+91 x^4+14 x^3+83 x^2+74 x+126$
• $y^2=115 x^6+39 x^5+121 x^4+70 x^3+81 x^2+36 x+129$
• $y^2=74 x^6+99 x^5+16 x^4+64 x^3+51 x^2+40 x+61$
• $y^2=36 x^6+161 x^5+80 x^4+153 x^3+88 x^2+33 x+138$
• $y^2=99 x^6+32 x^5+110 x^4+24 x^3+101 x^2+115 x+20$
• $y^2=121 x^6+137 x^5+108 x^4+84 x^3+27 x^2+64 x+73$
• $y^2=104 x^6+17 x^5+39 x^4+86 x^3+135 x^2+153 x+31$
• $y^2=144 x^6+68 x^5+162 x^4+138 x^3+22 x^2+156 x+131$
• $y^2=52 x^6+6 x^5+142 x^4+22 x^3+110 x^2+112 x+154$
• $y^2=39 x^6+35 x^5+65 x^4+147 x^3+14 x^2+153 x+141$
• $y^2=28 x^6+8 x^5+158 x^4+67 x^3+70 x^2+97 x+37$
• $y^2=160 x^6+43 x^5+158 x^4+141 x^3+116 x^2+120 x+118$
• $y^2=132 x^6+48 x^5+122 x^4+37 x^3+79 x^2+99 x+89$
• $y^2=84 x^6+103 x^5+26 x^4+24 x^3+157 x^2+77 x+23$
• $y^2=86 x^6+14 x^5+130 x^4+120 x^3+117 x^2+51 x+115$
• $y^2=11 x^6+12 x^5+53 x^4+127 x^3+69 x^2+133 x+128$
• $y^2=55 x^6+60 x^5+98 x^4+134 x^3+11 x^2+164 x+139$
• $y^2=62 x^6+124 x^5+165 x^4+31 x^3+85 x^2+69 x+114$
• $y^2=143 x^6+119 x^5+157 x^4+155 x^3+91 x^2+11 x+69$
• $y^2=106 x^6+137 x^5+148 x^4+20 x^3+15 x^2+132 x+110$
• $y^2=29 x^6+17 x^5+72 x^4+100 x^3+75 x^2+159 x+49$
• $y^2=63 x^6+81 x^5+4 x^4+99 x^3+117 x^2+96 x+21$
• $y^2=148 x^6+71 x^5+20 x^4+161 x^3+84 x^2+146 x+105$
• $y^2=15 x^6+122 x^5+100 x^4+58 x^3+66 x^2+2 x+86$
• $y^2=x^6+41 x^5+88 x^4+67 x^3+123 x^2+61 x+18$
• $y^2=5 x^6+38 x^5+106 x^4+x^3+114 x^2+138 x+90$
• $y^2=113 x^6+21 x^5+138 x^4+136 x^3+84 x^2+147 x+162$
• $y^2=139 x^6+125 x^5+145 x^4+144 x^3+84 x^2+139 x+121$
• $y^2=27 x^6+124 x^5+57 x^4+52 x^3+86 x^2+27 x+104$
• $y^2=35 x^6+70 x^5+28 x^4+65 x^3+141 x^2+137 x+144$
• $y^2=8 x^6+16 x^5+140 x^4+158 x^3+37 x^2+17 x+52$
• $y^2=24 x^6+7 x^5+138 x^4+16 x^3+49 x^2+157 x+26$
• $y^2=120 x^6+35 x^5+22 x^4+80 x^3+78 x^2+117 x+130$
• $y^2=x^6+21 x^5+33 x^4+100 x^3+86 x^2+2 x+70$
• $y^2=5 x^6+105 x^5+165 x^4+166 x^3+96 x^2+10 x+16$
• $y^2=142 x^6+136 x^5+129 x^4+127 x^3+46 x^2+122 x+148$
• $y^2=42 x^6+12 x^5+144 x^4+134 x^3+63 x^2+109 x+72$
• $y^2=137 x^6+88 x^5+105 x^4+35 x^3+4 x^2+8 x+4$
• $y^2=98 x^6+145 x^5+153 x^4+164 x^3+46 x^2+114 x+63$
• $y^2=156 x^6+57 x^5+97 x^4+152 x^3+63 x^2+69 x+148$
• $y^2=39 x^6+146 x^5+27 x^4+103 x^3+97 x^2+120 x+151$
• $y^2=28 x^6+62 x^5+135 x^4+14 x^3+151 x^2+99 x+87$
• $y^2=120 x^6+16 x^5+14 x^4+36 x^3+126 x^2+161 x+35$
• $y^2=99 x^6+80 x^5+70 x^4+13 x^3+129 x^2+137 x+8$
• $y^2=91 x^6+55 x^5+105 x^4+54 x^3+92 x^2+29 x+55$
• $y^2=121 x^6+108 x^5+24 x^4+103 x^3+126 x^2+145 x+108$
• $y^2=140 x^6+105 x^5+21 x^4+156 x^3+49 x^2+142 x+123$
• $y^2=129 x^6+108 x^5+139 x^4+13 x^3+33 x^2+162 x+36$
• $y^2=144 x^6+39 x^5+27 x^4+65 x^3+165 x^2+142 x+13$
• $y^2=113 x^6+82 x^5+138 x^4+101 x^3+127 x^2+158 x+75$
• $y^2=64 x^6+76 x^5+22 x^4+4 x^3+134 x^2+122 x+41$
• $y^2=52 x^6+58 x^5+58 x^4+22 x^3+30 x^2+119 x+144$
• $y^2=93 x^6+123 x^5+123 x^4+110 x^3+150 x^2+94 x+52$
• $y^2=27 x^6+145 x^5+126 x^4+79 x^3+27 x^2+140 x+48$
• $y^2=135 x^6+57 x^5+129 x^4+61 x^3+135 x^2+32 x+73$
• $y^2=134 x^6+94 x^5+73 x^4+153 x^3+60 x^2+53 x+34$
• $y^2=2 x^6+136 x^5+31 x^4+97 x^3+133 x^2+98 x+3$
• $y^2=8 x^6+148 x^5+117 x^4+70 x^3+57 x^2+7 x+155$
• $y^2=40 x^6+72 x^5+84 x^4+16 x^3+118 x^2+35 x+107$
• $y^2=20 x^6+67 x^5+113 x^4+164 x^3+86 x^2+125 x+55$
• $y^2=100 x^6+x^5+64 x^4+152 x^3+96 x^2+124 x+108$
• $y^2=5 x^6+22 x^5+143 x^4+91 x^3+143 x^2+22 x+5$
• $y^2=25 x^6+110 x^5+47 x^4+121 x^3+47 x^2+110 x+25$
• $y^2=60 x^6+64 x^5+26 x^4+79 x^3+25 x^2+6 x+42$
• $y^2=133 x^6+153 x^5+130 x^4+61 x^3+125 x^2+30 x+43$
• $y^2=10 x^6+95 x^5+67 x^4+89 x^3+59 x^2+75 x+28$
• $y^2=50 x^6+141 x^5+x^4+111 x^3+128 x^2+41 x+140$
• $y^2=108 x^6+70 x^5+43 x^4+46 x^3+93 x^2+80 x+116$
• $y^2=39 x^6+16 x^5+48 x^4+63 x^3+131 x^2+66 x+79$
• $y^2=151 x^6+135 x^5+74 x^4+43 x^3+25 x^2+142 x+112$
• $y^2=89 x^6+85 x^5+156 x^4+60 x^3+31 x^2+5 x+130$
• $y^2=111 x^6+91 x^5+112 x^4+133 x^3+155 x^2+25 x+149$
• $y^2=140 x^6+70 x^5+122 x^4+119 x^3+124 x^2+161 x+9$
• $y^2=32 x^6+16 x^5+109 x^4+94 x^3+119 x^2+137 x+45$
• $y^2=123 x^6+51 x^5+156 x^4+159 x^3+61 x^2+104 x+121$
• $y^2=96 x^6+98 x^5+134 x^4+4 x^3+107 x^2+111 x+138$
• $y^2=146 x^6+156 x^5+2 x^4+20 x^3+34 x^2+54 x+22$
• $y^2=143 x^6+23 x^5+139 x^4+138 x^3+76 x^2+40 x+23$
• $y^2=47 x^6+115 x^5+27 x^4+22 x^3+46 x^2+33 x+115$
• $y^2=69 x^6+62 x^5+112 x^4+3 x^3+159 x^2+7 x+89$
• $y^2=11 x^6+143 x^5+59 x^4+15 x^3+127 x^2+35 x+111$
• $y^2=17 x^6+8 x^5+36 x^4+37 x^3+14 x^2+31 x+47$
• $y^2=85 x^6+40 x^5+13 x^4+18 x^3+70 x^2+155 x+68$
• $y^2=36 x^6+71 x^5+153 x^4+58 x^3+94 x^2+155 x+125$
• $y^2=13 x^6+21 x^5+97 x^4+123 x^3+136 x^2+107 x+124$
• $y^2=30 x^6+125 x^4+124 x^2+76$
• $y^2=139 x^6+72 x^4+26 x^2+7$
• $y^2=42 x^6+7 x^5+32 x^4+116 x^3+18 x^2+12 x+124$
• $y^2=43 x^6+35 x^5+160 x^4+79 x^3+90 x^2+60 x+119$
• $y^2=25 x^6+41 x^5+60 x^4+107 x^3+60 x^2+41 x+25$
• $y^2=125 x^6+38 x^5+133 x^4+34 x^3+133 x^2+38 x+125$
• $y^2=113 x^6+140 x^5+6 x^4+119 x^3+17 x^2+121 x+47$
• $y^2=64 x^6+32 x^5+30 x^4+94 x^3+85 x^2+104 x+68$
• $y^2=108 x^6+81 x^5+20 x^4+98 x^3+148 x^2+128 x+43$
• $y^2=39 x^6+71 x^5+100 x^4+156 x^3+72 x^2+139 x+48$
• $y^2=97 x^6+124 x^5+90 x^4+10 x^3+126 x^2+106 x+97$
• $y^2=151 x^6+119 x^5+116 x^4+50 x^3+129 x^2+29 x+151$
• $y^2=135 x^6+49 x^5+157 x^4+3 x^3+74 x^2+77 x+19$
• $y^2=7 x^6+78 x^5+117 x^4+15 x^3+36 x^2+51 x+95$
• $y^2=132 x^6+30 x^5+153 x^4+91 x^3+109 x^2+39 x+160$
• $y^2=159 x^6+150 x^5+97 x^4+121 x^3+44 x^2+28 x+132$
• $y^2=59 x^6+11 x^5+20 x^4+31 x^3+52 x^2+127 x+91$
• $y^2=128 x^6+55 x^5+100 x^4+155 x^3+93 x^2+134 x+121$
• $y^2=76 x^6+44 x^5+5 x^4+133 x^3+53 x^2+73 x+56$
• $y^2=46 x^6+53 x^5+25 x^4+164 x^3+98 x^2+31 x+113$
• $y^2=7 x^6+100 x^5+18 x^4+137 x^3+93 x^2+16 x+57$
• $y^2=35 x^6+166 x^5+90 x^4+17 x^3+131 x^2+80 x+118$
• $y^2=98 x^6+134 x^5+32 x^4+43 x^3+54 x^2+81 x+42$
• $y^2=156 x^6+2 x^5+160 x^4+48 x^3+103 x^2+71 x+43$
• $y^2=25 x^6+29 x^5+140 x^4+9 x^3+104 x^2+45 x+34$
• $y^2=125 x^6+145 x^5+32 x^4+45 x^3+19 x^2+58 x+3$
• $y^2=91 x^6+19 x^5+110 x^4+147 x^3+58 x^2+81 x+54$
• $y^2=121 x^6+95 x^5+49 x^4+67 x^3+123 x^2+71 x+103$
• $y^2=146 x^6+9 x^5+110 x^4+38 x^3+53 x^2+57 x+112$
• $y^2=62 x^6+45 x^5+49 x^4+23 x^3+98 x^2+118 x+59$
• $y^2=85 x^6+71 x^5+59 x^4+46 x^3+159 x^2+34 x+2$
• $y^2=91 x^6+21 x^5+128 x^4+63 x^3+127 x^2+3 x+10$
• $y^2=93 x^6+9 x^5+9 x^4+17 x^3+48 x^2+115 x+5$
• $y^2=131 x^6+45 x^5+45 x^4+85 x^3+73 x^2+74 x+25$
• $y^2=x^6+32 x^5+98 x^4+49 x^3+7 x^2+143 x+20$
• $y^2=5 x^6+160 x^5+156 x^4+78 x^3+35 x^2+47 x+100$
• $y^2=22 x^6+34 x^5+83 x^4+8 x^3+129 x^2+113 x+121$
• $y^2=110 x^6+3 x^5+81 x^4+40 x^3+144 x^2+64 x+104$
• $y^2=46 x^6+14 x^5+157 x^4+160 x^3+157 x^2+14 x+46$
• $y^2=63 x^6+70 x^5+117 x^4+132 x^3+117 x^2+70 x+63$
• $y^2=161 x^6+166 x^5+51 x^4+156 x^3+11 x^2+64 x+100$
• $y^2=137 x^6+162 x^5+88 x^4+112 x^3+55 x^2+153 x+166$
• $y^2=122 x^6+136 x^5+55 x^4+9 x^3+147 x^2+84 x+142$
• $y^2=109 x^6+12 x^5+108 x^4+45 x^3+67 x^2+86 x+42$
• $y^2=117 x^6+149 x^5+139 x^4+141 x^3+32 x^2+15 x+132$
• $y^2=84 x^6+77 x^5+27 x^4+37 x^3+160 x^2+75 x+159$
• $y^2=98 x^6+91 x^5+149 x^4+94 x^3+88 x^2+53 x+103$
• $y^2=156 x^6+121 x^5+77 x^4+136 x^3+106 x^2+98 x+14$
• $y^2=118 x^6+89 x^5+12 x^4+119 x^3+91 x^2+25 x+111$
• $y^2=89 x^6+111 x^5+60 x^4+94 x^3+121 x^2+125 x+54$
• $y^2=109 x^6+52 x^5+72 x^4+97 x^3+153 x^2+121 x+45$
• $y^2=44 x^6+93 x^5+26 x^4+151 x^3+97 x^2+104 x+58$
• $y^2=105 x^6+107 x^5+104 x^4+x^3+123 x^2+142 x+22$
• $y^2=24 x^6+34 x^5+19 x^4+5 x^3+114 x^2+42 x+110$
• $y^2=118 x^6+16 x^5+59 x^4+97 x^3+8 x+27$
• $y^2=89 x^6+80 x^5+128 x^4+151 x^3+40 x+135$
• $y^2=2 x^6+85 x^5+105 x^4+42 x^3+96 x^2+78 x+47$
• $y^2=10 x^6+91 x^5+24 x^4+43 x^3+146 x^2+56 x+68$
• $y^2=34 x^6+22 x^5+18 x^4+51 x^3+62 x^2+141 x+61$
• $y^2=3 x^6+110 x^5+90 x^4+88 x^3+143 x^2+37 x+138$
• $y^2=70 x^6+84 x^5+127 x^4+113 x^3+59 x^2+109 x+71$
• $y^2=16 x^6+86 x^5+134 x^4+64 x^3+128 x^2+44 x+21$
• $y^2=31 x^6+85 x^5+112 x^4+67 x^3+155 x^2+105 x+4$
• $y^2=95 x^6+158 x^5+67 x^4+77 x^3+31 x^2+49 x+72$
• $y^2=141 x^6+122 x^5+x^4+51 x^3+155 x^2+78 x+26$
• $y^2=78 x^6+60 x^5+63 x^4+114 x^3+68 x+44$
• $y^2=56 x^6+133 x^5+148 x^4+69 x^3+6 x+53$
• $y^2=59 x^6+12 x^5+59 x^4+5 x^3+41 x^2+127 x+51$
• $y^2=128 x^6+60 x^5+128 x^4+25 x^3+38 x^2+134 x+88$
• $y^2=30 x^6+104 x^5+59 x^4+28 x^3+133 x^2+35 x+100$
• $y^2=150 x^6+19 x^5+128 x^4+140 x^3+164 x^2+8 x+166$
• $y^2=31 x^6+84 x^5+53 x^4+139 x^3+19 x^2+79 x+152$
• $y^2=155 x^6+86 x^5+98 x^4+27 x^3+95 x^2+61 x+92$
• $y^2=89 x^6+66 x^5+51 x^4+136 x^3+93 x^2+2 x+72$
• $y^2=111 x^6+163 x^5+88 x^4+12 x^3+131 x^2+10 x+26$
• $y^2=89 x^6+65 x^5+89 x^4+124 x^3+148 x^2+81 x+36$
• $y^2=111 x^6+158 x^5+111 x^4+119 x^3+72 x^2+71 x+13$
• $y^2=6 x^6+10 x^5+27 x^4+x^3+128 x^2+78 x+108$
• $y^2=30 x^6+50 x^5+135 x^4+5 x^3+139 x^2+56 x+39$
• $y^2=150 x^6+56 x^5+119 x^4+126 x^3+42 x^2+95 x+46$
• $y^2=82 x^6+113 x^5+94 x^4+129 x^3+43 x^2+141 x+63$
• $y^2=165 x^6+20 x^5+71 x^4+159 x^3+16 x^2+70 x+9$
• $y^2=157 x^6+100 x^5+21 x^4+127 x^3+80 x^2+16 x+45$
• $y^2=107 x^6+64 x^5+103 x^4+153 x^3+104 x^2+12 x+69$
• $y^2=75 x^6+19 x^5+21 x^4+139 x^3+26 x^2+113 x+40$
• $y^2=41 x^6+95 x^5+105 x^4+27 x^3+130 x^2+64 x+33$
• $y^2=84 x^6+159 x^5+160 x^4+162 x^3+151 x^2+9 x+48$
• $y^2=86 x^6+127 x^5+132 x^4+142 x^3+87 x^2+45 x+73$
• $y^2=90 x^6+122 x^5+55 x^4+137 x^3+99 x^2+31 x+44$
• $y^2=116 x^6+109 x^5+108 x^4+17 x^3+161 x^2+155 x+53$
• $y^2=72 x^6+79 x^5+62 x^4+107 x^3+4 x^2+58 x+117$
• $y^2=26 x^6+61 x^5+143 x^4+34 x^3+20 x^2+123 x+84$
• $y^2=123 x^6+95 x^5+77 x^4+88 x^3+142 x^2+165 x+67$
• $y^2=114 x^6+141 x^5+51 x^4+106 x^3+42 x^2+157 x+1$
• $y^2=71 x^6+160 x^5+119 x^4+73 x^3+97 x^2+3 x+40$
• $y^2=21 x^6+132 x^5+94 x^4+31 x^3+151 x^2+15 x+33$
• $y^2=53 x^6+166 x^5+14 x^4+155 x^3+152 x^2+158 x+43$
• $y^2=98 x^6+162 x^5+70 x^4+107 x^3+92 x^2+122 x+48$
• $y^2=43 x^6+33 x^4+138 x^3+116 x^2+112 x+135$
• $y^2=48 x^6+165 x^4+22 x^3+79 x^2+59 x+7$
• $y^2=80 x^6+25 x^5+146 x^4+159 x^3+78 x^2+134 x+30$
• $y^2=66 x^6+125 x^5+62 x^4+127 x^3+56 x^2+2 x+150$
• $y^2=139 x^6+44 x^5+129 x^4+137 x^3+35 x^2+50 x+38$
• $y^2=27 x^6+53 x^5+144 x^4+17 x^3+8 x^2+83 x+23$
• $y^2=153 x^6+122 x^5+43 x^4+19 x^3+67 x^2+100 x+126$
• $y^2=97 x^6+109 x^5+48 x^4+95 x^3+x^2+166 x+129$
• $y^2=117 x^6+17 x^5+101 x^4+110 x^3+134 x^2+13 x+136$
• $y^2=84 x^6+85 x^5+4 x^4+49 x^3+2 x^2+65 x+12$
• $y^2=40 x^6+152 x^5+16 x^4+109 x^3+82 x^2+127 x+88$
• $y^2=149 x^6+86 x^5+17 x^4+46 x^3+7 x^2+33 x+45$
• $y^2=77 x^6+96 x^5+85 x^4+63 x^3+35 x^2+165 x+58$
• $y^2=81 x^6+158 x^5+42 x^4+24 x^3+89 x^2+145 x+149$
• $y^2=71 x^6+122 x^5+43 x^4+120 x^3+111 x^2+57 x+77$
• $y^2=35 x^6+110 x^5+87 x^4+157 x^3+130 x^2+110 x+87$
• $y^2=8 x^6+49 x^5+101 x^4+117 x^3+149 x^2+49 x+101$
• $y^2=124 x^6+15 x^5+41 x^4+38 x^3+41 x^2+15 x+124$
• $y^2=119 x^6+75 x^5+38 x^4+23 x^3+38 x^2+75 x+119$
• $y^2=79 x^6+151 x^5+34 x^4+31 x^3+93 x^2+156 x+29$
• $y^2=61 x^6+87 x^5+3 x^4+155 x^3+131 x^2+112 x+145$
• $y^2=14 x^6+103 x^5+124 x^4+153 x^3+14 x^2+79 x+73$
• $y^2=70 x^6+14 x^5+119 x^4+97 x^3+70 x^2+61 x+31$
• $y^2=69 x^6+158 x^5+101 x^4+144 x^3+153 x^2+110 x+39$
• $y^2=11 x^6+122 x^5+4 x^4+52 x^3+97 x^2+49 x+28$
• $y^2=37 x^6+137 x^5+149 x^4+54 x^3+39 x^2+90 x+157$
• $y^2=18 x^6+17 x^5+77 x^4+103 x^3+28 x^2+116 x+117$
• $y^2=134 x^6+86 x^5+47 x^4+91 x^3+127 x^2+142 x+51$
• $y^2=2 x^6+96 x^5+68 x^4+121 x^3+134 x^2+42 x+88$
• $y^2=25 x^6+51 x^5+135 x^4+82 x^3+94 x^2+48 x+61$
• $y^2=125 x^6+88 x^5+7 x^4+76 x^3+136 x^2+73 x+138$
• $y^2=x^6+137 x^5+58 x^4+46 x^3+131 x^2+140 x+69$
• $y^2=5 x^6+17 x^5+123 x^4+63 x^3+154 x^2+32 x+11$
• $y^2=152 x^6+41 x^5+140 x^4+79 x^3+20 x^2+60 x+8$
• $y^2=92 x^6+38 x^5+32 x^4+61 x^3+100 x^2+133 x+40$
• $y^2=20 x^6+16 x^5+132 x^4+95 x^3+4 x^2+65 x+4$
• $y^2=100 x^6+80 x^5+159 x^4+141 x^3+20 x^2+158 x+20$
• $y^2=145 x^6+78 x^5+54 x^4+77 x^3+93 x^2+83 x+84$
• $y^2=57 x^6+56 x^5+103 x^4+51 x^3+131 x^2+81 x+86$
• $y^2=137 x^6+25 x^5+157 x^4+130 x^3+157 x^2+25 x+137$
• $y^2=17 x^6+125 x^5+117 x^4+149 x^3+117 x^2+125 x+17$
• $y^2=113 x^6+29 x^5+153 x^4+123 x^3+121 x^2+156 x+92$
• $y^2=64 x^6+145 x^5+97 x^4+114 x^3+104 x^2+112 x+126$
• $y^2=40 x^6+165 x^5+86 x^4+52 x^3+78 x^2+51 x+85$
• $y^2=33 x^6+157 x^5+96 x^4+93 x^3+56 x^2+88 x+91$
• $y^2=107 x^6+17 x^5+90 x^4+151 x^3+158 x^2+32 x+39$
• $y^2=34 x^6+85 x^5+116 x^4+87 x^3+122 x^2+160 x+28$
• $y^2=52 x^6+58 x^5+54 x^4+165 x^3+66 x^2+77 x+88$
• $y^2=93 x^6+123 x^5+103 x^4+157 x^3+163 x^2+51 x+106$
• $y^2=60 x^6+134 x^5+166 x^4+126 x^3+121 x^2+27 x+93$
• $y^2=133 x^6+2 x^5+162 x^4+129 x^3+104 x^2+135 x+131$
• $y^2=59 x^6+74 x^5+54 x^4+92 x^3+58 x^2+153 x+130$
• $y^2=128 x^6+36 x^5+103 x^4+126 x^3+123 x^2+97 x+149$
• $y^2=159 x^6+42 x^5+56 x^4+x^3+140 x^2+155 x+135$
• $y^2=127 x^6+43 x^5+113 x^4+5 x^3+32 x^2+107 x+7$
• $y^2=90 x^6+66 x^5+98 x^4+83 x^3+82 x^2+112 x+112$
• $y^2=116 x^6+163 x^5+156 x^4+81 x^3+76 x^2+59 x+59$
• $y^2=87 x^6+59 x^5+124 x^4+163 x^3+98 x^2+67 x+41$
• $y^2=101 x^6+128 x^5+119 x^4+147 x^3+156 x^2+x+38$
• $y^2=166 x^6+81 x^5+111 x^4+101 x^3+x^2+91 x+119$
• $y^2=162 x^6+71 x^5+54 x^4+4 x^3+5 x^2+121 x+94$
• $y^2=17 x^6+134 x^5+20 x^4+34 x^3+141 x^2+16 x+30$
• $y^2=85 x^6+2 x^5+100 x^4+3 x^3+37 x^2+80 x+150$
• $y^2=18 x^6+38 x^5+35 x^4+38 x^3+160 x^2+144 x+117$
• $y^2=90 x^6+23 x^5+8 x^4+23 x^3+132 x^2+52 x+84$
• $y^2=56 x^6+93 x^5+60 x^4+54 x^3+15 x^2+80 x+23$
• $y^2=113 x^6+131 x^5+133 x^4+103 x^3+75 x^2+66 x+115$
• $y^2=66 x^6+28 x^5+52 x^4+160 x^3+29 x^2+78 x+88$
• $y^2=163 x^6+140 x^5+93 x^4+132 x^3+145 x^2+56 x+106$
• $y^2=100 x^6+64 x^5+115 x^4+54 x^3+65 x^2+63 x+113$
• $y^2=64 x^6+115 x^5+127 x^4+97 x^3+13 x^2+118 x+136$
• $y^2=139 x^6+9 x^5+90 x^4+10 x^3+106 x^2+57 x+153$
• $y^2=129 x^6+59 x^5+30 x^4+164 x^3+57 x^2+105 x+157$
• $y^2=144 x^6+128 x^5+150 x^4+152 x^3+118 x^2+24 x+117$
• $y^2=54 x^6+35 x^5+95 x^4+106 x^3+118 x^2+5 x+162$
• $y^2=103 x^6+8 x^5+141 x^4+29 x^3+89 x^2+25 x+142$
• $y^2=119 x^6+29 x^5+73 x^4+68 x^3+22 x^2+18 x+159$
• $y^2=94 x^6+145 x^5+31 x^4+6 x^3+110 x^2+90 x+127$
• $y^2=164 x^6+119 x^5+162 x^4+115 x^3+10 x^2+145 x+86$
• $y^2=152 x^6+94 x^5+142 x^4+74 x^3+50 x^2+57 x+96$
• $y^2=46 x^6+7 x^5+47 x^4+117 x^3+130 x^2+148 x+70$
• $y^2=63 x^6+35 x^5+68 x^4+84 x^3+149 x^2+72 x+16$
• $y^2=147 x^6+60 x^5+78 x^4+152 x^3+37 x^2+163 x+3$
• $y^2=67 x^6+133 x^5+56 x^4+92 x^3+18 x^2+147 x+15$
• $y^2=56 x^6+84 x^5+46 x^4+24 x^3+32 x^2+113 x+36$
• $y^2=113 x^6+86 x^5+63 x^4+120 x^3+160 x^2+64 x+13$
• $y^2=36 x^6+103 x^5+139 x^4+53 x^3+122 x^2+128 x+53$
• $y^2=13 x^6+14 x^5+27 x^4+98 x^3+109 x^2+139 x+98$
• $y^2=68 x^6+126 x^5+60 x^4+144 x^3+72 x^2+32 x+163$
• $y^2=115 x^6+118 x^5+98 x^4+152 x^3+165 x^2+103 x+88$
• $y^2=74 x^6+89 x^5+156 x^4+92 x^3+157 x^2+14 x+106$
• $y^2=100 x^6+156 x^5+66 x^4+50 x^3+11 x^2+107 x+134$
• $y^2=166 x^6+112 x^5+163 x^4+83 x^3+55 x^2+34 x+2$
• $y^2=58 x^6+137 x^5+6 x^4+8 x^3+8 x^2+77 x+151$
• $y^2=123 x^6+17 x^5+30 x^4+40 x^3+40 x^2+51 x+87$
• $y^2=138 x^6+36 x^5+38 x^4+108 x^3+32 x^2+161 x+132$
• $y^2=22 x^6+13 x^5+23 x^4+39 x^3+160 x^2+137 x+159$
• $y^2=70 x^6+125 x^5+60 x^4+21 x^3+37 x^2+13 x+118$
• $y^2=16 x^6+124 x^5+133 x^4+105 x^3+18 x^2+65 x+89$
• $y^2=130 x^6+139 x^5+34 x^4+96 x^3+160 x^2+67 x+126$
• $y^2=149 x^6+27 x^5+3 x^4+146 x^3+132 x^2+x+129$
• $y^2=67 x^6+54 x^5+48 x^4+3 x^3+147 x^2+122 x+166$
• $y^2=x^6+103 x^5+73 x^4+15 x^3+67 x^2+109 x+162$
• $y^2=49 x^6+138 x^5+63 x^4+31 x^3+115 x^2+147 x+88$
• $y^2=78 x^6+22 x^5+148 x^4+155 x^3+74 x^2+67 x+106$
• $y^2=164 x^6+73 x^5+105 x^4+149 x^3+134 x^2+28 x+67$
• $y^2=152 x^6+31 x^5+24 x^4+77 x^3+2 x^2+140 x+1$
• $y^2=112 x^6+129 x^5+70 x^4+82 x^3+92 x^2+27 x+152$
• $y^2=59 x^6+144 x^5+16 x^4+76 x^3+126 x^2+135 x+92$
• $y^2=140 x^6+114 x^5+63 x^4+87 x^3+76 x^2+9 x+69$
• $y^2=32 x^6+69 x^5+148 x^4+101 x^3+46 x^2+45 x+11$
• $y^2=90 x^5+105 x^4+39 x^3+71 x^2+34 x+42$
• $y^2=116 x^5+24 x^4+28 x^3+21 x^2+3 x+43$
• $y^2=137 x^6+30 x^5+103 x^4+18 x^3+26 x^2+145 x+125$
• $y^2=17 x^6+150 x^5+14 x^4+90 x^3+130 x^2+57 x+124$
• $y^2=61 x^6+105 x^5+70 x^4+26 x^3+67 x^2+147 x+46$
• $y^2=138 x^6+24 x^5+16 x^4+130 x^3+x^2+67 x+63$
• $y^2=106 x^6+149 x^5+16 x^4+26 x^3+86 x^2+74 x+132$
• $y^2=29 x^6+77 x^5+80 x^4+130 x^3+96 x^2+36 x+159$
• $y^2=54 x^6+130 x^5+136 x^4+62 x^3+160 x^2+18 x+119$
• $y^2=103 x^6+149 x^5+12 x^4+143 x^3+132 x^2+90 x+94$
• $y^2=136 x^6+63 x^5+103 x^4+159 x^3+137 x^2+131$
• $y^2=12 x^6+148 x^5+14 x^4+127 x^3+17 x^2+154$
• $y^2=70 x^6+114 x^5+32 x^4+138 x^3+55 x^2+77 x+109$
• $y^2=85 x^6+82 x^5+47 x^4+54 x^3+137 x^2+122 x$
• $y^2=91 x^6+76 x^5+68 x^4+103 x^3+17 x^2+109 x$
• $y^2=50 x^6+71 x^5+2 x^4+25 x^3+52 x^2+126 x+70$
• $y^2=22 x^6+82 x^5+125 x^4+31 x^3+21 x^2+60 x+56$
• $y^2=110 x^6+76 x^5+124 x^4+155 x^3+105 x^2+133 x+113$
• $y^2=38 x^6+105 x^5+15 x^4+107 x^3+x^2+14 x+102$
• $y^2=23 x^6+24 x^5+75 x^4+34 x^3+5 x^2+70 x+9$
• $y^2=40 x^6+77 x^5+45 x^4+89 x^3+134 x^2+152 x+164$
• $y^2=33 x^6+51 x^5+58 x^4+111 x^3+2 x^2+92 x+152$
• $y^2=16 x^6+53 x^5+119 x^4+93 x^3+145 x^2+81 x+130$
• $y^2=6 x^6+58 x^5+46 x^4+114 x^3+148 x^2+154$
• $y^2=30 x^6+123 x^5+63 x^4+69 x^3+72 x^2+102$
• $y^2=132 x^6+29 x^5+9 x^4+91 x^3+140 x^2+84 x+131$
• $y^2=139 x^6+118 x^5+25 x^4+3 x^3+151 x^2+17 x+54$
• $y^2=27 x^6+89 x^5+125 x^4+15 x^3+87 x^2+85 x+103$
• $y^2=99 x^6+124 x^5+31 x^4+54 x^3+91 x^2+21 x+114$
• $y^2=127 x^6+148 x^5+153 x^4+106 x^3+66 x^2+127 x+1$
• $y^2=134 x^6+72 x^5+97 x^4+29 x^3+163 x^2+134 x+5$
• $y^2=97 x^6+75 x^5+99 x^4+146 x^3+113 x^2+4 x+97$
• $y^2=151 x^6+41 x^5+161 x^4+62 x^3+64 x^2+20 x+151$
• $y^2=91 x^6+13 x^5+74 x^4+17 x^3+60 x^2+64 x+161$
• $y^2=121 x^6+65 x^5+36 x^4+85 x^3+133 x^2+153 x+137$
• $y^2=47 x^6+35 x^5+6 x^4+43 x^3+66 x^2+57 x+155$
• $y^2=68 x^6+8 x^5+30 x^4+48 x^3+163 x^2+118 x+107$
• $y^2=64 x^6+34 x^5+155 x^4+55 x^3+164 x^2+23 x+1$
• $y^2=153 x^6+3 x^5+107 x^4+108 x^3+152 x^2+115 x+5$
• $y^2=33 x^6+157 x^5+75 x^4+49 x^3+71 x^2+84 x+107$
• $y^2=165 x^6+117 x^5+41 x^4+78 x^3+21 x^2+86 x+34$
• $y^2=25 x^6+90 x^5+92 x^4+84 x^3+8 x^2+79 x+67$
• $y^2=125 x^6+116 x^5+126 x^4+86 x^3+40 x^2+61 x+1$
• $y^2=13 x^6+139 x^5+77 x^4+126 x^3+29 x^2+117 x+51$
• $y^2=65 x^6+27 x^5+51 x^4+129 x^3+145 x^2+84 x+88$
• $y^2=12 x^6+92 x^5+58 x^4+87 x^3+117 x^2+22 x+134$
• $y^2=60 x^6+126 x^5+123 x^4+101 x^3+84 x^2+110 x+2$
• $y^2=146 x^6+158 x^5+74 x^4+135 x^3+74 x^2+158 x+146$
• $y^2=62 x^6+122 x^5+36 x^4+7 x^3+36 x^2+122 x+62$
• $y^2=70 x^6+33 x^5+63 x^4+19 x^3+118 x^2+154 x+138$
• $y^2=16 x^6+165 x^5+148 x^4+95 x^3+89 x^2+102 x+22$
• $y^2=7 x^6+56 x^5+71 x^4+150 x^3+161 x^2+130 x+43$
• $y^2=35 x^6+113 x^5+21 x^4+82 x^3+137 x^2+149 x+48$
• $y^2=13 x^6+152 x^5+2 x^4+72 x^3+2 x^2+152 x+13$
• $y^2=65 x^6+92 x^5+10 x^4+26 x^3+10 x^2+92 x+65$
• $y^2=92 x^6+101 x^5+138 x^4+42 x^3+131 x^2+41 x+143$
• $y^2=126 x^6+4 x^5+22 x^4+43 x^3+154 x^2+38 x+47$
• $y^2=89 x^6+45 x^5+129 x^4+131 x^3+164 x^2+103 x+130$
• $y^2=111 x^6+58 x^5+144 x^4+154 x^3+152 x^2+14 x+149$
• $y^2=53 x^6+152 x^5+58 x^4+104 x^3+129 x^2+51 x+6$
• $y^2=98 x^6+92 x^5+123 x^4+19 x^3+144 x^2+88 x+30$
• $y^2=158 x^6+5 x^5+158 x^4+20 x^3+47 x^2+91 x+154$
• $y^2=65 x^6+4 x^5+5 x^4+36 x^2+141 x+3$
• $y^2=158 x^6+20 x^5+25 x^4+13 x^2+37 x+15$
• $y^2=133 x^6+164 x^5+91 x^4+121 x^3+91 x^2+164 x+133$
• $y^2=164 x^6+152 x^5+121 x^4+104 x^3+121 x^2+152 x+164$
• $y^2=24 x^5+59 x^4+154 x^2+11 x$
• $y^2=12 x^6+28 x^5+15 x^4+35 x^3+97 x^2+16 x+135$
• $y^2=88 x^6+105 x^5+97 x^3+149 x^2+83 x+124$
• $y^2=106 x^6+24 x^5+151 x^3+77 x^2+81 x+119$
• $y^2=5 x^6+15 x^5+109 x^4+39 x^3+92 x^2+135 x+17$
• $y^2=25 x^6+75 x^5+44 x^4+28 x^3+126 x^2+7 x+85$
• $y^2=115 x^6+70 x^5+65 x^4+63 x^3+162 x^2+73 x+146$
• $y^2=74 x^6+16 x^5+158 x^4+148 x^3+142 x^2+31 x+62$
• $y^2=162 x^6+60 x^5+55 x^4+63 x^3+32 x^2+140 x+152$
• $y^2=80 x^6+143 x^5+87 x^4+132 x^3+101 x^2+152 x+56$
• $y^2=66 x^6+47 x^5+101 x^4+159 x^3+4 x^2+92 x+113$
• $y^2=138 x^6+8 x^5+24 x^4+165 x^3+41 x^2+122 x+117$
• $y^2=22 x^6+40 x^5+120 x^4+157 x^3+38 x^2+109 x+84$
• $y^2=24 x^6+98 x^5+156 x^4+84 x^3+157 x^2+7 x+42$
• $y^2=120 x^6+156 x^5+112 x^4+86 x^3+117 x^2+35 x+43$
• $y^2=121 x^6+84 x^5+119 x^4+151 x^3+156 x^2+162 x+30$
• $y^2=104 x^6+86 x^5+94 x^4+87 x^3+112 x^2+142 x+150$
• $y^2=129 x^6+112 x^5+149 x^4+20 x^3+84 x^2+141 x+58$
• $y^2=144 x^6+59 x^5+77 x^4+100 x^3+86 x^2+37 x+123$
• $y^2=95 x^6+139 x^5+105 x^4+127 x^3+106 x^2+9 x+12$
• $y^2=141 x^6+27 x^5+24 x^4+134 x^3+29 x^2+45 x+60$
• $y^2=113 x^6+22 x^5+136 x^4+29 x^3+121 x^2+138 x+45$
• $y^2=64 x^6+110 x^5+12 x^4+145 x^3+104 x^2+22 x+58$
• $y^2=127 x^6+59 x^5+78 x^4+67 x^3+25 x^2+91 x+77$
• $y^2=74 x^6+49 x^5+87 x^4+103 x^3+88 x^2+81 x+149$
• $y^2=36 x^6+78 x^5+101 x^4+14 x^3+106 x^2+71 x+77$
• $y^2=84 x^6+60 x^5+65 x^4+114 x^3+21 x^2+95 x+7$
• $y^2=86 x^6+133 x^5+158 x^4+69 x^3+105 x^2+141 x+35$
• $y^2=162 x^6+36 x^5+69 x^4+138 x^3+163 x^2+34 x+166$
• $y^2=142 x^6+13 x^5+11 x^4+22 x^3+147 x^2+3 x+162$
• $y^2=90 x^6+35 x^5+101 x^4+121 x^3+4 x^2+143 x+29$
• $y^2=116 x^6+8 x^5+4 x^4+104 x^3+20 x^2+47 x+145$
• $y^2=79 x^6+27 x^5+85 x^4+104 x^3+62 x^2+130 x+155$
• $y^2=61 x^6+135 x^5+91 x^4+19 x^3+143 x^2+149 x+107$
• $y^2=41 x^6+59 x^5+123 x^4+133 x^3+165 x^2+20 x+165$
• $y^2=38 x^6+128 x^5+114 x^4+164 x^3+157 x^2+100 x+157$
• $y^2=72 x^6+107 x^5+117 x^4+37 x^3+36 x^2+117 x+22$
• $y^2=26 x^6+34 x^5+84 x^4+18 x^3+13 x^2+84 x+110$
• $y^2=44 x^6+132 x^5+59 x^4+36 x^3+161 x^2+107 x+157$
• $y^2=53 x^6+159 x^5+128 x^4+13 x^3+137 x^2+34 x+117$
• $y^2=134 x^6+143 x^5+82 x^4+33 x^3+34 x^2+114 x+103$
• $y^2=2 x^6+47 x^5+76 x^4+165 x^3+3 x^2+69 x+14$
• $y^2=95 x^6+162 x^5+56 x^4+27 x^3+166 x^2+102 x+94$
• $y^2=141 x^6+142 x^5+113 x^4+135 x^3+162 x^2+9 x+136$
• $y^2=65 x^6+86 x^5+94 x^4+90 x^3+140 x^2+48 x+45$
• $y^2=158 x^6+96 x^5+136 x^4+116 x^3+32 x^2+73 x+58$
• $y^2=90 x^6+92 x^5+29 x^4+6 x^3+108 x^2+63 x+95$
• $y^2=116 x^6+126 x^5+145 x^4+30 x^3+39 x^2+148 x+141$
• $y^2=66 x^6+97 x^5+103 x^4+67 x^3+136 x^2+41 x+86$
• $y^2=163 x^6+151 x^5+14 x^4+x^3+12 x^2+38 x+96$
• $y^2=144 x^6+160 x^5+141 x^4+28 x^3+120 x^2+18 x+68$
• $y^2=52 x^6+132 x^5+37 x^4+140 x^3+99 x^2+90 x+6$
• $y^2=90 x^6+118 x^5+123 x^4+29 x^3+66 x^2+123 x+77$
• $y^2=116 x^6+89 x^5+114 x^4+145 x^3+163 x^2+114 x+51$
• $y^2=61 x^6+83 x^5+64 x^4+11 x^3+86 x^2+19 x+130$
• $y^2=138 x^6+81 x^5+153 x^4+55 x^3+96 x^2+95 x+149$
• $y^2=160 x^6+44 x^5+43 x^4+44 x^3+46 x^2+48 x+127$
• $y^2=132 x^6+53 x^5+48 x^4+53 x^3+63 x^2+73 x+134$
• $y^2=27 x^6+14 x^5+64 x^4+59 x^3+97 x^2+25 x+61$
• $y^2=135 x^6+70 x^5+153 x^4+128 x^3+151 x^2+125 x+138$
• $y^2=71 x^6+87 x^5+x^4+159 x^3+54 x^2+x+155$
• $y^2=21 x^6+101 x^5+5 x^4+127 x^3+103 x^2+5 x+107$
• $y^2=78 x^6+105 x^5+145 x^4+11 x^3+152 x^2+160 x+21$
• $y^2=56 x^6+24 x^5+57 x^4+55 x^3+92 x^2+132 x+105$
• $y^2=78 x^6+31 x^5+62 x^4+143 x^3+123 x^2+37 x+86$
• $y^2=56 x^6+155 x^5+143 x^4+47 x^3+114 x^2+18 x+96$
• $y^2=106 x^6+151 x^5+48 x^4+140 x^3+24 x^2+153 x+38$
• $y^2=29 x^6+87 x^5+73 x^4+32 x^3+120 x^2+97 x+23$
• $y^2=136 x^6+124 x^5+118 x^4+13 x^3+100 x^2+148 x+135$
• $y^2=12 x^6+119 x^5+89 x^4+65 x^3+166 x^2+72 x+7$
• $y^2=60 x^6+132 x^5+161 x^4+77 x^3+103 x^2+107 x+147$
• $y^2=133 x^6+159 x^5+137 x^4+51 x^3+14 x^2+34 x+67$
• $y^2=150 x^6+109 x^5+58 x^4+28 x^3+132 x^2+71 x+92$
• $y^2=82 x^6+44 x^5+123 x^4+140 x^3+159 x^2+21 x+126$
• $y^2=106 x^6+5 x^5+162 x^4+119 x^3+12 x^2+7 x+66$
• $y^2=29 x^6+25 x^5+142 x^4+94 x^3+60 x^2+35 x+163$
• $y^2=161 x^6+44 x^5+158 x^4+45 x^3+56 x^2+2 x+70$
• $y^2=137 x^6+53 x^5+122 x^4+58 x^3+113 x^2+10 x+16$
• $y^2=19 x^6+39 x^5+129 x^4+32 x^3+x^2+67 x+76$
• $y^2=95 x^6+28 x^5+144 x^4+160 x^3+5 x^2+x+46$
• $y^2=143 x^6+4 x^5+11 x^4+147 x^3+146 x^2+161 x+70$
• $y^2=47 x^6+20 x^5+55 x^4+67 x^3+62 x^2+137 x+16$
• $y^2=x^6+143 x^5+13 x^4+65 x^3+123 x^2+104 x+166$
• $y^2=5 x^6+47 x^5+65 x^4+158 x^3+114 x^2+19 x+162$
• $y^2=39 x^6+95 x^5+29 x^4+14 x^3+100 x^2+65 x+102$
• $y^2=28 x^6+141 x^5+145 x^4+70 x^3+166 x^2+158 x+9$
• $y^2=110 x^6+90 x^5+166 x^4+113 x^3+72 x+165$
• $y^2=49 x^6+116 x^5+162 x^4+64 x^3+26 x+157$
• $y^2=86 x^6+87 x^5+87 x^4+20 x^3+89 x^2+116 x+45$
• $y^2=96 x^6+101 x^5+101 x^4+100 x^3+111 x^2+79 x+58$
• $y^2=23 x^6+62 x^5+108 x^4+112 x^3+14 x^2+85 x+145$
• $y^2=115 x^6+143 x^5+39 x^4+59 x^3+70 x^2+91 x+57$
• $y^2=103 x^6+8 x^5+127 x^4+96 x^3+150 x^2+110 x+104$
• $y^2=14 x^6+40 x^5+134 x^4+146 x^3+82 x^2+49 x+19$
• $y^2=21 x^6+31 x^5+67 x^4+16 x^3+17 x^2+42 x+114$
• $y^2=105 x^6+155 x^5+x^4+80 x^3+85 x^2+43 x+69$
• $y^2=137 x^6+78 x^5+117 x^4+78 x^3+92 x^2+34 x+154$
• $y^2=17 x^6+56 x^5+84 x^4+56 x^3+126 x^2+3 x+102$
• $y^2=156 x^6+85 x^5+24 x^4+17 x^3+86 x^2+138 x+156$
• $y^2=112 x^6+91 x^5+120 x^4+85 x^3+96 x^2+22 x+112$
• $y^2=12 x^6+110 x^5+25 x^4+23 x^3+66 x^2+60 x+71$
• $y^2=60 x^6+49 x^5+125 x^4+115 x^3+163 x^2+133 x+21$
• $y^2=65 x^6+42 x^5+16 x^4+42 x^3+34 x^2+24 x+28$
• $y^2=158 x^6+43 x^5+80 x^4+43 x^3+3 x^2+120 x+140$
• $y^2=12 x^6+8 x^5+51 x^4+35 x^3+147 x^2+127 x+30$
• $y^2=60 x^6+40 x^5+88 x^4+8 x^3+67 x^2+134 x+150$
• $y^2=45 x^6+80 x^5+76 x^4+137 x^3+127 x^2+126 x+65$
• $y^2=58 x^6+66 x^5+46 x^4+17 x^3+134 x^2+129 x+158$
• $y^2=2 x^6+38 x^5+39 x^4+4 x^3+46 x^2+22 x+146$
• $y^2=10 x^6+23 x^5+28 x^4+20 x^3+63 x^2+110 x+62$
• $y^2=135 x^6+17 x^5+64 x^4+154 x^3+69 x^2+164 x+164$
• $y^2=7 x^6+85 x^5+153 x^4+102 x^3+11 x^2+152 x+152$
• $y^2=94 x^6+134 x^5+4 x^4+67 x^3+106 x^2+105 x+67$
• $y^2=136 x^6+2 x^5+20 x^4+x^3+29 x^2+24 x+1$
• $y^2=151 x^6+159 x^5+31 x^4+48 x^3+156 x^2+137 x+79$
• $y^2=87 x^6+127 x^5+155 x^4+73 x^3+112 x^2+17 x+61$
• $y^2=117 x^6+155 x^5+84 x^4+58 x^3+20 x^2+36 x+125$
• $y^2=84 x^6+107 x^5+86 x^4+123 x^3+100 x^2+13 x+124$
• $y^2=36 x^6+81 x^5+90 x^4+97 x^3+128 x^2+20 x+21$
• $y^2=13 x^6+71 x^5+116 x^4+151 x^3+139 x^2+100 x+105$
• $y^2=3 x^6+110 x^5+6 x^4+63 x^3+104 x^2+113 x+106$
• $y^2=15 x^6+49 x^5+30 x^4+148 x^3+19 x^2+64 x+29$
• $y^2=25 x^6+166 x^5+129 x^4+39 x^3+111 x^2+37 x+150$
• $y^2=125 x^6+162 x^5+144 x^4+28 x^3+54 x^2+18 x+82$
• $y^2=70 x^6+40 x^5+141 x^4+42 x^3+106 x^2+164 x+83$
• $y^2=16 x^6+33 x^5+37 x^4+43 x^3+29 x^2+152 x+81$
• $y^2=100 x^6+12 x^5+145 x^4+14 x^3+72 x^2+54 x+91$
• $y^2=134 x^6+15 x^5+79 x^4+113 x^3+98 x^2+131 x+12$
• $y^2=46 x^6+96 x^5+100 x^4+131 x^3+10 x^2+37 x+111$
• $y^2=154 x^6+131 x^5+55 x^4+64 x^3+90 x^2+160 x+139$
• $y^2=102 x^6+154 x^5+108 x^4+153 x^3+116 x^2+132 x+27$
• $y^2=149 x^6+122 x^5+124 x^4+123 x^3+142 x^2+36 x+121$
• $y^2=139 x^6+132 x^5+119 x^4+107 x^3+97 x^2+132 x+62$
• $y^2=27 x^6+159 x^5+94 x^4+34 x^3+151 x^2+159 x+143$
• $y^2=86 x^6+33 x^5+103 x^4+15 x^3+109 x^2+19 x+17$
• $y^2=96 x^6+165 x^5+14 x^4+75 x^3+44 x^2+95 x+85$
• $y^2=112 x^6+81 x^5+133 x^4+134 x^3+125 x^2+149 x+110$
• $y^2=59 x^6+71 x^5+164 x^4+2 x^3+124 x^2+77 x+49$
• $y^2=139 x^6+72 x^5+90 x^4+81 x^3+155 x^2+28 x+140$
• $y^2=27 x^6+26 x^5+116 x^4+71 x^3+107 x^2+140 x+32$
• $y^2=125 x^6+159 x^5+16 x^4+115 x^3+144 x^2+161 x+65$
• $y^2=124 x^6+127 x^5+80 x^4+74 x^3+52 x^2+137 x+158$
• $y^2=143 x^6+100 x^5+95 x^4+107 x^3+130 x^2+94 x+163$
• $y^2=47 x^6+166 x^5+141 x^4+34 x^3+149 x^2+136 x+147$
• $y^2=94 x^6+60 x^5+145 x^4+2 x^3+139 x^2+97 x+27$
• $y^2=136 x^6+133 x^5+57 x^4+10 x^3+27 x^2+151 x+135$
• $y^2=71 x^6+16 x^5+28 x^4+79 x^3+150 x^2+33 x+147$
• $y^2=21 x^6+80 x^5+140 x^4+61 x^3+82 x^2+165 x+67$
• $y^2=92 x^6+76 x^5+97 x^4+40 x^3+30 x^2+60 x+88$
• $y^2=126 x^6+46 x^5+151 x^4+33 x^3+150 x^2+133 x+106$
• $y^2=137 x^6+161 x^5+63 x^4+7 x^3+46 x^2+131 x+76$
• $y^2=17 x^6+137 x^5+148 x^4+35 x^3+63 x^2+154 x+46$
• $y^2=70 x^6+5 x^5+53 x^4+81 x^3+157 x^2+64 x+52$
• $y^2=16 x^6+25 x^5+98 x^4+71 x^3+117 x^2+153 x+93$
• $y^2=79 x^6+100 x^5+46 x^4+159 x^3+47 x^2+61 x+36$
• $y^2=61 x^6+166 x^5+63 x^4+127 x^3+68 x^2+138 x+13$
• $y^2=19 x^6+37 x^5+124 x^4+85 x^3+34 x^2+39$
• $y^2=95 x^6+18 x^5+119 x^4+91 x^3+3 x^2+28$
• $y^2=5 x^6+20 x^5+147 x^4+135 x^3+66 x^2+40 x+3$
• $y^2=25 x^6+100 x^5+67 x^4+7 x^3+163 x^2+33 x+15$
• $y^2=110 x^6+99 x^5+29 x^4+94 x^3+22 x^2+76 x+120$
• $y^2=49 x^6+161 x^5+145 x^4+136 x^3+110 x^2+46 x+99$
• $y^2=55 x^6+77 x^5+126 x^4+16 x^3+108 x^2+129 x+47$
• $y^2=108 x^6+51 x^5+129 x^4+80 x^3+39 x^2+144 x+68$
• $y^2=165 x^6+65 x^5+112 x^4+15 x^2+125 x+93$
• $y^2=157 x^6+158 x^5+59 x^4+75 x^2+124 x+131$
• $y^2=84 x^6+74 x^5+12 x^4+104 x^3+9 x^2+146 x+25$
• $y^2=86 x^6+36 x^5+60 x^4+19 x^3+45 x^2+62 x+125$
• $y^2=127 x^6+25 x^5+13 x^4+64 x^3+37 x^2+94 x+159$
• $y^2=134 x^6+125 x^5+65 x^4+153 x^3+18 x^2+136 x+127$
• $y^2=109 x^6+13 x^5+110 x^4+159 x^3+94 x^2+13 x+6$
• $y^2=44 x^6+65 x^5+49 x^4+127 x^3+136 x^2+65 x+30$
• $y^2=162 x^6+84 x^5+123 x^4+118 x^3+10 x^2+140 x+4$
• $y^2=142 x^6+86 x^5+114 x^4+89 x^3+50 x^2+32 x+20$
• $y^2=125 x^6+133 x^5+115 x^4+142 x^3+65 x^2+125 x+9$
• $y^2=124 x^6+164 x^5+74 x^4+42 x^3+158 x^2+124 x+45$
• $y^2=105 x^6+73 x^5+83 x^4+28 x^3+157 x^2+12 x+82$
• $y^2=24 x^6+31 x^5+81 x^4+140 x^3+117 x^2+60 x+76$
• $y^2=53 x^6+135 x^5+153 x^4+135 x^3+19 x^2+38 x+72$
• $y^2=98 x^6+7 x^5+97 x^4+7 x^3+95 x^2+23 x+26$
• $y^2=139 x^6+97 x^5+80 x^4+116 x^3+32 x^2+15 x+4$
• $y^2=27 x^6+151 x^5+66 x^4+79 x^3+160 x^2+75 x+20$
• $y^2=92 x^6+68 x^5+166 x^4+105 x^3+137 x^2+154 x+9$
• $y^2=126 x^6+6 x^5+162 x^4+24 x^3+17 x^2+102 x+45$
• $y^2=133 x^6+158 x^5+121 x^4+6 x^3+112 x^2+126 x+135$
• $y^2=164 x^6+122 x^5+104 x^4+30 x^3+59 x^2+129 x+7$
• $y^2=133 x^6+23 x^5+68 x^4+143 x^3+105 x^2+38 x+63$
• $y^2=164 x^6+115 x^5+6 x^4+47 x^3+24 x^2+23 x+148$
• $y^2=9 x^6+99 x^5+87 x^4+126 x^3+164 x^2+142 x+140$
• $y^2=45 x^6+161 x^5+101 x^4+129 x^3+152 x^2+42 x+32$
• $y^2=116 x^6+84 x^5+103 x^4+92 x^3+23 x^2+50 x+118$
• $y^2=56 x^6+52 x^5+145 x^4+120 x^3+89 x^2+133 x+161$
• $y^2=113 x^6+93 x^5+57 x^4+99 x^3+111 x^2+164 x+137$
• $y^2=97 x^6+138 x^5+118 x^4+105 x^3+24 x^2+45 x+34$
• $y^2=24 x^6+65 x^5+32 x^4+142 x^3+72 x^2+28 x+84$
• $y^2=120 x^6+158 x^5+160 x^4+42 x^3+26 x^2+140 x+86$
• $y^2=164 x^6+18 x^5+52 x^4+152 x^3+86 x^2+102 x+56$
• $y^2=73 x^6+60 x^5+60 x^4+63 x^3+11 x^2+59 x+134$
• $y^2=31 x^6+133 x^5+133 x^4+148 x^3+55 x^2+128 x+2$
• $y^2=136 x^6+43 x^5+49 x^4+x^3+32 x^2+112 x+96$
• $y^2=12 x^6+48 x^5+78 x^4+5 x^3+160 x^2+59 x+146$
• $y^2=94 x^6+33 x^5+147 x^4+104 x^3+65 x^2+42 x+79$
• $y^2=136 x^6+165 x^5+67 x^4+19 x^3+158 x^2+43 x+61$
• $y^2=x^6+x^3+85$
• $y^2=5 x^6+5 x^3+91$
• $y^2=48 x^6+148 x^5+19 x^4+108 x^3+145 x^2+61 x+69$
• $y^2=15 x^6+33 x^5+63 x^4+112 x^3+33 x^2+134 x+73$
• $y^2=75 x^6+165 x^5+148 x^4+59 x^3+165 x^2+2 x+31$
• $y^2=36 x^6+137 x^5+26 x^4+150 x^3+144 x^2+62 x+17$
• $y^2=19 x^6+76 x^5+142 x^4+127 x^3+165 x^2+72 x+83$
• $y^2=118 x^6+44 x^5+32 x^4+107 x^3+92 x^2+116 x+146$
• $y^2=89 x^6+53 x^5+160 x^4+34 x^3+126 x^2+79 x+62$
• $y^2=137 x^6+85 x^5+96 x^4+86 x^3+15 x^2+73 x+51$
• $y^2=17 x^6+91 x^5+146 x^4+96 x^3+75 x^2+31 x+88$
• $y^2=61 x^6+54 x^5+80 x^4+164 x^3+88 x^2+90 x+108$
• $y^2=138 x^6+103 x^5+66 x^4+152 x^3+106 x^2+116 x+39$
• $y^2=46 x^6+155 x^5+67 x^4+17 x^3+22 x^2+130 x+97$
• $y^2=63 x^6+107 x^5+x^4+85 x^3+110 x^2+149 x+151$
• $y^2=71 x^6+4 x^5+124 x^4+50 x^3+130 x^2+122 x+157$
• $y^2=21 x^6+20 x^5+119 x^4+83 x^3+149 x^2+109 x+117$
• $y^2=43 x^6+83 x^5+98 x^4+7 x^3+128 x^2+161 x+23$
• $y^2=48 x^6+81 x^5+156 x^4+35 x^3+139 x^2+137 x+115$
• $y^2=156 x^6+76 x^5+105 x^4+66 x^3+153 x^2+66 x+138$
• $y^2=112 x^6+46 x^5+24 x^4+163 x^3+97 x^2+163 x+22$
• $y^2=94 x^6+151 x^5+30 x^4+54 x^3+77 x^2+127 x+26$
• $y^2=136 x^6+87 x^5+150 x^4+103 x^3+51 x^2+134 x+130$
• $y^2=25 x^6+152 x^5+7 x^4+154 x^3+42 x^2+128 x+56$
• $y^2=125 x^6+92 x^5+35 x^4+102 x^3+43 x^2+139 x+113$
• $y^2=155 x^6+27 x^5+32 x^4+26 x^3+117 x^2+148 x+63$
• $y^2=107 x^6+135 x^5+160 x^4+130 x^3+84 x^2+72 x+148$
• $y^2=59 x^6+131 x^5+9 x^4+40 x^3+135 x^2+164 x+34$
• $y^2=128 x^6+154 x^5+45 x^4+33 x^3+7 x^2+152 x+3$
• $y^2=149 x^6+29 x^5+118 x^4+53 x^3+19 x^2+115 x+158$
• $y^2=77 x^6+145 x^5+89 x^4+98 x^3+95 x^2+74 x+122$
• $y^2=126 x^6+67 x^5+x^4+108 x^3+129 x^2+115 x+144$
• $y^2=154 x^6+143 x^5+97 x^4+28 x^3+3 x^2+24 x+40$
• $y^2=102 x^6+47 x^5+151 x^4+140 x^3+15 x^2+120 x+33$
• $y^2=104 x^6+39 x^5+92 x^4+116 x^3+21 x^2+50 x+16$
• $y^2=19 x^6+28 x^5+126 x^4+79 x^3+105 x^2+83 x+80$
• $y^2=40 x^6+155 x^5+111 x^4+10 x^3+87 x^2+136 x+53$
• $y^2=33 x^6+107 x^5+54 x^4+50 x^3+101 x^2+12 x+98$
• $y^2=94 x^6+55 x^5+120 x^4+158 x^3+161 x^2+17 x+135$
• $y^2=136 x^6+108 x^5+99 x^4+122 x^3+137 x^2+85 x+7$
• $y^2=5 x^6+151 x^5+164 x^4+131 x^3+48 x^2+59 x+149$
• $y^2=25 x^6+87 x^5+152 x^4+154 x^3+73 x^2+128 x+77$
• $y^2=41 x^6+116 x^5+129 x^4+135 x^3+106 x^2+x+5$
• $y^2=38 x^6+79 x^5+144 x^4+7 x^3+29 x^2+5 x+25$
• $y^2=154 x^6+131 x^5+146 x^4+89 x^3+146 x^2+30 x+29$
• $y^2=102 x^6+154 x^5+62 x^4+111 x^3+62 x^2+150 x+145$
• $y^2=43 x^6+39 x^5+129 x^4+95 x^3+7 x^2+156 x+41$
• $y^2=48 x^6+28 x^5+144 x^4+141 x^3+35 x^2+112 x+38$
• $y^2=4 x^6+45 x^5+42 x^4+118 x^3+4 x^2+114 x+63$
• $y^2=20 x^6+58 x^5+43 x^4+89 x^3+20 x^2+69 x+148$
• $y^2=126 x^6+131 x^5+22 x^4+128 x^3+68 x^2+2 x+125$
• $y^2=129 x^6+154 x^5+110 x^4+139 x^3+6 x^2+10 x+124$
• $y^2=162 x^6+45 x^5+95 x^4+129 x^3+53 x^2+165 x+22$
• $y^2=142 x^6+58 x^5+141 x^4+144 x^3+98 x^2+157 x+110$
• $y^2=8 x^6+47 x^5+83 x^4+58 x^3+96 x^2+31 x+67$
• $y^2=40 x^6+68 x^5+81 x^4+123 x^3+146 x^2+155 x+1$
• $y^2=98 x^6+34 x^5+41 x^4+80 x^3+101 x^2+131 x+144$
• $y^2=156 x^6+3 x^5+38 x^4+66 x^3+4 x^2+154 x+52$
• $y^2=34 x^6+146 x^5+74 x^4+43 x^3+150 x^2+6 x+46$
• $y^2=3 x^6+62 x^5+36 x^4+48 x^3+82 x^2+30 x+63$
• $y^2=112 x^6+93 x^4+138 x^3+111 x^2+88 x+27$
• $y^2=59 x^6+131 x^4+22 x^3+54 x^2+106 x+135$
• $y^2=138 x^6+22 x^5+99 x^4+13 x^3+3 x^2+29 x+72$
• $y^2=22 x^6+110 x^5+161 x^4+65 x^3+15 x^2+145 x+26$
• $y^2=100 x^6+22 x^5+156 x^4+x^3+120 x^2+120 x+9$
• $y^2=166 x^6+110 x^5+112 x^4+5 x^3+99 x^2+99 x+45$
• $y^2=75 x^6+5 x^5+108 x^4+137 x^3+120 x^2+33 x+19$
• $y^2=41 x^6+25 x^5+39 x^4+17 x^3+99 x^2+165 x+95$
• $y^2=62 x^6+50 x^5+106 x^4+148 x^3+26 x^2+35 x+7$
• $y^2=143 x^6+83 x^5+29 x^4+72 x^3+130 x^2+8 x+35$
• $y^2=158 x^5+20 x^4+107 x^3+138 x^2+123 x+25$
• $y^2=122 x^5+100 x^4+34 x^3+22 x^2+114 x+125$
• $y^2=59 x^6+27 x^5+165 x^4+51 x^3+41 x^2+136 x+54$
• $y^2=128 x^6+135 x^5+157 x^4+88 x^3+38 x^2+12 x+103$
• $y^2=111 x^6+96 x^5+16 x^4+148 x^3+162 x^2+139 x+2$
• $y^2=54 x^6+146 x^5+80 x^4+72 x^3+142 x^2+27 x+10$
• $y^2=143 x^6+7 x^5+83 x^4+146 x^3+61 x^2+130 x+98$
• $y^2=47 x^6+35 x^5+81 x^4+62 x^3+138 x^2+149 x+156$
• $y^2=61 x^6+11 x^5+68 x^4+119 x^3+138 x^2+5 x+125$
• $y^2=138 x^6+55 x^5+6 x^4+94 x^3+22 x^2+25 x+124$
• $y^2=32 x^6+139 x^5+154 x^4+50 x^3+86 x^2+163 x+45$
• $y^2=63 x^6+36 x^5+83 x^4+159 x^3+132 x^2+97 x+54$
• $y^2=148 x^6+13 x^5+81 x^4+127 x^3+159 x^2+151 x+103$
• $y^2=33 x^6+163 x^5+87 x^4+151 x^3+144 x^2+109 x+78$
• $y^2=165 x^6+147 x^5+101 x^4+87 x^3+52 x^2+44 x+56$
• $y^2=60 x^6+136 x^5+147 x^4+62 x^3+19 x^2+131 x+129$
• $y^2=133 x^6+12 x^5+67 x^4+143 x^3+95 x^2+154 x+144$
• $y^2=53 x^6+165 x^5+9 x^4+47 x^3+130 x^2+78 x$
• $y^2=66 x^6+161 x^5+14 x^4+155 x^3+3 x^2+136 x+137$
• $y^2=163 x^6+137 x^5+70 x^4+107 x^3+15 x^2+12 x+17$
• $y^2=26 x^6+x^5+2 x^4+25 x^3+42 x^2+125 x+80$
• $y^2=130 x^6+5 x^5+10 x^4+125 x^3+43 x^2+124 x+66$
• $y^2=115 x^6+91 x^5+93 x^4+118 x^3+134 x^2+127 x+77$
• $y^2=74 x^6+121 x^5+131 x^4+89 x^3+2 x^2+134 x+51$
• $y^2=35 x^6+92 x^5+77 x^4+15 x^3+145 x^2+7 x+116$
• $y^2=8 x^6+126 x^5+51 x^4+75 x^3+57 x^2+35 x+79$
• $y^2=11 x^6+6 x^5+96 x^4+149 x^3+166 x^2+90 x+148$
• $y^2=55 x^6+30 x^5+146 x^4+77 x^3+162 x^2+116 x+72$
• $y^2=118 x^6+81 x^5+87 x^4+10 x^3+103 x^2+100 x+75$
• $y^2=89 x^6+71 x^5+101 x^4+50 x^3+14 x^2+166 x+41$
• $y^2=104 x^6+62 x^5+27 x^4+72 x^3+166 x^2+75 x+55$
• $y^2=19 x^6+143 x^5+135 x^4+26 x^3+162 x^2+41 x+108$
• $y^2=23 x^6+117 x^5+122 x^4+31 x^3+48 x^2+41 x+108$
• $y^2=115 x^6+84 x^5+109 x^4+155 x^3+73 x^2+38 x+39$
• $y^2=19 x^5+89 x^4+53 x^3+102 x^2+126 x+104$
• $y^2=95 x^5+111 x^4+98 x^3+9 x^2+129 x+19$
• $y^2=47 x^6+32 x^5+38 x^4+53 x^3+61 x^2+106 x+62$
• $y^2=68 x^6+160 x^5+23 x^4+98 x^3+138 x^2+29 x+143$
• $y^2=130 x^6+54 x^5+126 x^4+47 x^3+158 x^2+98 x+40$
• $y^2=149 x^6+103 x^5+129 x^4+68 x^3+122 x^2+156 x+33$
• $y^2=124 x^6+21 x^5+51 x^4+118 x^3+51 x^2+21 x+124$
• $y^2=119 x^6+105 x^5+88 x^4+89 x^3+88 x^2+105 x+119$
• $y^2=77 x^6+61 x^5+163 x^4+20 x^3+111 x^2+19 x+46$
• $y^2=51 x^6+138 x^5+147 x^4+100 x^3+54 x^2+95 x+63$
• $y^2=157 x^6+149 x^5+44 x^4+41 x^3+61 x^2+130 x+38$
• $y^2=117 x^6+77 x^5+53 x^4+38 x^3+138 x^2+149 x+23$
• $y^2=130 x^6+8 x^5+67 x^4+164 x^3+144 x^2+58 x+126$
• $y^2=149 x^6+40 x^5+x^4+152 x^3+52 x^2+123 x+129$
• $y^2=47 x^6+2 x^5+73 x^4+77 x^3+76 x^2+123 x+161$
• $y^2=68 x^6+10 x^5+31 x^4+51 x^3+46 x^2+114 x+137$
• $y^2=10 x^6+92 x^5+120 x^4+136 x^3+45 x^2+91 x+3$
• $y^2=50 x^6+126 x^5+99 x^4+12 x^3+58 x^2+121 x+15$
• $y^2=6 x^6+100 x^5+134 x^4+155 x^3+22 x^2+63 x+91$
• $y^2=30 x^6+112 x^5+155 x^4+101 x^3+69 x^2+53 x+53$
• $y^2=150 x^6+59 x^5+107 x^4+4 x^3+11 x^2+98 x+98$
• $y^2=153 x^6+22 x^5+111 x^4+158 x^3+119 x^2+104 x+21$
• $y^2=97 x^6+110 x^5+54 x^4+122 x^3+94 x^2+19 x+105$
• $y^2=35 x^6+155 x^5+164 x^4+140 x^3+74 x^2+160 x+97$
• $y^2=8 x^6+107 x^5+152 x^4+32 x^3+36 x^2+132 x+151$
• $y^2=55 x^6+116 x^5+5 x^4+156 x^3+125 x^2+58 x+67$
• $y^2=22 x^6+77 x^5+144 x^4+51 x^3+132 x^2+42 x+74$
• $y^2=110 x^6+51 x^5+52 x^4+88 x^3+159 x^2+43 x+36$
• $y^2=32 x^6+135 x^5+64 x^4+93 x^3+132 x^2+10 x+33$
• $y^2=160 x^6+7 x^5+153 x^4+131 x^3+159 x^2+50 x+165$
• $y^2=13 x^6+51 x^5+99 x^4+115 x^3+145 x^2+24 x+138$
• $y^2=65 x^6+88 x^5+161 x^4+74 x^3+57 x^2+120 x+22$
• $y^2=44 x^6+70 x^5+2 x^4+83 x^3+117 x^2+79 x+42$
• $y^2=53 x^6+16 x^5+10 x^4+81 x^3+84 x^2+61 x+43$
• $y^2=93 x^6+22 x^5+19 x^4+69 x^3+151 x^2+122 x+153$
• $y^2=37 x^6+54 x^5+7 x^4+134 x^3+124 x^2+44 x+75$
• $y^2=18 x^6+103 x^5+35 x^4+2 x^3+119 x^2+53 x+41$
• $y^2=69 x^6+7 x^5+128 x^4+95 x^3+163 x^2+54 x+105$
• $y^2=11 x^6+35 x^5+139 x^4+141 x^3+147 x^2+103 x+24$
• $y^2=68 x^6+93 x^5+42 x^4+79 x^3+148 x^2+96 x+47$
• $y^2=26 x^6+47 x^5+133 x^4+93 x^3+56 x^2+154 x+125$
• $y^2=130 x^6+68 x^5+164 x^4+131 x^3+113 x^2+102 x+124$
• $y^2=131 x^6+46 x^5+72 x^4+160 x^3+125 x^2+53 x+128$
• $y^2=154 x^6+63 x^5+26 x^4+132 x^3+124 x^2+98 x+139$
• $y^2=74 x^6+83 x^5+18 x^4+53 x^3+131 x^2+111 x+109$
• $y^2=36 x^6+81 x^5+90 x^4+98 x^3+154 x^2+54 x+44$
• $y^2=48 x^6+3 x^5+77 x^4+23 x^3+68 x^2+49 x+32$
• $y^2=9 x^6+27 x^5+114 x^4+123 x^3+59 x^2+77 x+52$
• $y^2=45 x^6+135 x^5+69 x^4+114 x^3+128 x^2+51 x+93$
• $y^2=85 x^6+29 x^5+19 x^4+35 x^3+77 x^2+72 x+23$
• $y^2=91 x^6+145 x^5+95 x^4+8 x^3+51 x^2+26 x+115$
• $y^2=140 x^6+152 x^5+163 x^4+7 x^3+24 x^2+128 x+154$
• $y^2=x^6+x^3+11$
• $y^2=5 x^6+5 x^3+55$
• $y^2=154 x^6+3 x^5+162 x^4+58 x^3+86 x^2+115 x+84$
• $y^2=102 x^6+15 x^5+142 x^4+123 x^3+96 x^2+74 x+86$
• $y^2=24 x^6+78 x^5+104 x^4+140 x^3+151 x^2+17 x+139$
• $y^2=120 x^6+56 x^5+19 x^4+32 x^3+87 x^2+85 x+27$
• $y^2=120 x^6+159 x^5+134 x^4+85 x^3+140 x^2+21 x+146$
• $y^2=99 x^6+127 x^5+2 x^4+91 x^3+32 x^2+105 x+62$
• $y^2=122 x^6+158 x^5+98 x^4+96 x^3+119 x^2+89 x+121$
• $y^2=109 x^6+122 x^5+156 x^4+146 x^3+94 x^2+111 x+104$
• $y^2=90 x^6+126 x^5+14 x^4+161 x^3+157 x^2+21 x+68$
• $y^2=116 x^6+129 x^5+70 x^4+137 x^3+117 x^2+105 x+6$
• $y^2=109 x^6+48 x^5+16 x^4+131 x^3+61 x^2+61 x+15$
• $y^2=44 x^6+73 x^5+80 x^4+154 x^3+138 x^2+138 x+75$
• $y^2=128 x^6+3 x^5+20 x^4+46 x^3+78 x^2+57 x+158$
• $y^2=139 x^6+15 x^5+100 x^4+63 x^3+56 x^2+118 x+122$
• $y^2=132 x^6+79 x^5+105 x^4+112 x^3+161 x^2+5 x+75$
• $y^2=159 x^6+61 x^5+24 x^4+59 x^3+137 x^2+25 x+41$
• $y^2=68 x^6+83 x^5+116 x^4+42 x^3+33 x^2+63 x+41$
• $y^2=6 x^6+81 x^5+79 x^4+43 x^3+165 x^2+148 x+38$
• $y^2=73 x^6+139 x^5+63 x^4+60 x^3+128 x^2+116 x+158$
• $y^2=31 x^6+27 x^5+148 x^4+133 x^3+139 x^2+79 x+122$
• $y^2=103 x^6+133 x^5+98 x^4+163 x^3+43 x^2+126 x+19$
• $y^2=14 x^6+164 x^5+156 x^4+147 x^3+48 x^2+129 x+95$
• $y^2=25 x^6+19 x^5+93 x^4+142 x^3+127 x^2+141 x+96$
• $y^2=125 x^6+95 x^5+131 x^4+42 x^3+134 x^2+37 x+146$
• $y^2=49 x^6+38 x^5+84 x^4+147 x^3+164 x^2+165 x+84$
• $y^2=78 x^6+23 x^5+86 x^4+67 x^3+152 x^2+157 x+86$
• $y^2=116 x^6+112 x^5+78 x^4+72 x^3+10 x+60$
• $y^2=79 x^6+59 x^5+56 x^4+26 x^3+50 x+133$
• $y^2=129 x^6+98 x^5+151 x^4+151 x^3+7 x^2+25 x+108$
• $y^2=144 x^6+156 x^5+87 x^4+87 x^3+35 x^2+125 x+39$
• $y^2=66 x^6+91 x^5+65 x^4+109 x^3+163 x^2+112 x+24$
• $y^2=163 x^6+121 x^5+158 x^4+44 x^3+147 x^2+59 x+120$
• $y^2=98 x^6+27 x^5+150 x^4+127 x^3+115 x^2+96 x+71$
• $y^2=156 x^6+135 x^5+82 x^4+134 x^3+74 x^2+146 x+21$
• $y^2=34 x^6+68 x^5+18 x^4+115 x^3+18 x^2+68 x+34$
• $y^2=3 x^6+6 x^5+90 x^4+74 x^3+90 x^2+6 x+3$
• $y^2=150 x^6+71 x^5+150 x^4+111 x^3+114 x^2+37 x+63$
• $y^2=82 x^6+21 x^5+82 x^4+54 x^3+69 x^2+18 x+148$
• $y^2=45 x^6+112 x^5+70 x^4+30 x^3+157 x^2+144 x+105$
• $y^2=58 x^6+59 x^5+16 x^4+150 x^3+117 x^2+52 x+24$
• $y^2=55 x^6+87 x^5+103 x^4+94 x^3+39 x^2+14 x+106$
• $y^2=108 x^6+101 x^5+14 x^4+136 x^3+28 x^2+70 x+29$
• $y^2=59 x^6+115 x^5+122 x^4+120 x^3+83 x^2+38 x+156$
• $y^2=100 x^6+127 x^5+72 x^4+29 x^3+76 x^2+58 x+89$
• $y^2=166 x^6+134 x^5+26 x^4+145 x^3+46 x^2+123 x+111$
• $y^2=85 x^6+152 x^5+91 x^4+31 x^3+154 x^2+128 x+70$
• $y^2=91 x^6+92 x^5+121 x^4+155 x^3+102 x^2+139 x+16$
• $y^2=48 x^6+88 x^5+117 x^4+54 x^3+2 x^2+37 x+7$
• $y^2=73 x^6+106 x^5+84 x^4+103 x^3+10 x^2+18 x+35$
• $y^2=31 x^6+118 x^5+19 x^4+156 x^3+90 x^2+73 x+11$
• $y^2=155 x^6+89 x^5+95 x^4+112 x^3+116 x^2+31 x+55$
• $y^2=79 x^6+73 x^5+111 x^4+5 x^3+96 x^2+99 x+88$
• $y^2=61 x^6+31 x^5+54 x^4+25 x^3+146 x^2+161 x+106$
• $y^2=42 x^6+93 x^5+142 x^4+87 x^3+139 x^2+159 x+155$
• $y^2=43 x^6+131 x^5+42 x^4+101 x^3+27 x^2+127 x+107$
• $y^2=164 x^6+47 x^5+163 x^4+20 x^3+137 x^2+137 x+46$
• $y^2=152 x^6+68 x^5+147 x^4+100 x^3+17 x^2+17 x+63$
• $y^2=21 x^6+32 x^5+20 x^4+6 x^3+36 x^2+114 x+124$
• $y^2=105 x^6+160 x^5+100 x^4+30 x^3+13 x^2+69 x+119$
• $y^2=36 x^6+100 x^5+9 x^4+77 x^3+79 x^2+91 x+90$
• $y^2=45 x^6+19 x^5+76 x^4+87 x^3+126 x^2+72 x+106$
• $y^2=58 x^6+95 x^5+46 x^4+101 x^3+129 x^2+26 x+29$
• $y^2=76 x^6+104 x^5+44 x^4+146 x^3+6 x^2+92 x+90$
• $y^2=46 x^6+19 x^5+53 x^4+62 x^3+30 x^2+126 x+116$
• $y^2=51 x^6+56 x^5+51 x^4+32 x^3+151 x^2+79 x+93$
• $y^2=88 x^6+113 x^5+88 x^4+160 x^3+87 x^2+61 x+131$
• $y^2=104 x^6+58 x^5+67 x^4+2 x^3+90 x^2+30 x+104$
• $y^2=19 x^6+123 x^5+x^4+10 x^3+116 x^2+150 x+19$
• $y^2=35 x^6+21 x^5+127 x^4+23 x^3+144 x^2+21$
• $y^2=8 x^6+105 x^5+134 x^4+115 x^3+52 x^2+105$
• $y^2=120 x^6+43 x^5+74 x^4+42 x^3+82 x^2+151 x+27$
• $y^2=99 x^6+48 x^5+36 x^4+43 x^3+76 x^2+87 x+135$
• $y^2=147 x^6+106 x^5+156 x^4+51 x^3+28 x^2+x+65$
• $y^2=67 x^6+29 x^5+112 x^4+88 x^3+140 x^2+5 x+158$
• $y^2=51 x^6+93 x^5+37 x^4+51 x^3+57 x^2+110 x+78$
• $y^2=88 x^6+131 x^5+18 x^4+88 x^3+118 x^2+49 x+56$
• $y^2=62 x^6+85 x^5+166 x^3+9 x^2+70 x+71$
• $y^2=143 x^6+91 x^5+162 x^3+45 x^2+16 x+21$
• $y^2=117 x^6+139 x^5+62 x^4+30 x^3+160 x^2+70 x+119$
• $y^2=84 x^6+27 x^5+143 x^4+150 x^3+132 x^2+16 x+94$
• $y^2=18 x^6+158 x^5+10 x^4+12 x^3+120 x^2+148 x+30$
• $y^2=90 x^6+122 x^5+50 x^4+60 x^3+99 x^2+72 x+150$
• $y^2=83 x^6+65 x^5+148 x^4+153 x^3+98 x^2+129 x+34$
• $y^2=81 x^6+158 x^5+72 x^4+97 x^3+156 x^2+144 x+3$
• $y^2=127 x^6+116 x^5+157 x^4+28 x^3+144 x^2+4 x+86$
• $y^2=134 x^6+79 x^5+117 x^4+140 x^3+52 x^2+20 x+96$
• $y^2=51 x^6+11 x^5+19 x^4+106 x^3+5 x^2+161 x+92$
• $y^2=88 x^6+55 x^5+95 x^4+29 x^3+25 x^2+137 x+126$
• $y^2=7 x^6+90 x^5+126 x^4+124 x^3+27 x^2+50 x+89$
• $y^2=35 x^6+116 x^5+129 x^4+119 x^3+135 x^2+83 x+111$
• $y^2=28 x^6+25 x^5+88 x^4+125 x^3+160 x^2+122 x+43$
• $y^2=140 x^6+125 x^5+106 x^4+124 x^3+132 x^2+109 x+48$
• $y^2=38 x^6+132 x^5+164 x^4+164 x^3+2 x^2+132 x+36$
• $y^2=23 x^6+159 x^5+152 x^4+152 x^3+10 x^2+159 x+13$
• $y^2=124 x^6+18 x^5+164 x^4+144 x^3+124 x^2+138 x+84$
• $y^2=119 x^6+90 x^5+152 x^4+52 x^3+119 x^2+22 x+86$
• $y^2=56 x^6+72 x^5+16 x^4+105 x^3+27 x^2+101 x+88$
• $y^2=113 x^6+26 x^5+80 x^4+24 x^3+135 x^2+4 x+106$
• $y^2=104 x^6+149 x^5+57 x^4+133 x^3+12 x^2+18 x+14$
• $y^2=19 x^6+77 x^5+118 x^4+164 x^3+60 x^2+90 x+70$
• $y^2=152 x^6+140 x^5+144 x^4+143 x^3+38 x^2+60 x+62$
• $y^2=92 x^6+32 x^5+52 x^4+47 x^3+23 x^2+133 x+143$
• $y^2=149 x^6+114 x^5+88 x^4+30 x^3+88 x^2+114 x+149$
• $y^2=77 x^6+69 x^5+106 x^4+150 x^3+106 x^2+69 x+77$
• $y^2=162 x^6+29 x^5+74 x^4+8 x^3+117 x^2+118 x+8$
• $y^2=142 x^6+145 x^5+36 x^4+40 x^3+84 x^2+89 x+40$
• $y^2=22 x^6+98 x^5+29 x^4+108 x^3+85 x^2+133 x+68$
• $y^2=110 x^6+156 x^5+145 x^4+39 x^3+91 x^2+164 x+6$
• $y^2=18 x^6+48 x^5+44 x^4+92 x^3+11 x^2+3 x+89$
• $y^2=90 x^6+73 x^5+53 x^4+126 x^3+55 x^2+15 x+111$
• $y^2=130 x^6+107 x^5+56 x^4+23 x^3+165 x^2+113 x+52$
• $y^2=149 x^6+34 x^5+113 x^4+115 x^3+157 x^2+64 x+93$
• $y^2=139 x^6+46 x^5+114 x^4+19 x^3+96 x^2+78 x+18$
• $y^2=27 x^6+63 x^5+69 x^4+95 x^3+146 x^2+56 x+90$
• $y^2=63 x^6+74 x^5+88 x^4+145 x^3+141 x^2+123 x+159$
• $y^2=148 x^6+36 x^5+106 x^4+57 x^3+37 x^2+114 x+127$
• $y^2=43 x^6+31 x^5+153 x^4+68 x^3+138 x^2+64 x+90$
• $y^2=48 x^6+155 x^5+97 x^4+6 x^3+22 x^2+153 x+116$
• $y^2=47 x^6+84 x^5+121 x^4+102 x^3+46 x^2+158 x+23$
• $y^2=68 x^6+86 x^5+104 x^4+9 x^3+63 x^2+122 x+115$
• $y^2=121 x^6+158 x^5+64 x^4+11 x^3+64 x^2+158 x+121$
• $y^2=104 x^6+122 x^5+153 x^4+55 x^3+153 x^2+122 x+104$
• $y^2=163 x^6+37 x^5+67 x^4+77 x^3+106 x^2+114 x+164$
• $y^2=147 x^6+18 x^5+x^4+51 x^3+29 x^2+69 x+152$
• $y^2=134 x^6+140 x^5+38 x^4+65 x^3+131 x^2+104 x+59$
• $y^2=2 x^6+32 x^5+23 x^4+158 x^3+154 x^2+19 x+128$
• $y^2=78 x^6+140 x^5+141 x^4+50 x^3+38 x^2+112 x+154$
• $y^2=56 x^6+32 x^5+37 x^4+83 x^3+23 x^2+59 x+102$
• $y^2=35 x^6+34 x^5+29 x^4+125 x^3+123 x^2+105 x+163$
• $y^2=8 x^6+3 x^5+145 x^4+124 x^3+114 x^2+24 x+147$
• $y^2=3 x^6+59 x^5+138 x^4+157 x^3+16 x^2+68 x+10$
• $y^2=99 x^6+89 x^5+101 x^4+28 x^3+121 x^2+92 x+139$
• $y^2=161 x^6+111 x^5+4 x^4+140 x^3+104 x^2+126 x+27$
• $y^2=39 x^6+77 x^5+96 x^4+3 x^3+96 x^2+77 x+39$
• $y^2=28 x^6+51 x^5+146 x^4+15 x^3+146 x^2+51 x+28$
• $y^2=147 x^6+107 x^5+112 x^4+39 x^3+154 x^2+161 x+3$
• $y^2=67 x^6+34 x^5+59 x^4+28 x^3+102 x^2+137 x+15$
• $y^2=147 x^6+84 x^5+153 x^4+72 x^3+58 x^2+11 x+34$
• $y^2=67 x^6+86 x^5+97 x^4+26 x^3+123 x^2+55 x+3$
• $y^2=153 x^6+9 x^5+18 x^4+89 x^3+26 x^2+59 x+79$
• $y^2=97 x^6+45 x^5+90 x^4+111 x^3+130 x^2+128 x+61$
• $y^2=157 x^6+69 x^5+128 x^4+138 x^3+134 x^2+56 x+50$
• $y^2=117 x^6+11 x^5+139 x^4+22 x^3+2 x^2+113 x+83$
• $y^2=66 x^6+122 x^5+58 x^4+63 x^3+4 x^2+106 x+44$
• $y^2=163 x^6+109 x^5+123 x^4+148 x^3+20 x^2+29 x+53$
• $y^2=77 x^6+118 x^5+17 x^4+43 x^3+152 x^2+143 x+143$
• $y^2=51 x^6+89 x^5+85 x^4+48 x^3+92 x^2+47 x+47$
• $y^2=107 x^6+133 x^5+8 x^4+12 x^3+61 x^2+9 x+135$
• $y^2=34 x^6+164 x^5+40 x^4+60 x^3+138 x^2+45 x+7$
• $y^2=57 x^6+117 x^5+8 x^4+82 x^3+155 x^2+147 x+152$
• $y^2=118 x^6+84 x^5+40 x^4+76 x^3+107 x^2+67 x+92$
• $y^2=27 x^6+58 x^5+111 x^4+4 x^3+121 x^2+61 x+122$
• $y^2=135 x^6+123 x^5+54 x^4+20 x^3+104 x^2+138 x+109$
• $y^2=69 x^6+107 x^5+155 x^4+128 x^3+66 x^2+101 x+10$
• $y^2=11 x^6+34 x^5+107 x^4+139 x^3+163 x^2+4 x+50$
• $y^2=122 x^6+112 x^5+160 x^4+136 x^3+122 x^2+127 x+32$
• $y^2=109 x^6+59 x^5+132 x^4+12 x^3+109 x^2+134 x+160$
• $y^2=13 x^6+24 x^5+124 x^4+49 x^3+37 x^2+22 x+92$
• $y^2=65 x^6+120 x^5+119 x^4+78 x^3+18 x^2+110 x+126$
• $y^2=33 x^6+164 x^5+88 x^4+144 x^3+113 x^2+131 x+51$
• $y^2=165 x^6+152 x^5+106 x^4+52 x^3+64 x^2+154 x+88$
• $y^2=114 x^6+27 x^5+50 x^4+39 x^3+138 x^2+98 x+4$
• $y^2=69 x^6+135 x^5+83 x^4+28 x^3+22 x^2+156 x+20$
• $y^2=156 x^6+3 x^5+49 x^4+148 x^3+58 x^2+18 x+68$
• $y^2=112 x^6+15 x^5+78 x^4+72 x^3+123 x^2+90 x+6$
• $y^2=20 x^6+145 x^5+158 x^4+65 x^3+75 x^2+91 x+97$
• $y^2=100 x^6+57 x^5+122 x^4+158 x^3+41 x^2+121 x+151$
• $y^2=85 x^6+73 x^5+38 x^4+51 x^3+17 x^2+86 x+98$
• $y^2=91 x^6+31 x^5+23 x^4+88 x^3+85 x^2+96 x+156$
• $y^2=113 x^6+100 x^5+22 x^4+148 x^3+50 x^2+105 x+63$
• $y^2=64 x^6+166 x^5+110 x^4+72 x^3+83 x^2+24 x+148$
• $y^2=40 x^6+70 x^5+29 x^4+36 x^3+29 x^2+70 x+40$
• $y^2=33 x^6+16 x^5+145 x^4+13 x^3+145 x^2+16 x+33$
• $y^2=124 x^6+146 x^5+162 x^4+157 x^3+32 x^2+34 x+136$
• $y^2=119 x^6+62 x^5+142 x^4+117 x^3+160 x^2+3 x+12$
• $y^2=30 x^6+63 x^5+10 x^4+60 x^3+79 x^2+96 x+58$
• $y^2=150 x^6+148 x^5+50 x^4+133 x^3+61 x^2+146 x+123$
• $y^2=102 x^6+21 x^5+70 x^4+160 x^3+106 x^2+10 x$
• $y^2=9 x^6+105 x^5+16 x^4+132 x^3+29 x^2+50 x$
• $y^2=114 x^6+66 x^5+125 x^4+118 x^3+109 x^2+127 x+94$
• $y^2=69 x^6+163 x^5+124 x^4+89 x^3+44 x^2+134 x+136$
• $y^2=65 x^6+115 x^5+85 x^4+104 x^3+105 x^2+133 x+142$
• $y^2=158 x^6+74 x^5+91 x^4+19 x^3+24 x^2+164 x+42$
• $y^2=74 x^6+126 x^5+161 x^4+44 x^3+79 x^2+52 x+166$
• $y^2=36 x^6+129 x^5+137 x^4+53 x^3+61 x^2+93 x+162$
• $y^2=156 x^6+39 x^5+130 x^4+36 x^3+84 x^2+33 x+43$
• $y^2=112 x^6+28 x^5+149 x^4+13 x^3+86 x^2+165 x+48$
• $y^2=150 x^6+99 x^5+122 x^4+74 x^3+4 x^2+23 x+153$
• $y^2=82 x^6+161 x^5+109 x^4+36 x^3+20 x^2+115 x+97$
• $y^2=36 x^6+85 x^5+99 x^4+24 x^3+17 x^2+152 x+73$
• $y^2=13 x^6+91 x^5+161 x^4+120 x^3+85 x^2+92 x+31$
• $y^2=114 x^6+114 x^5+28 x^4+92 x^3+115 x^2+126 x+59$
• $y^2=69 x^6+69 x^5+140 x^4+126 x^3+74 x^2+129 x+128$
• $y^2=111 x^6+136 x^5+79 x^4+124 x^3+152 x^2+138 x+66$
• $y^2=108 x^6+121 x^5+12 x^4+26 x^3+137 x^2+148 x+75$
• $y^2=39 x^6+104 x^5+60 x^4+130 x^3+17 x^2+72 x+41$
• $y^2=110 x^6+56 x^5+120 x^4+134 x^3+33 x^2+148 x+11$
• $y^2=49 x^6+113 x^5+99 x^4+2 x^3+165 x^2+72 x+55$
• $y^2=51 x^6+125 x^5+34 x^4+119 x^3+34 x^2+125 x+51$
• $y^2=88 x^6+124 x^5+3 x^4+94 x^3+3 x^2+124 x+88$
• $y^2=165 x^6+69 x^5+114 x^4+151 x^3+112 x^2+140 x+56$
• $y^2=157 x^6+11 x^5+69 x^4+87 x^3+59 x^2+32 x+113$
• $y^2=9 x^6+80 x^5+99 x^4+134 x^3+130 x^2+25 x+12$
• $y^2=45 x^6+66 x^5+161 x^4+2 x^3+149 x^2+125 x+60$
• $y^2=27 x^6+84 x^5+74 x^4+8 x^3+11 x^2+36 x+20$
• $y^2=135 x^6+86 x^5+36 x^4+40 x^3+55 x^2+13 x+100$
• $y^2=80 x^6+24 x^5+142 x^4+54 x^3+91 x^2+154 x+86$
• $y^2=66 x^6+120 x^5+42 x^4+103 x^3+121 x^2+102 x+96$
• $y^2=157 x^6+45 x^5+56 x^4+119 x^3+129 x^2+115 x+154$
• $y^2=117 x^6+58 x^5+113 x^4+94 x^3+144 x^2+74 x+102$
• $y^2=83 x^5+121 x^4+59 x^3+130 x^2+88 x+69$
• $y^2=81 x^5+104 x^4+128 x^3+149 x^2+106 x+11$
• $y^2=34 x^6+108 x^5+46 x^4+40 x^3+153 x^2+146 x+163$
• $y^2=3 x^6+39 x^5+63 x^4+33 x^3+97 x^2+62 x+147$
• $y^2=79 x^6+131 x^5+154 x^4+52 x^3+42 x^2+30 x+6$
• $y^2=61 x^6+154 x^5+102 x^4+93 x^3+43 x^2+150 x+30$
• $y^2=127 x^6+74 x^5+120 x^4+123 x^3+86 x^2+2 x+85$
• $y^2=134 x^6+36 x^5+99 x^4+114 x^3+96 x^2+10 x+91$
• $y^2=30 x^6+92 x^5+101 x^4+155 x^3+101 x^2+92 x+30$
• $y^2=150 x^6+126 x^5+4 x^4+107 x^3+4 x^2+126 x+150$
• $y^2=8 x^6+67 x^5+138 x^4+98 x^3+92 x^2+26 x+125$
• $y^2=40 x^6+x^5+22 x^4+156 x^3+126 x^2+130 x+124$
• $y^2=61 x^6+26 x^5+159 x^4+109 x^3+29 x^2+162 x+161$
• $y^2=138 x^6+130 x^5+127 x^4+44 x^3+145 x^2+142 x+137$
• $y^2=26 x^6+59 x^5+90 x^4+88 x^3+46 x^2+84 x+111$
• $y^2=130 x^6+128 x^5+116 x^4+106 x^3+63 x^2+86 x+54$
• $y^2=50 x^6+43 x^5+51 x^4+23 x^3+152 x^2+106 x+30$
• $y^2=105 x^6+99 x^5+30 x^4+34 x^3+109 x^2+83 x+138$
• $y^2=24 x^6+161 x^5+150 x^4+3 x^3+44 x^2+81 x+22$
• $y^2=116 x^6+108 x^5+23 x^4+108 x^3+100 x^2+15 x+121$
• $y^2=79 x^6+39 x^5+115 x^4+39 x^3+166 x^2+75 x+104$
• $y^2=12 x^6+149 x^5+19 x^4+160 x^3+108 x^2+51 x+88$
• $y^2=60 x^6+77 x^5+95 x^4+132 x^3+39 x^2+88 x+106$
• $y^2=160 x^6+18 x^5+98 x^4+59 x^3+83 x^2+137 x+7$
• $y^2=132 x^6+90 x^5+156 x^4+128 x^3+81 x^2+17 x+35$
• $y^2=112 x^6+70 x^5+145 x^4+155 x^3+135 x^2+21 x+107$
• $y^2=59 x^6+16 x^5+57 x^4+107 x^3+7 x^2+105 x+34$
• $y^2=58 x^6+14 x^5+59 x^4+19 x^3+22 x^2+44 x+137$
• $y^2=123 x^6+70 x^5+128 x^4+95 x^3+110 x^2+53 x+17$
• $y^2=16 x^6+90 x^5+63 x^4+151 x^3+88 x^2+107 x+29$
• $y^2=80 x^6+116 x^5+148 x^4+87 x^3+106 x^2+34 x+145$
• $y^2=125 x^6+133 x^5+25 x^4+62 x^3+102 x^2+125 x+28$
• $y^2=136 x^6+79 x^5+107 x^4+69 x^3+77 x^2+31 x+155$
• $y^2=12 x^6+61 x^5+34 x^4+11 x^3+51 x^2+155 x+107$
• $y^2=112 x^6+166 x^5+164 x^4+99 x^3+100 x^2+83 x+150$
• $y^2=166 x^6+107 x^5+95 x^4+4 x^3+26 x^2+66 x+6$
• $y^2=162 x^6+34 x^5+141 x^4+20 x^3+130 x^2+163 x+30$
• $y^2=102 x^6+102 x^5+56 x^4+52 x^3+109 x^2+108 x+130$
• $y^2=9 x^6+9 x^5+113 x^4+93 x^3+44 x^2+39 x+149$
• $y^2=70 x^6+97 x^5+54 x^4+137 x^3+97 x^2+139 x+136$
• $y^2=16 x^6+151 x^5+103 x^4+17 x^3+151 x^2+27 x+12$
• $y^2=37 x^6+108 x^5+123 x^4+144 x^3+143 x^2+97 x+105$
• $y^2=18 x^6+39 x^5+114 x^4+52 x^3+47 x^2+151 x+24$
• $y^2=33 x^6+41 x^5+17 x^4+13 x^3+32 x^2+125 x+55$
• $y^2=165 x^6+38 x^5+85 x^4+65 x^3+160 x^2+124 x+108$
• $y^2=48 x^6+74 x^5+17 x^4+3 x^3+52 x^2+81 x+113$
• $y^2=73 x^6+36 x^5+85 x^4+15 x^3+93 x^2+71 x+64$
• $y^2=77 x^6+x^5+79 x^4+x^3+165 x^2+6 x+122$
• $y^2=51 x^6+5 x^5+61 x^4+5 x^3+157 x^2+30 x+109$
• $y^2=165 x^6+94 x^5+77 x^4+84 x^3+8 x^2+70 x+28$
• $y^2=157 x^6+136 x^5+51 x^4+86 x^3+40 x^2+16 x+140$
• $y^2=11 x^6+95 x^5+125 x^4+38 x^3+74 x^2+x+107$
• $y^2=55 x^6+141 x^5+124 x^4+23 x^3+36 x^2+5 x+34$
• $y^2=33 x^6+26 x^5+70 x^4+139 x^3+115 x^2+16 x+158$
• $y^2=165 x^6+130 x^5+16 x^4+27 x^3+74 x^2+80 x+122$
• $y^2=163 x^6+150 x^5+115 x^4+22 x^3+148 x^2+141 x+34$
• $y^2=147 x^6+82 x^5+74 x^4+110 x^3+72 x^2+37 x+3$
• $y^2=52 x^6+30 x^5+152 x^4+141 x^3+26 x^2+156 x+136$
• $y^2=93 x^6+150 x^5+92 x^4+37 x^3+130 x^2+112 x+12$
• $y^2=165 x^6+54 x^4+164 x^3+117 x^2+25 x+160$
• $y^2=157 x^6+103 x^4+152 x^3+84 x^2+125 x+132$
• $y^2=87 x^6+65 x^5+106 x^4+86 x^3+58 x^2+7 x+47$
• $y^2=101 x^6+158 x^5+29 x^4+96 x^3+123 x^2+35 x+68$
• $y^2=10 x^6+135 x^5+80 x^4+29 x^3+147 x^2+154 x+48$
• $y^2=50 x^6+7 x^5+66 x^4+145 x^3+67 x^2+102 x+73$
• $y^2=70 x^6+153 x^5+128 x^4+7 x^3+52 x^2+86 x+76$
• $y^2=16 x^6+97 x^5+139 x^4+35 x^3+93 x^2+96 x+46$
• $y^2=43 x^6+64 x^5+85 x^4+103 x^3+9 x^2+97 x+42$
• $y^2=48 x^6+153 x^5+91 x^4+14 x^3+45 x^2+151 x+43$
• $y^2=152 x^6+50 x^5+24 x^4+144 x^3+128 x^2+95 x+76$
• $y^2=92 x^6+83 x^5+120 x^4+52 x^3+139 x^2+141 x+46$
• $y^2=91 x^6+90 x^5+162 x^4+24 x^3+9 x^2+98 x+95$
• $y^2=121 x^6+116 x^5+142 x^4+120 x^3+45 x^2+156 x+141$
• $y^2=133 x^6+39 x^5+26 x^4+56 x^3+39 x^2+95 x+61$
• $y^2=164 x^6+28 x^5+130 x^4+113 x^3+28 x^2+141 x+138$
• $y^2=129 x^6+45 x^5+32 x^4+130 x^3+99 x^2+81 x+47$
• $y^2=144 x^6+58 x^5+160 x^4+149 x^3+161 x^2+71 x+68$
• $y^2=25 x^6+87 x^5+58 x^4+77 x^3+76 x^2+47 x+160$
• $y^2=125 x^6+101 x^5+123 x^4+51 x^3+46 x^2+68 x+132$
• $y^2=115 x^6+99 x^5+137 x^4+153 x^3+127 x^2+42 x+10$
• $y^2=57 x^6+69 x^5+41 x^4+53 x^3+118 x^2+x$
• $y^2=118 x^6+11 x^5+38 x^4+98 x^3+89 x^2+5 x$
• $y^2=138 x^6+26 x^5+129 x^4+108 x^3+11 x^2+23 x+154$
• $y^2=22 x^6+130 x^5+144 x^4+39 x^3+55 x^2+115 x+102$
• $y^2=148 x^6+68 x^5+2 x^4+109 x^3+155 x^2+9 x+116$
• $y^2=72 x^6+6 x^5+10 x^4+44 x^3+107 x^2+45 x+79$
• $y^2=139 x^6+25 x^5+152 x^4+62 x^3+94 x^2+119 x+165$
• $y^2=27 x^6+125 x^5+92 x^4+143 x^3+136 x^2+94 x+157$
• $y^2=146 x^6+21 x^5+143 x^4+53 x^3+134 x^2+11 x+131$
• $y^2=62 x^6+105 x^5+47 x^4+98 x^3+2 x^2+55 x+154$
• $y^2=43 x^6+30 x^5+4 x^4+80 x^3+59 x^2+131 x+120$
• $y^2=48 x^6+150 x^5+20 x^4+66 x^3+128 x^2+154 x+99$
• $y^2=46 x^6+55 x^5+149 x^4+62 x^3+138 x^2+26 x+77$
• $y^2=63 x^6+108 x^5+77 x^4+143 x^3+22 x^2+130 x+51$
• $y^2=27 x^6+92 x^5+70 x^4+148 x^3+116 x^2+28 x+30$
• $y^2=135 x^6+126 x^5+16 x^4+72 x^3+79 x^2+140 x+150$
• $y^2=51 x^6+138 x^5+165 x^4+143 x^3+19 x^2+66 x+10$
• $y^2=88 x^6+22 x^5+157 x^4+47 x^3+95 x^2+163 x+50$
• $y^2=54 x^6+111 x^5+36 x^4+133 x^3+115 x^2+31 x+14$
• $y^2=103 x^6+54 x^5+13 x^4+164 x^3+74 x^2+155 x+70$
• $y^2=59 x^6+135 x^5+66 x^4+133 x^3+33 x^2+110 x+92$
• $y^2=128 x^6+7 x^5+163 x^4+164 x^3+165 x^2+49 x+126$
• $y^2=48 x^6+43 x^5+125 x^4+119 x^3+105 x^2+30 x+21$
• $y^2=73 x^6+48 x^5+124 x^4+94 x^3+24 x^2+150 x+105$
• $y^2=44 x^6+152 x^5+121 x^4+133 x^3+38 x^2+3 x+85$
• $y^2=53 x^6+92 x^5+104 x^4+164 x^3+23 x^2+15 x+91$
• $y^2=70 x^6+125 x^5+81 x^4+42 x^3+118 x^2+24 x+71$
• $y^2=16 x^6+124 x^5+71 x^4+43 x^3+89 x^2+120 x+21$
• $y^2=117 x^5+94 x^4+50 x^3+151 x^2+74 x+31$
• $y^2=84 x^5+136 x^4+83 x^3+87 x^2+36 x+155$
• $y^2=162 x^6+25 x^5+85 x^4+148 x^3+149 x^2+93 x+163$
• $y^2=142 x^6+125 x^5+91 x^4+72 x^3+77 x^2+131 x+147$
• $y^2=138 x^6+89 x^5+71 x^4+17 x^3+132 x^2+81 x+117$
• $y^2=22 x^6+111 x^5+21 x^4+85 x^3+159 x^2+71 x+84$
• $y^2=151 x^6+150 x^5+58 x^4+57 x^3+101 x^2+85 x+74$
• $y^2=87 x^6+82 x^5+123 x^4+118 x^3+4 x^2+91 x+36$
• $y^2=87 x^6+105 x^5+164 x^4+162 x^3+126 x^2+152 x+157$
• $y^2=101 x^6+24 x^5+152 x^4+142 x^3+129 x^2+92 x+117$
• $y^2=37 x^6+122 x^5+102 x^4+121 x^3+157 x^2+26 x+97$
• $y^2=71 x^6+81 x^5+155 x^4+108 x^3+68 x^2+144 x+112$
• $y^2=21 x^6+71 x^5+107 x^4+39 x^3+6 x^2+52 x+59$
• $y^2=14 x^6+123 x^5+88 x^4+129 x^3+88 x^2+52 x+116$
• $y^2=70 x^6+114 x^5+106 x^4+144 x^3+106 x^2+93 x+79$
• $y^2=32 x^6+21 x^5+88 x^4+37 x^3+128 x^2+93 x+111$
• $y^2=160 x^6+105 x^5+106 x^4+18 x^3+139 x^2+131 x+54$
• $y^2=3 x^6+72 x^5+91 x^4+60 x^3+83 x^2+37 x+136$
• $y^2=15 x^6+26 x^5+121 x^4+133 x^3+81 x^2+18 x+12$
• $y^2=134 x^6+143 x^5+97 x^4+108 x^3+124 x^2+73 x+86$
• $y^2=2 x^6+47 x^5+151 x^4+39 x^3+119 x^2+31 x+96$
• $y^2=68 x^6+153 x^5+136 x^4+119 x^3+126 x^2+14 x+119$
• $y^2=6 x^6+97 x^5+12 x^4+94 x^3+129 x^2+70 x+94$
• $y^2=39 x^6+52 x^5+60 x^4+138 x^3+151 x^2+56 x+143$
• $y^2=61 x^6+157 x^5+21 x^4+50 x^3+7 x^2+65 x+107$
• $y^2=138 x^6+117 x^5+105 x^4+83 x^3+35 x^2+158 x+34$
• $y^2=90 x^6+24 x^5+112 x^4+8 x^3+142 x^2+153 x+31$
• $y^2=116 x^6+120 x^5+59 x^4+40 x^3+42 x^2+97 x+155$
• $y^2=63 x^6+118 x^5+82 x^4+17 x^3+55 x^2+123 x+82$
• $y^2=148 x^6+89 x^5+76 x^4+85 x^3+108 x^2+114 x+76$
• $y^2=35 x^6+2 x^5+111 x^4+122 x^3+11 x^2+130 x+159$
• $y^2=8 x^6+10 x^5+54 x^4+109 x^3+55 x^2+149 x+127$
• $y^2=143 x^6+104 x^5+119 x^4+113 x^3+55 x^2+38 x+11$
• $y^2=47 x^6+19 x^5+94 x^4+64 x^3+108 x^2+23 x+55$
• $y^2=5 x^6+61 x^5+66 x^4+46 x^3+130 x^2+34 x+17$
• $y^2=25 x^6+138 x^5+163 x^4+63 x^3+149 x^2+3 x+85$
• $y^2=84 x^6+120 x^5+156 x^4+48 x^3+95 x^2+115 x+42$
• $y^2=86 x^6+99 x^5+112 x^4+73 x^3+141 x^2+74 x+43$
• $y^2=74 x^6+42 x^5+22 x^4+130 x^3+47 x^2+161 x+137$
• $y^2=36 x^6+43 x^5+110 x^4+149 x^3+68 x^2+137 x+17$
• $y^2=109 x^6+80 x^5+34 x^4+114 x^3+89 x^2+10 x+121$
• $y^2=44 x^6+66 x^5+3 x^4+69 x^3+111 x^2+50 x+104$
• $y^2=31 x^6+75 x^5+155 x^4+32 x^3+88 x^2+82 x+120$
• $y^2=155 x^6+41 x^5+107 x^4+160 x^3+106 x^2+76 x+99$
• $y^2=67 x^6+92 x^5+57 x^4+143 x^3+10 x^2+11 x+96$
• $y^2=x^6+126 x^5+118 x^4+47 x^3+50 x^2+55 x+146$
• $y^2=77 x^6+146 x^5+9 x^4+89 x^3+77 x^2+126 x+166$
• $y^2=51 x^6+62 x^5+45 x^4+111 x^3+51 x^2+129 x+162$
• $y^2=102 x^6+44 x^5+131 x^4+73 x^3+86 x^2+154 x+131$
• $y^2=9 x^6+53 x^5+154 x^4+31 x^3+96 x^2+102 x+154$
• $y^2=2 x^6+137 x^5+31 x^4+20 x^3+55 x^2+139 x+41$
• $y^2=10 x^6+17 x^5+155 x^4+100 x^3+108 x^2+27 x+38$
• $y^2=76 x^6+127 x^5+27 x^4+157 x^3+56 x^2+28 x+124$
• $y^2=46 x^6+134 x^5+135 x^4+117 x^3+113 x^2+140 x+119$
• $y^2=103 x^6+8 x^5+73 x^4+35 x^3+15 x^2+92 x+156$
• $y^2=80 x^6+62 x^5+47 x^4+19 x^3+119 x^2+77 x+88$
• $y^2=66 x^6+143 x^5+68 x^4+95 x^3+94 x^2+51 x+106$
• $y^2=116 x^6+144 x^5+21 x^4+33 x^3+156 x^2+96 x+72$
• $y^2=79 x^6+52 x^5+105 x^4+165 x^3+112 x^2+146 x+26$
• $y^2=89 x^6+63 x^5+42 x^4+84 x^3+53 x^2+65 x+6$
• $y^2=111 x^6+148 x^5+43 x^4+86 x^3+98 x^2+158 x+30$
• $y^2=119 x^6+15 x^5+101 x^4+68 x^3+162 x^2+65 x+11$
• $y^2=94 x^6+75 x^5+4 x^4+6 x^3+142 x^2+158 x+55$
• $y^2=24 x^6+79 x^5+95 x^4+4 x^3+46 x^2+42 x+18$
• $y^2=120 x^6+61 x^5+141 x^4+20 x^3+63 x^2+43 x+90$
• $y^2=10 x^6+71 x^5+134 x^4+88 x^3+35 x^2+132 x+57$
• $y^2=50 x^6+21 x^5+2 x^4+106 x^3+8 x^2+159 x+118$
• $y^2=22 x^6+159 x^5+12 x^4+117 x^3+113 x^2+118 x+129$
• $y^2=110 x^6+127 x^5+60 x^4+84 x^3+64 x^2+89 x+144$
• $y^2=113 x^6+39 x^5+160 x^4+139 x^3+128 x^2+131 x+57$
• $y^2=64 x^6+28 x^5+132 x^4+27 x^3+139 x^2+154 x+118$
• $y^2=61 x^6+154 x^5+103 x^4+158 x^3+6 x^2+154 x+20$
• $y^2=138 x^6+102 x^5+14 x^4+122 x^3+30 x^2+102 x+100$
• $y^2=122 x^6+91 x^5+67 x^4+100 x^3+159 x^2+20 x+131$
• $y^2=109 x^6+121 x^5+x^4+166 x^3+127 x^2+100 x+154$
• $y^2=3 x^6+96 x^5+130 x^4+137 x^3+55 x^2+116 x+20$
• $y^2=106 x^6+89 x^5+34 x^4+95 x^3+128 x^2+154 x+158$
• $y^2=29 x^6+111 x^5+3 x^4+141 x^3+139 x^2+102 x+122$
• $y^2=149 x^6+143 x^5+62 x^4+4 x^3+9 x^2+36 x+77$
• $y^2=77 x^6+47 x^5+143 x^4+20 x^3+45 x^2+13 x+51$
• $y^2=88 x^6+20 x^5+59 x^4+23 x^3+149 x^2+34 x+63$
• $y^2=106 x^6+100 x^5+128 x^4+115 x^3+77 x^2+3 x+148$
• $y^2=32 x^6+112 x^5+93 x^4+44 x^3+67 x^2+6 x+160$
• $y^2=160 x^6+59 x^5+131 x^4+53 x^3+x^2+30 x+132$
• $y^2=141 x^6+94 x^5+153 x^4+151 x^3+153 x^2+53 x+23$
• $y^2=37 x^6+136 x^5+97 x^4+87 x^3+97 x^2+98 x+115$
• $y^2=109 x^6+75 x^5+107 x^4+110 x^3+103 x^2+17 x+131$
• $y^2=44 x^6+41 x^5+34 x^4+49 x^3+14 x^2+85 x+154$
• $y^2=130 x^6+23 x^5+17 x^4+64 x^3+44 x^2+165 x+78$
• $y^2=149 x^6+115 x^5+85 x^4+153 x^3+53 x^2+157 x+56$
• $y^2=132 x^6+145 x^5+135 x^4+35 x^3+147 x^2+140 x+91$
• $y^2=159 x^6+57 x^5+7 x^4+8 x^3+67 x^2+32 x+121$
• $y^2=74 x^6+57 x^5+x^4+40 x^3+59 x^2+100 x+153$
• $y^2=36 x^6+118 x^5+5 x^4+33 x^3+128 x^2+166 x+97$
• $y^2=59 x^6+5 x^5+150 x^4+64 x^3+75 x^2+31 x+12$
• $y^2=128 x^6+25 x^5+82 x^4+153 x^3+41 x^2+155 x+60$
• $y^2=130 x^6+3 x^5+12 x^4+101 x^3+12 x^2+3 x+130$
• $y^2=149 x^6+15 x^5+60 x^4+4 x^3+60 x^2+15 x+149$
• $y^2=23 x^6+142 x^4+143 x^3+5 x^2+130 x+46$
• $y^2=115 x^6+42 x^4+47 x^3+25 x^2+149 x+63$
• $y^2=77 x^6+148 x^5+23 x^4+118 x^3+2 x^2+73 x+106$
• $y^2=17 x^6+13 x^5+6 x^4+12 x^3+8 x^2+124 x+44$
• $y^2=85 x^6+65 x^5+30 x^4+60 x^3+40 x^2+119 x+53$
• $y^2=92 x^6+128 x^5+43 x^4+111 x^3+102 x^2+33 x+121$
• $y^2=126 x^6+139 x^5+48 x^4+54 x^3+9 x^2+165 x+104$
• $y^2=11 x^6+31 x^5+166 x^4+72 x^3+166 x^2+31 x+11$
• $y^2=55 x^6+155 x^5+162 x^4+26 x^3+162 x^2+155 x+55$
• $y^2=155 x^6+43 x^5+96 x^4+26 x^3+163 x^2+64 x+26$
• $y^2=107 x^6+48 x^5+146 x^4+130 x^3+147 x^2+153 x+130$
• $y^2=90 x^6+145 x^5+134 x^4+81 x^3+57 x+103$
• $y^2=116 x^6+57 x^5+2 x^4+71 x^3+118 x+14$
• $y^2=89 x^6+116 x^5+42 x^4+144 x^3+29 x^2+33 x+46$
• $y^2=111 x^6+79 x^5+43 x^4+52 x^3+145 x^2+165 x+63$
• $y^2=42 x^6+16 x^5+43 x^4+52 x^3+51 x^2+98 x+39$
• $y^2=43 x^6+80 x^5+48 x^4+93 x^3+88 x^2+156 x+28$
• $y^2=27 x^6+124 x^5+119 x^4+35 x^3+60 x^2+75 x+3$
• $y^2=135 x^6+119 x^5+94 x^4+8 x^3+133 x^2+41 x+15$
• $y^2=10 x^6+49 x^5+119 x^4+2 x^3+117 x^2+140 x+102$
• $y^2=50 x^6+78 x^5+94 x^4+10 x^3+84 x^2+32 x+9$
• $y^2=29 x^6+130 x^5+147 x^4+4 x^3+131 x^2+133 x+132$
• $y^2=145 x^6+149 x^5+67 x^4+20 x^3+154 x^2+164 x+159$
• $y^2=157 x^6+107 x^5+22 x^4+93 x^3+125 x^2+46 x+164$
• $y^2=117 x^6+34 x^5+110 x^4+131 x^3+124 x^2+63 x+152$
• $y^2=163 x^6+128 x^5+118 x^4+103 x^3+103 x^2+146 x+17$
• $y^2=147 x^6+139 x^5+89 x^4+14 x^3+14 x^2+62 x+85$
• $y^2=76 x^6+13 x^5+120 x^4+13 x^3+157 x^2+84 x+122$
• $y^2=46 x^6+65 x^5+99 x^4+65 x^3+117 x^2+86 x+109$
• $y^2=111 x^6+36 x^5+79 x^4+27 x^3+23 x^2+54 x+96$
• $y^2=54 x^6+13 x^5+61 x^4+135 x^3+115 x^2+103 x+146$
• $y^2=40 x^6+33 x^5+92 x^4+92 x^3+92 x^2+33 x+40$
• $y^2=33 x^6+165 x^5+126 x^4+126 x^3+126 x^2+165 x+33$
• $y^2=14 x^6+99 x^5+28 x^4+10 x^3+77 x^2+156 x+132$
• $y^2=70 x^6+161 x^5+140 x^4+50 x^3+51 x^2+112 x+159$
• $y^2=86 x^6+156 x^5+62 x^4+86 x^3+149 x^2+31 x+67$
• $y^2=96 x^6+112 x^5+143 x^4+96 x^3+77 x^2+155 x+1$
• $y^2=50 x^6+78 x^5+3 x^4+83 x^3+143 x^2+6 x+139$
• $y^2=83 x^6+56 x^5+15 x^4+81 x^3+47 x^2+30 x+27$
• $y^2=39 x^6+146 x^5+32 x^4+120 x^3+58 x^2+48 x+122$
• $y^2=98 x^6+58 x^5+126 x^4+55 x^3+67 x^2+115 x+49$
• $y^2=156 x^6+123 x^5+129 x^4+108 x^3+x^2+74 x+78$
• $y^2=155 x^6+155 x^5+130 x^4+52 x^3+89 x^2+97 x+69$
• $y^2=107 x^6+107 x^5+149 x^4+93 x^3+111 x^2+151 x+11$
• $y^2=66 x^6+138 x^5+51 x^4+106 x^3+25 x^2+53 x+95$
• $y^2=25 x^6+9 x^5+29 x^4+86 x^3+114 x^2+58 x+145$
• $y^2=125 x^6+45 x^5+145 x^4+96 x^3+69 x^2+123 x+57$
• $y^2=156 x^6+61 x^5+17 x^4+67 x^3+89 x^2+86 x+143$
• $y^2=112 x^6+138 x^5+85 x^4+x^3+111 x^2+96 x+47$
• $y^2=53 x^6+99 x^5+50 x^4+129 x^3+24 x^2+138 x+61$
• $y^2=98 x^6+161 x^5+83 x^4+144 x^3+120 x^2+22 x+138$
• $y^2=97 x^6+124 x^5+157 x^4+29 x^3+92 x^2+16 x+49$
• $y^2=151 x^6+119 x^5+117 x^4+145 x^3+126 x^2+80 x+78$
• $y^2=62 x^6+156 x^5+159 x^4+8 x^3+10 x^2+111 x+37$
• $y^2=143 x^6+112 x^5+127 x^4+40 x^3+50 x^2+54 x+18$
• $y^2=129 x^6+55 x^5+109 x^4+115 x^3+118 x^2+99 x+85$
• $y^2=144 x^6+108 x^5+44 x^4+74 x^3+89 x^2+161 x+91$
• $y^2=158 x^6+47 x^5+17 x^4+53 x^3+15 x^2+75 x+41$
• $y^2=122 x^6+68 x^5+85 x^4+98 x^3+75 x^2+41 x+38$
• $y^2=47 x^6+154 x^5+128 x^4+23 x^3+34 x^2+28 x+162$
• $y^2=68 x^6+102 x^5+139 x^4+115 x^3+3 x^2+140 x+142$
• $y^2=93 x^6+66 x^5+105 x^4+128 x^3+101 x^2+x+46$
• $y^2=131 x^6+163 x^5+24 x^4+139 x^3+4 x^2+5 x+63$
• $y^2=68 x^6+46 x^5+83 x^4+101 x^3+16 x^2+10 x+57$
• $y^2=93 x^6+123 x^5+158 x^4+162 x^3+132 x^2+3 x+131$
• $y^2=131 x^6+114 x^5+122 x^4+142 x^3+159 x^2+15 x+154$
• $y^2=62 x^6+27 x^5+162 x^4+125 x^3+103 x^2+36 x+41$
• $y^2=58 x^6+63 x^5+58 x^4+31 x^3+65 x^2+102 x+25$
• $y^2=123 x^6+148 x^5+123 x^4+155 x^3+158 x^2+9 x+125$
• $y^2=35 x^6+22 x^5+118 x^4+54 x^3+4 x^2+19 x+54$
• $y^2=8 x^6+110 x^5+89 x^4+103 x^3+20 x^2+95 x+103$
• $y^2=x^6+101 x^5+107 x^4+41 x^3+90 x^2+103 x+30$
• $y^2=5 x^6+4 x^5+34 x^4+38 x^3+116 x^2+14 x+150$
• $y^2=114 x^6+96 x^5+97 x^4+22 x^3+162 x^2+3 x+52$
• $y^2=69 x^6+146 x^5+151 x^4+110 x^3+142 x^2+15 x+93$
• $y^2=45 x^6+116 x^5+42 x^4+41 x^3+161 x^2+62 x+92$
• $y^2=58 x^6+79 x^5+43 x^4+38 x^3+137 x^2+143 x+126$
• $y^2=73 x^6+74 x^5+154 x^4+115 x^3+24 x^2+99 x+28$
• $y^2=31 x^6+36 x^5+102 x^4+74 x^3+120 x^2+161 x+140$
• $y^2=50 x^6+126 x^5+101 x^4+138 x^3+159 x^2+165 x+113$
• $y^2=83 x^6+129 x^5+4 x^4+22 x^3+127 x^2+157 x+64$
• $y^2=7 x^6+39 x^5+36 x^4+115 x^3+136 x^2+9 x+131$
• $y^2=35 x^6+28 x^5+13 x^4+74 x^3+12 x^2+45 x+154$
• $y^2=66 x^6+74 x^5+80 x^4+102 x^3+55 x^2+80 x+57$
• $y^2=163 x^6+36 x^5+66 x^4+9 x^3+108 x^2+66 x+118$
• $y^2=128 x^6+88 x^5+109 x^4+12 x^3+52 x^2+4 x+105$
• $y^2=139 x^6+106 x^5+44 x^4+60 x^3+93 x^2+20 x+24$
• $y^2=52 x^6+26 x^5+100 x^4+125 x^3+8 x^2+117 x+68$
• $y^2=93 x^6+130 x^5+166 x^4+124 x^3+40 x^2+84 x+6$
• $y^2=52 x^6+143 x^5+123 x^4+96 x^3+104 x^2+32 x+100$
• $y^2=93 x^6+47 x^5+114 x^4+146 x^3+19 x^2+160 x+166$
• $y^2=11 x^6+21 x^5+6 x^4+133 x^3+79 x^2+132 x+145$
• $y^2=55 x^6+105 x^5+30 x^4+164 x^3+61 x^2+159 x+57$
• $y^2=29 x^6+14 x^5+48 x^4+156 x^3+159 x^2+85 x+127$
• $y^2=145 x^6+70 x^5+73 x^4+112 x^3+127 x^2+91 x+134$
• $y^2=31 x^6+89 x^5+97 x^4+81 x^3+33 x^2+30 x+143$
• $y^2=155 x^6+111 x^5+151 x^4+71 x^3+165 x^2+150 x+47$
• $y^2=48 x^6+106 x^5+104 x^4+76 x^3+160 x^2+99 x+107$
• $y^2=73 x^6+29 x^5+19 x^4+46 x^3+132 x^2+161 x+34$
• $y^2=131 x^6+158 x^5+41 x^4+124 x^3+41 x^2+158 x+131$
• $y^2=154 x^6+122 x^5+38 x^4+119 x^3+38 x^2+122 x+154$
• $y^2=9 x^6+93 x^5+22 x^4+95 x^3+152 x^2+56 x+154$
• $y^2=45 x^6+131 x^5+110 x^4+141 x^3+92 x^2+113 x+102$
• $y^2=x^6+x^3+18$
• $y^2=5 x^6+5 x^3+90$
• $y^2=121 x^6+99 x^5+36 x^4+15 x^3+127 x^2+12 x+84$
• $y^2=104 x^6+161 x^5+13 x^4+75 x^3+134 x^2+60 x+86$
• $y^2=5 x^6+88 x^5+68 x^4+5 x^3+79 x^2+152 x+146$
• $y^2=25 x^6+106 x^5+6 x^4+25 x^3+61 x^2+92 x+62$
• $y^2=118 x^6+75 x^5+81 x^4+37 x^3+85 x^2+146 x+97$
• $y^2=89 x^6+41 x^5+71 x^4+18 x^3+91 x^2+62 x+151$
• $y^2=85 x^6+55 x^5+101 x^4+81 x^3+31 x^2+52 x+18$
• $y^2=91 x^6+108 x^5+4 x^4+71 x^3+155 x^2+93 x+90$
• $y^2=5 x^6+28 x^5+40 x^4+133 x^3+40 x^2+28 x+5$
• $y^2=25 x^6+140 x^5+33 x^4+164 x^3+33 x^2+140 x+25$
• $y^2=2 x^6+41 x^5+138 x^4+27 x^3+90 x^2+92 x+94$
• $y^2=10 x^6+38 x^5+22 x^4+135 x^3+116 x^2+126 x+136$
• $y^2=44 x^6+94 x^5+114 x^4+127 x^3+45 x^2+56 x+79$
• $y^2=53 x^6+136 x^5+69 x^4+134 x^3+58 x^2+113 x+61$
• $y^2=104 x^6+2 x^5+145 x^4+7 x^3+33 x^2+144 x+60$
• $y^2=19 x^6+10 x^5+57 x^4+35 x^3+165 x^2+52 x+133$
• $y^2=26 x^6+58 x^4+123 x^2+77$
• $y^2=143 x^6+139 x^4+27 x^2+6$
• $y^2=158 x^6+125 x^5+11 x^4+75 x^3+141 x^2+60 x+98$
• $y^2=122 x^6+124 x^5+55 x^4+41 x^3+37 x^2+133 x+156$
• $y^2=148 x^6+70 x^5+106 x^4+156 x^3+125 x^2+70 x+36$
• $y^2=72 x^6+16 x^5+29 x^4+112 x^3+124 x^2+16 x+13$
• $y^2=122 x^6+53 x^5+74 x^4+35 x^3+48 x^2+115 x+99$
• $y^2=109 x^6+98 x^5+36 x^4+8 x^3+73 x^2+74 x+161$
• $y^2=135 x^6+39 x^5+38 x^4+24 x^3+71 x^2+115 x+41$
• $y^2=7 x^6+28 x^5+23 x^4+120 x^3+21 x^2+74 x+38$
• $y^2=138 x^6+28 x^5+157 x^4+62 x^3+35 x^2+32 x+21$
• $y^2=22 x^6+140 x^5+117 x^4+143 x^3+8 x^2+160 x+105$
• $y^2=94 x^6+166 x^5+161 x^4+9 x^3+81 x^2+154 x+158$
• $y^2=136 x^6+162 x^5+137 x^4+45 x^3+71 x^2+102 x+122$
• $y^2=94 x^6+71 x^5+70 x^4+83 x^3+81 x^2+29 x+88$
• $y^2=136 x^6+21 x^5+16 x^4+81 x^3+71 x^2+145 x+106$
• $y^2=37 x^6+148 x^5+8 x^4+75 x^3+8 x^2+148 x+37$
• $y^2=18 x^6+72 x^5+40 x^4+41 x^3+40 x^2+72 x+18$
• $y^2=148 x^6+83 x^5+124 x^4+166 x^3+42 x^2+112 x+23$
• $y^2=72 x^6+81 x^5+119 x^4+162 x^3+43 x^2+59 x+115$
• $y^2=7 x^6+85 x^5+2 x^4+47 x^3+157 x^2+163 x+7$
• $y^2=35 x^6+91 x^5+10 x^4+68 x^3+117 x^2+147 x+35$
• $y^2=63 x^6+104 x^4+90 x^3+29 x^2+157 x+136$
• $y^2=148 x^6+19 x^4+116 x^3+145 x^2+117 x+12$
• $y^2=104 x^6+55 x^5+109 x^4+92 x^3+105 x^2+108 x+147$
• $y^2=19 x^6+108 x^5+44 x^4+126 x^3+24 x^2+39 x+67$
• $y^2=145 x^6+154 x^5+120 x^4+166 x^3+127 x^2+133 x+90$
• $y^2=57 x^6+102 x^5+99 x^4+162 x^3+134 x^2+164 x+116$
• $y^2=7 x^6+86 x^5+52 x^4+126 x^3+127 x^2+132 x+132$
• $y^2=35 x^6+96 x^5+93 x^4+129 x^3+134 x^2+159 x+159$
• $y^2=76 x^6+105 x^5+47 x^4+121 x^3+47 x^2+105 x+76$
• $y^2=46 x^6+24 x^5+68 x^4+104 x^3+68 x^2+24 x+46$
• $y^2=69 x^6+21 x^5+135 x^4+38 x^3+123 x^2+84 x+64$
• $y^2=11 x^6+105 x^5+7 x^4+23 x^3+114 x^2+86 x+153$
• $y^2=124 x^6+40 x^5+90 x^4+122 x^3+64 x^2+143 x+125$
• $y^2=119 x^6+33 x^5+116 x^4+109 x^3+153 x^2+47 x+124$
• $y^2=40 x^6+103 x^5+95 x^4+107 x^3+2 x^2+98 x+44$
• $y^2=33 x^6+14 x^5+141 x^4+34 x^3+10 x^2+156 x+53$
• $y^2=111 x^6+80 x^5+159 x^4+107 x^3+85 x^2+96 x+97$
• $y^2=54 x^6+66 x^5+127 x^4+34 x^3+91 x^2+146 x+151$
• $y^2=135 x^6+27 x^5+145 x^4+124 x^3+160 x^2+50 x+27$
• $y^2=7 x^6+135 x^5+57 x^4+119 x^3+132 x^2+83 x+135$
• $y^2=166 x^6+123 x^5+104 x^4+66 x^3+19 x^2+96 x+9$
• $y^2=162 x^6+114 x^5+19 x^4+163 x^3+95 x^2+146 x+45$
• $y^2=45 x^6+32 x^5+137 x^4+53 x^3+163 x^2+56 x+44$
• $y^2=58 x^6+160 x^5+17 x^4+98 x^3+147 x^2+113 x+53$
• $y^2=106 x^6+135 x^5+93 x^4+35 x^3+5 x^2+129 x+73$
• $y^2=29 x^6+7 x^5+131 x^4+8 x^3+25 x^2+144 x+31$
• $y^2=166 x^6+80 x^5+124 x^4+137 x^3+22 x^2+165 x+53$
• $y^2=162 x^6+66 x^5+119 x^4+17 x^3+110 x^2+157 x+98$
• $y^2=14 x^6+77 x^5+3 x^4+164 x^3+85 x^2+149 x+142$
• $y^2=70 x^6+51 x^5+15 x^4+152 x^3+91 x^2+77 x+42$
• $y^2=127 x^6+14 x^5+149 x^4+146 x^3+52 x^2+41 x+40$
• $y^2=134 x^6+70 x^5+77 x^4+62 x^3+93 x^2+38 x+33$
• $y^2=41 x^6+145 x^5+7 x^4+62 x^3+147 x^2+159 x+92$
• $y^2=38 x^6+57 x^5+35 x^4+143 x^3+67 x^2+127 x+126$
• $y^2=10 x^6+115 x^5+153 x^4+157 x^3+4 x^2+127 x+67$
• $y^2=50 x^6+74 x^5+97 x^4+117 x^3+20 x^2+134 x+1$
• $y^2=44 x^6+100 x^5+159 x^4+94 x^3+12 x^2+6 x+48$
• $y^2=53 x^6+166 x^5+127 x^4+136 x^3+60 x^2+30 x+73$
• $y^2=86 x^6+160 x^5+25 x^4+55 x^3+98 x^2+31 x+123$
• $y^2=96 x^6+132 x^5+125 x^4+108 x^3+156 x^2+155 x+114$
• $y^2=33 x^6+106 x^5+17 x^4+19 x^3+134 x^2+71 x+63$
• $y^2=165 x^6+29 x^5+85 x^4+95 x^3+2 x^2+21 x+148$
• $y^2=128 x^6+57 x^5+94 x^4+151 x^3+131 x^2+44 x+123$
• $y^2=139 x^6+118 x^5+136 x^4+87 x^3+154 x^2+53 x+114$
• $y^2=48 x^6+151 x^5+126 x^4+107 x^3+160 x^2+155 x+63$
• $y^2=73 x^6+87 x^5+129 x^4+34 x^3+132 x^2+107 x+148$
• $y^2=23 x^6+55 x^5+162 x^4+89 x^3+31 x^2+116 x+100$
• $y^2=115 x^6+108 x^5+142 x^4+111 x^3+155 x^2+79 x+166$
• $y^2=35 x^6+127 x^5+119 x^4+32 x^3+28 x^2+146 x+10$
• $y^2=8 x^6+134 x^5+94 x^4+160 x^3+140 x^2+62 x+50$
• $y^2=109 x^6+76 x^5+164 x^4+80 x^3+36 x^2+28 x+110$
• $y^2=44 x^6+46 x^5+152 x^4+66 x^3+13 x^2+140 x+49$
• $y^2=51 x^6+2 x^5+130 x^4+92 x^3+49 x^2+149 x+67$
• $y^2=88 x^6+10 x^5+149 x^4+126 x^3+78 x^2+77 x+1$
• $y^2=126 x^6+127 x^5+89 x^4+85 x^3+164 x^2+27 x+78$
• $y^2=129 x^6+134 x^5+111 x^4+91 x^3+152 x^2+135 x+56$
• $y^2=35 x^6+23 x^5+38 x^4+11 x^3+113 x^2+132 x+38$
• $y^2=8 x^6+115 x^5+23 x^4+55 x^3+64 x^2+159 x+23$
• $y^2=127 x^6+107 x^5+156 x^4+62 x^3+65 x^2+87 x+52$
• $y^2=137 x^6+51 x^5+152 x^4+114 x^3+152 x^2+51 x+137$
• $y^2=17 x^6+88 x^5+92 x^4+69 x^3+92 x^2+88 x+17$
• $y^2=104 x^6+65 x^5+118 x^4+152 x^3+97 x^2+143 x+67$
• $y^2=19 x^6+158 x^5+89 x^4+92 x^3+151 x^2+47 x+1$
• $y^2=102 x^6+86 x^5+114 x^4+81 x^3+67 x^2+5 x+149$
• $y^2=9 x^6+96 x^5+69 x^4+71 x^3+x^2+25 x+77$
• $y^2=2 x^6+96 x^5+137 x^4+142 x^3+50 x^2+99 x+30$
• $y^2=10 x^6+146 x^5+17 x^4+42 x^3+83 x^2+161 x+150$
• $y^2=105 x^6+22 x^5+21 x^4+6 x^3+134 x^2+80 x+28$
• $y^2=24 x^6+110 x^5+105 x^4+30 x^3+2 x^2+66 x+140$
• $y^2=30 x^6+49 x^5+30 x^4+69 x^3+161 x^2+4 x+47$
• $y^2=150 x^6+78 x^5+150 x^4+11 x^3+137 x^2+20 x+68$
• $y^2=117 x^6+132 x^5+164 x^4+113 x^3+98 x^2+143 x+113$
• $y^2=84 x^6+159 x^5+152 x^4+64 x^3+156 x^2+47 x+64$
• $y^2=12 x^6+162 x^5+24 x^4+67 x^3+7 x^2+130 x+76$
• $y^2=60 x^6+142 x^5+120 x^4+x^3+35 x^2+149 x+46$
• $y^2=15 x^6+14 x^5+124 x^4+149 x^3+115 x^2+18 x+88$
• $y^2=75 x^6+70 x^5+119 x^4+77 x^3+74 x^2+90 x+106$
• $y^2=73 x^6+65 x^5+84 x^4+116 x^3+111 x^2+23 x+86$
• $y^2=31 x^6+158 x^5+86 x^4+79 x^3+54 x^2+115 x+96$
• $y^2=x^6+x^3+147$
• $y^2=5 x^6+5 x^3+67$
• $y^2=47 x^6+69 x^5+49 x^4+65 x^3+49 x^2+69 x+47$
• $y^2=68 x^6+11 x^5+78 x^4+158 x^3+78 x^2+11 x+68$
• $y^2=37 x^6+46 x^5+159 x^4+105 x^3+126 x^2+34 x+14$
• $y^2=38 x^6+66 x^5+56 x^4+129 x^3+136 x^2+82 x+47$
• $y^2=23 x^6+163 x^5+113 x^4+144 x^3+12 x^2+76 x+68$
• $y^2=118 x^6+166 x^5+83 x^4+54 x^3+24 x^2+37 x+42$
• $y^2=89 x^6+162 x^5+81 x^4+103 x^3+120 x^2+18 x+43$
• $y^2=100 x^6+49 x^5+106 x^4+31 x^3+158 x^2+66 x+103$
• $y^2=166 x^6+78 x^5+29 x^4+155 x^3+122 x^2+163 x+14$
• $y^2=31 x^6+102 x^5+84 x^4+34 x^3+96 x^2+x+92$
• $y^2=155 x^6+9 x^5+86 x^4+3 x^3+146 x^2+5 x+126$
• $y^2=18 x^6+61 x^5+25 x^4+157 x^3+138 x^2+152 x+161$
• $y^2=90 x^6+138 x^5+125 x^4+117 x^3+22 x^2+92 x+137$
• $y^2=76 x^6+59 x^5+38 x^4+114 x^3+38 x^2+59 x+76$
• $y^2=46 x^6+128 x^5+23 x^4+69 x^3+23 x^2+128 x+46$
• $y^2=148 x^6+155 x^5+129 x^4+73 x^3+13 x^2+162 x+51$
• $y^2=72 x^6+107 x^5+144 x^4+31 x^3+65 x^2+142 x+88$
• $y^2=122 x^6+48 x^5+42 x^4+127 x^3+107 x^2+100 x+150$
• $y^2=109 x^6+73 x^5+43 x^4+134 x^3+34 x^2+166 x+82$
• $y^2=121 x^6+161 x^5+108 x^4+96 x^3+70 x^2+26 x+156$
• $y^2=43 x^6+5 x^5+122 x^4+101 x^3+51 x^2+65 x+125$
• $y^2=48 x^6+25 x^5+109 x^4+4 x^3+88 x^2+158 x+124$
• $y^2=18 x^6+146 x^5+29 x^4+75 x^3+54 x^2+60 x+142$
• $y^2=90 x^6+62 x^5+145 x^4+41 x^3+103 x^2+133 x+42$
• $y^2=123 x^6+140 x^5+156 x^4+28 x^3+6 x^2+5 x+118$
• $y^2=114 x^6+32 x^5+112 x^4+140 x^3+30 x^2+25 x+89$
• $y^2=85 x^6+142 x^5+121 x^4+27 x^3+157 x^2+160 x+79$
• $y^2=91 x^6+42 x^5+104 x^4+135 x^3+117 x^2+132 x+61$
• $y^2=11 x^6+5 x^5+118 x^4+147 x^3+150 x^2+90 x+64$
• $y^2=55 x^6+25 x^5+89 x^4+67 x^3+82 x^2+116 x+153$
• $y^2=38 x^6+150 x^5+78 x^4+70 x^3+54 x^2+80 x+10$
• $y^2=23 x^6+82 x^5+56 x^4+16 x^3+103 x^2+66 x+50$
• $y^2=3 x^6+67 x^5+58 x^4+133 x^3+56 x^2+22 x+135$
• $y^2=15 x^6+x^5+123 x^4+164 x^3+113 x^2+110 x+7$
• $y^2=114 x^6+150 x^5+53 x^4+89 x^3+31 x^2+97$
• $y^2=69 x^6+82 x^5+98 x^4+111 x^3+155 x^2+151$
• $y^2=132 x^6+110 x^5+20 x^4+112 x^3+134 x^2+102 x+138$
• $y^2=159 x^6+49 x^5+100 x^4+59 x^3+2 x^2+9 x+22$
• $y^2=132 x^6+66 x^5+116 x^4+13 x^3+125 x^2+129 x+51$
• $y^2=19 x^6+116 x^5+11 x^4+79 x^3+93 x^2+120 x+142$
• $y^2=95 x^6+79 x^5+55 x^4+61 x^3+131 x^2+99 x+42$
• $y^2=143 x^6+126 x^5+112 x^4+75 x^3+49 x^2+75 x+12$
• $y^2=47 x^6+129 x^5+59 x^4+41 x^3+78 x^2+41 x+60$
• $y^2=57 x^6+61 x^5+72 x^4+13 x^3+119 x^2+38 x+111$
• $y^2=118 x^6+138 x^5+26 x^4+65 x^3+94 x^2+23 x+54$
• $y^2=45 x^6+159 x^5+93 x^4+149 x^3+27 x^2+24 x+109$
• $y^2=39 x^6+21 x^5+101 x^4+128 x^3+72 x^2+119 x+2$
• $y^2=28 x^6+105 x^5+4 x^4+139 x^3+26 x^2+94 x+10$
• $y^2=92 x^6+58 x^5+32 x^4+161 x^3+2 x^2+36 x+63$
• $y^2=126 x^6+123 x^5+160 x^4+137 x^3+10 x^2+13 x+148$
• $y^2=32 x^6+73 x^5+74 x^4+17 x^3+24 x^2+104 x+96$
• $y^2=160 x^6+31 x^5+36 x^4+85 x^3+120 x^2+19 x+146$
• $y^2=154 x^6+87 x^5+36 x^4+62 x^3+76 x^2+2 x+109$
• $y^2=102 x^6+101 x^5+13 x^4+143 x^3+46 x^2+10 x+44$
• $y^2=138 x^6+44 x^5+16 x^4+155 x^3+99 x^2+65 x+55$
• $y^2=22 x^6+53 x^5+80 x^4+107 x^3+161 x^2+158 x+108$
• $y^2=88 x^6+98 x^5+165 x^4+81 x^3+60 x^2+80 x+69$
• $y^2=130 x^6+42 x^5+69 x^4+31 x^3+147 x^2+40 x+38$
• $y^2=149 x^6+43 x^5+11 x^4+155 x^3+67 x^2+33 x+23$
• $y^2=59 x^6+35 x^5+110 x^4+93 x^3+90 x^2+109 x+15$
• $y^2=128 x^6+8 x^5+49 x^4+131 x^3+116 x^2+44 x+75$
• $y^2=81 x^6+85 x^5+105 x^4+40 x^3+2 x^2+8 x+1$
• $y^2=71 x^6+91 x^5+24 x^4+33 x^3+10 x^2+40 x+5$
• $y^2=69 x^6+112 x^5+63 x^4+143 x^3+7 x^2+141 x+146$
• $y^2=11 x^6+59 x^5+148 x^4+47 x^3+35 x^2+37 x+62$
• $y^2=149 x^6+52 x^5+16 x^4+44 x^3+65 x^2+83 x+113$
• $y^2=77 x^6+93 x^5+80 x^4+53 x^3+158 x^2+81 x+64$
• $y^2=104 x^6+99 x^5+100 x^4+70 x^3+152 x^2+113 x+25$
• $y^2=19 x^6+161 x^5+166 x^4+16 x^3+92 x^2+64 x+125$
• $y^2=88 x^6+18 x^5+144 x^4+80 x^3+165 x^2+117 x+44$
• $y^2=106 x^6+90 x^5+52 x^4+66 x^3+157 x^2+84 x+53$
• $y^2=20 x^6+137 x^5+55 x^4+101 x^3+44 x^2+106 x+131$
• $y^2=100 x^6+17 x^5+108 x^4+4 x^3+53 x^2+29 x+154$
• $y^2=127 x^6+137 x^5+101 x^4+144 x^3+44 x^2+36 x+82$
• $y^2=134 x^6+17 x^5+4 x^4+52 x^3+53 x^2+13 x+76$
• $y^2=52 x^6+118 x^5+129 x^4+151 x^3+94 x^2+63 x+133$
• $y^2=93 x^6+89 x^5+144 x^4+87 x^3+136 x^2+148 x+164$
• $y^2=142 x^6+52 x^5+20 x^4+63 x^3+60 x^2+49 x+121$
• $y^2=43 x^6+25 x^5+33 x^4+153 x^3+66 x^2+97 x+103$
• $y^2=48 x^6+125 x^5+165 x^4+97 x^3+163 x^2+151 x+14$
• $y^2=80 x^6+134 x^5+69 x^4+55 x^3+110 x^2+116 x+163$
• $y^2=66 x^6+2 x^5+11 x^4+108 x^3+49 x^2+79 x+147$
• $y^2=25 x^6+118 x^5+45 x^4+160 x^3+165 x^2+145 x+58$
• $y^2=125 x^6+89 x^5+58 x^4+132 x^3+157 x^2+57 x+123$
• $y^2=50 x^6+125 x^5+142 x^3+89 x^2+51 x+96$
• $y^2=83 x^6+124 x^5+42 x^3+111 x^2+88 x+146$
• $y^2=54 x^6+117 x^5+127 x^4+103 x^3+29 x^2+132 x+123$
• $y^2=103 x^6+84 x^5+134 x^4+14 x^3+145 x^2+159 x+114$
• $y^2=32 x^6+96 x^5+60 x^4+58 x^3+87 x^2+46 x+85$
• $y^2=160 x^6+146 x^5+133 x^4+123 x^3+101 x^2+63 x+91$
• $y^2=67 x^6+66 x^5+159 x^4+62 x^3+34 x^2+144 x+12$
• $y^2=x^6+163 x^5+127 x^4+143 x^3+3 x^2+52 x+60$
• $y^2=128 x^6+30 x^5+82 x^4+154 x^3+124 x^2+148 x+16$
• $y^2=139 x^6+150 x^5+76 x^4+102 x^3+119 x^2+72 x+80$
• $y^2=84 x^6+99 x^5+74 x^4+60 x^3+162 x^2+7 x+51$
• $y^2=86 x^6+161 x^5+36 x^4+133 x^3+142 x^2+35 x+88$
• $y^2=63 x^6+85 x^5+81 x^4+135 x^3+159 x^2+89 x+161$
• $y^2=148 x^6+91 x^5+71 x^4+7 x^3+127 x^2+111 x+137$
• $y^2=147 x^6+65 x^5+165 x^4+78 x^3+51 x^2+87 x+100$
• $y^2=67 x^6+158 x^5+157 x^4+56 x^3+88 x^2+101 x+166$
• $y^2=134 x^6+12 x^5+96 x^4+63 x^3+37 x^2+26 x+67$
• $y^2=2 x^6+60 x^5+146 x^4+148 x^3+18 x^2+130 x+1$
• $y^2=166 x^6+133 x^5+125 x^4+100 x^3+121 x^2+27 x+97$
• $y^2=45 x^6+107 x^5+86 x^4+114 x^3+35 x^2+156 x+25$
• $y^2=58 x^6+34 x^5+96 x^4+69 x^3+8 x^2+112 x+125$
• $y^2=71 x^6+83 x^5+22 x^4+51 x^3+131 x^2+128 x+131$
• $y^2=21 x^6+81 x^5+110 x^4+88 x^3+154 x^2+139 x+154$
• $y^2=142 x^6+118 x^5+47 x^4+140 x^3+101 x^2+34 x+78$
• $y^2=42 x^6+89 x^5+68 x^4+32 x^3+4 x^2+3 x+56$
• $y^2=29 x^6+57 x^5+132 x^4+85 x^3+137 x^2+92 x+19$
• $y^2=145 x^6+118 x^5+159 x^4+91 x^3+17 x^2+126 x+95$
• $y^2=83 x^6+54 x^5+78 x^4+157 x^3+54 x^2+50 x+159$
• $y^2=81 x^6+103 x^5+56 x^4+117 x^3+103 x^2+83 x+127$
• $y^2=85 x^6+10 x^5+62 x^4+50 x^3+119 x^2+93 x+77$
• $y^2=91 x^6+50 x^5+143 x^4+83 x^3+94 x^2+131 x+51$
• $y^2=98 x^6+121 x^5+150 x^4+53 x^3+164 x^2+76 x+138$
• $y^2=7 x^6+147 x^5+32 x^4+126 x^3+154 x^2+32 x+50$
• $y^2=35 x^6+67 x^5+160 x^4+129 x^3+102 x^2+160 x+83$
• $y^2=79 x^6+142 x^5+81 x^4+166 x^3+124 x^2+25 x+68$
• $y^2=61 x^6+42 x^5+71 x^4+162 x^3+119 x^2+125 x+6$
• $y^2=112 x^6+143 x^5+142 x^4+120 x^3+50 x^2+61 x+15$
• $y^2=59 x^6+47 x^5+42 x^4+99 x^3+83 x^2+138 x+75$
• $y^2=65 x^6+161 x^5+15 x^4+109 x^3+29 x+75$
• $y^2=158 x^6+137 x^5+75 x^4+44 x^3+145 x+41$
• $y^2=149 x^6+64 x^5+71 x^4+77 x^3+80 x^2+128 x$
• $y^2=77 x^6+153 x^5+21 x^4+51 x^3+66 x^2+139 x$
• $y^2=131 x^6+135 x^5+73 x^4+30 x^3+108 x^2+9 x+165$
• $y^2=154 x^6+7 x^5+31 x^4+150 x^3+39 x^2+45 x+157$
• $y^2=51 x^6+79 x^5+115 x^4+92 x^3+158 x^2+153 x+66$
• $y^2=88 x^6+71 x^5+79 x^4+90 x^3+108 x^2+66 x+140$
• $y^2=106 x^6+21 x^5+61 x^4+116 x^3+39 x^2+163 x+32$
• $y^2=52 x^6+112 x^5+127 x^4+12 x^3+115 x^2+46 x+94$
• $y^2=93 x^6+59 x^5+134 x^4+60 x^3+74 x^2+63 x+136$
• $y^2=4 x^6+137 x^5+59 x^4+130 x^3+40 x^2+22 x+65$
• $y^2=20 x^6+17 x^5+128 x^4+149 x^3+33 x^2+110 x+158$
• $y^2=28 x^6+56 x^5+13 x^4+112 x^3+47 x^2+70 x+56$
• $y^2=140 x^6+113 x^5+65 x^4+59 x^3+68 x^2+16 x+113$
• $y^2=119 x^6+6 x^5+142 x^4+24 x^3+17 x^2+92 x+6$
• $y^2=94 x^6+30 x^5+42 x^4+120 x^3+85 x^2+126 x+30$
• $y^2=150 x^6+61 x^5+107 x^4+147 x^3+141 x^2+113 x+68$
• $y^2=82 x^6+138 x^5+34 x^4+67 x^3+37 x^2+64 x+6$
• $y^2=2 x^6+85 x^5+141 x^4+107 x^3+40 x^2+92 x+4$
• $y^2=10 x^6+91 x^5+37 x^4+34 x^3+33 x^2+126 x+20$
• $y^2=20 x^6+159 x^5+62 x^4+2 x^3+97 x^2+154 x+27$
• $y^2=100 x^6+127 x^5+143 x^4+10 x^3+151 x^2+102 x+135$
• $y^2=138 x^6+132 x^5+16 x^4+67 x^3+41 x^2+130 x+120$
• $y^2=22 x^6+159 x^5+80 x^4+x^3+38 x^2+149 x+99$
• $y^2=108 x^6+151 x^5+102 x^4+166 x^3+151 x^2+123 x+164$
• $y^2=39 x^6+87 x^5+9 x^4+162 x^3+87 x^2+114 x+152$
• $y^2=145 x^6+16 x^5+77 x^4+149 x^3+41 x^2+23 x+76$
• $y^2=57 x^6+80 x^5+51 x^4+77 x^3+38 x^2+115 x+46$
• $y^2=12 x^6+132 x^5+9 x^4+130 x^3+18 x^2+92 x+30$
• $y^2=60 x^6+159 x^5+45 x^4+149 x^3+90 x^2+126 x+150$
• $y^2=123 x^6+58 x^5+163 x^4+163 x^3+161 x^2+31 x+155$
• $y^2=114 x^6+123 x^5+147 x^4+147 x^3+137 x^2+155 x+107$
• $y^2=84 x^6+25 x^5+98 x^4+108 x^3+154 x^2+68 x+133$
• $y^2=86 x^6+125 x^5+156 x^4+39 x^3+102 x^2+6 x+164$
• $y^2=43 x^6+38 x^5+42 x^4+121 x^3+46 x^2+127 x+4$
• $y^2=49 x^6+11 x^5+136 x^4+136 x^3+82 x^2+33 x+96$
• $y^2=78 x^6+55 x^5+12 x^4+12 x^3+76 x^2+165 x+146$
• $y^2=152 x^6+52 x^5+121 x^4+148 x^3+114 x^2+143 x+133$
• $y^2=92 x^6+93 x^5+104 x^4+72 x^3+69 x^2+47 x+164$
• $y^2=x^6+x^3+38$
• $y^2=5 x^6+5 x^3+23$
• $y^2=120 x^6+166 x^5+23 x^4+22 x^3+91 x^2+43 x+76$
• $y^2=99 x^6+162 x^5+115 x^4+110 x^3+121 x^2+48 x+46$
• $y^2=45 x^6+31 x^5+94 x^4+115 x^3+91 x^2+89 x+93$
• $y^2=58 x^6+155 x^5+136 x^4+74 x^3+121 x^2+111 x+131$
• $y^2=114 x^6+87 x^5+106 x^4+14 x^3+111 x^2+141 x+136$
• $y^2=69 x^6+101 x^5+29 x^4+70 x^3+54 x^2+37 x+12$
• $y^2=118 x^6+113 x^5+150 x^4+51 x^3+27 x^2+130 x+12$
• $y^2=87 x^6+89 x^5+144 x^4+127 x^3+114 x^2+58 x+37$
• $y^2=101 x^6+111 x^5+52 x^4+134 x^3+69 x^2+123 x+18$
• $y^2=115 x^6+146 x^5+144 x^4+87 x^3+99 x^2+25 x+74$
• $y^2=74 x^6+62 x^5+52 x^4+101 x^3+161 x^2+125 x+36$
• $y^2=107 x^6+40 x^5+11 x^4+30 x^3+158 x^2+122 x+71$
• $y^2=34 x^6+33 x^5+55 x^4+150 x^3+122 x^2+109 x+21$
• $y^2=145 x^6+158 x^5+113 x^4+51 x^3+108 x^2+38 x+164$
• $y^2=57 x^6+122 x^5+64 x^4+88 x^3+39 x^2+23 x+152$
• $y^2=94 x^6+83 x^5+8 x^4+104 x^3+127 x^2+92 x+9$
• $y^2=136 x^6+81 x^5+40 x^4+19 x^3+134 x^2+126 x+45$
• $y^2=34 x^6+122 x^5+71 x^4+128 x^3+101 x^2+71 x+101$
• $y^2=3 x^6+109 x^5+21 x^4+139 x^3+4 x^2+21 x+4$
• $y^2=127 x^6+63 x^5+95 x^4+122 x^3+126 x^2+50 x+30$
• $y^2=134 x^6+148 x^5+141 x^4+109 x^3+129 x^2+83 x+150$
• $y^2=122 x^6+74 x^5+144 x^4+123 x^3+131 x+149$
• $y^2=109 x^6+36 x^5+52 x^4+114 x^3+154 x+77$
• $y^2=156 x^6+74 x^5+94 x^4+66 x^3+33 x^2+5 x+86$
• $y^2=112 x^6+36 x^5+136 x^4+163 x^3+165 x^2+25 x+96$
• $y^2=68 x^6+112 x^5+146 x^4+28 x^3+33 x^2+88 x+133$
• $y^2=6 x^6+59 x^5+62 x^4+140 x^3+165 x^2+106 x+164$
• $y^2=81 x^6+81 x^5+97 x^4+139 x^3+7 x^2+29 x+151$
• $y^2=71 x^6+71 x^5+151 x^4+27 x^3+35 x^2+145 x+87$
• $y^2=96 x^6+134 x^5+101 x^4+33 x^3+77 x^2+133$
• $y^2=146 x^6+2 x^5+4 x^4+165 x^3+51 x^2+164$
• $y^2=7 x^6+3 x^5+19 x^4+133 x^3+42 x^2+60 x+113$
• $y^2=35 x^6+15 x^5+95 x^4+164 x^3+43 x^2+133 x+64$
• $y^2=123 x^6+14 x^5+35 x^4+122 x^3+35 x^2+14 x+123$
• $y^2=114 x^6+70 x^5+8 x^4+109 x^3+8 x^2+70 x+114$
• $y^2=57 x^6+29 x^5+36 x^4+111 x^3+112 x^2+73 x+118$
• $y^2=118 x^6+145 x^5+13 x^4+54 x^3+59 x^2+31 x+89$
• $y^2=93 x^6+76 x^5+25 x^4+104 x^3+134 x+64$
• $y^2=131 x^6+46 x^5+125 x^4+19 x^3+2 x+153$
• $y^2=31 x^6+115 x^5+67 x^4+116 x^3+77 x^2+82 x+56$
• $y^2=7 x^6+88 x^5+79 x^4+121 x^3+143 x^2+166 x+99$
• $y^2=35 x^6+106 x^5+61 x^4+104 x^3+47 x^2+162 x+161$
• $y^2=98 x^6+5 x^5+86 x^4+27 x^3+61 x^2+158 x+23$
• $y^2=156 x^6+25 x^5+96 x^4+135 x^3+138 x^2+122 x+115$
• $y^2=160 x^6+51 x^5+128 x^4+131 x^3+77 x^2+61 x+158$
• $y^2=132 x^6+88 x^5+139 x^4+154 x^3+51 x^2+138 x+122$
• $y^2=165 x^6+88 x^5+4 x^4+120 x^3+20 x^2+137 x+47$
• $y^2=157 x^6+106 x^5+20 x^4+99 x^3+100 x^2+17 x+68$
• $y^2=76 x^6+140 x^5+52 x^4+163 x^3+25 x^2+83 x+2$
• $y^2=46 x^6+32 x^5+93 x^4+147 x^3+125 x^2+81 x+10$
• $y^2=91 x^6+81 x^5+74 x^4+45 x^3+101 x^2+149 x+7$
• $y^2=121 x^6+71 x^5+36 x^4+58 x^3+4 x^2+77 x+35$
• $y^2=19 x^6+82 x^5+17 x^4+93 x^3+33 x^2+53 x+23$
• $y^2=154 x^6+68 x^5+121 x^4+68 x^3+157 x^2+58 x+2$
• $y^2=102 x^6+6 x^5+104 x^4+6 x^3+117 x^2+123 x+10$
• $y^2=69 x^6+106 x^5+119 x^4+38 x^3+2 x^2+143 x+78$
• $y^2=11 x^6+29 x^5+94 x^4+23 x^3+10 x^2+47 x+56$
• $y^2=33 x^6+109 x^5+162 x^4+165 x^3+25 x^2+28 x+114$
• $y^2=165 x^6+44 x^5+142 x^4+157 x^3+125 x^2+140 x+69$
• $y^2=127 x^6+52 x^5+34 x^4+45 x^3+111 x^2+122 x+69$
• $y^2=134 x^6+93 x^5+3 x^4+58 x^3+54 x^2+109 x+11$
• $y^2=47 x^6+98 x^5+85 x^4+154 x^3+38 x^2+28 x+38$
• $y^2=68 x^6+156 x^5+91 x^4+102 x^3+23 x^2+140 x+23$
• $y^2=79 x^6+152 x^5+162 x^4+105 x^3+36 x^2+144 x+86$
• $y^2=61 x^6+92 x^5+142 x^4+24 x^3+13 x^2+52 x+96$
• $y^2=55 x^6+90 x^5+34 x^4+19 x^3+97 x^2+89 x+88$
• $y^2=108 x^6+116 x^5+3 x^4+95 x^3+151 x^2+111 x+106$
• $y^2=152 x^6+15 x^5+30 x^4+2 x^3+41 x^2+131 x+116$
• $y^2=92 x^6+75 x^5+150 x^4+10 x^3+38 x^2+154 x+79$
• $y^2=110 x^6+20 x^5+44 x^4+152 x^3+17 x^2+129 x+43$
• $y^2=49 x^6+100 x^5+53 x^4+92 x^3+85 x^2+144 x+48$
• $y^2=155 x^6+148 x^5+111 x^4+113 x^3+84 x^2+74 x+58$
• $y^2=107 x^6+72 x^5+54 x^4+64 x^3+86 x^2+36 x+123$
• $y^2=126 x^6+95 x^5+151 x^4+48 x^3+150 x^2+21 x+54$
• $y^2=129 x^6+141 x^5+87 x^4+73 x^3+82 x^2+105 x+103$
• $y^2=102 x^6+158 x^5+47 x^4+100 x^3+12 x^2+45 x+117$
• $y^2=35 x^6+51 x^5+82 x^4+153 x^3+142 x^2+147 x+159$
• $y^2=98 x^6+91 x^5+5 x^4+142 x^3+149 x^2+99 x+121$
• $y^2=153 x^6+100 x^5+155 x^4+158 x^3+111 x^2+67 x+151$
• $y^2=97 x^6+166 x^5+107 x^4+122 x^3+54 x^2+x+87$
• $y^2=66 x^6+61 x^5+119 x^4+166 x^3+129 x^2+115 x+72$
• $y^2=163 x^6+138 x^5+94 x^4+162 x^3+144 x^2+74 x+26$
• $y^2=116 x^6+113 x^5+87 x^4+133 x^3+64 x^2+61 x+76$
• $y^2=79 x^6+64 x^5+101 x^4+164 x^3+153 x^2+138 x+46$
• $y^2=121 x^6+94 x^5+130 x^4+75 x^3+43 x^2+48 x+9$
• $y^2=104 x^6+136 x^5+149 x^4+41 x^3+48 x^2+73 x+45$
• $y^2=135 x^6+156 x^5+100 x^4+123 x^3+2 x^2+69 x+103$
• $y^2=7 x^6+112 x^5+166 x^4+114 x^3+10 x^2+11 x+14$
• $y^2=67 x^6+6 x^5+11 x^4+7 x^2+127 x+135$
• $y^2=x^6+30 x^5+55 x^4+35 x^2+134 x+7$
• $y^2=143 x^6+76 x^5+156 x^4+59 x^3+159 x^2+100 x+31$
• $y^2=47 x^6+46 x^5+112 x^4+128 x^3+127 x^2+166 x+155$
• $y^2=12 x^6+65 x^5+47 x^4+91 x^3+35 x^2+7 x+32$
• $y^2=60 x^6+158 x^5+68 x^4+121 x^3+8 x^2+35 x+160$
• $y^2=143 x^6+5 x^4+121 x^3+142 x^2+3 x+100$
• $y^2=47 x^6+25 x^4+104 x^3+42 x^2+15 x+166$
• $y^2=57 x^6+66 x^5+6 x^4+103 x^3+151 x^2+109 x+78$
• $y^2=118 x^6+163 x^5+30 x^4+14 x^3+87 x^2+44 x+56$
• $y^2=113 x^6+109 x^5+64 x^4+91 x^3+54 x^2+102 x+44$
• $y^2=64 x^6+44 x^5+153 x^4+121 x^3+103 x^2+9 x+53$
• $y^2=12 x^6+83 x^5+166 x^4+56 x^3+115 x^2+143 x+13$
• $y^2=60 x^6+81 x^5+162 x^4+113 x^3+74 x^2+47 x+65$
• $y^2=11 x^6+132 x^5+141 x^4+17 x^3+60 x^2+28 x+16$
• $y^2=55 x^6+159 x^5+37 x^4+85 x^3+133 x^2+140 x+80$
• $y^2=51 x^5+81 x^4+90 x^3+10 x^2+148 x$
• $y^2=33 x^5+148 x^4+19 x^3+111 x^2+129 x+36$
• $y^2=165 x^5+72 x^4+95 x^3+54 x^2+144 x+13$
• $y^2=89 x^6+137 x^5+62 x^4+86 x^3+140 x^2+50 x+123$
• $y^2=111 x^6+17 x^5+143 x^4+96 x^3+32 x^2+83 x+114$
• $y^2=48 x^6+59 x^5+128 x^4+109 x^3+56 x^2+80 x+106$
• $y^2=73 x^6+128 x^5+139 x^4+44 x^3+113 x^2+66 x+29$
• $y^2=20 x^6+154 x^5+113 x^4+161 x^3+59 x^2+72 x+162$
• $y^2=100 x^6+102 x^5+64 x^4+137 x^3+128 x^2+26 x+142$
• $y^2=20 x^6+135 x^5+91 x^4+68 x^3+9 x^2+96 x+7$
• $y^2=100 x^6+7 x^5+121 x^4+6 x^3+45 x^2+146 x+35$
• $y^2=10 x^6+124 x^4+119 x^2+81$
• $y^2=159 x^6+73 x^4+31 x^2+2$
• $y^2=166 x^6+59 x^5+126 x^4+147 x^3+164 x^2+33 x+154$
• $y^2=162 x^6+128 x^5+129 x^4+67 x^3+152 x^2+165 x+102$
• $y^2=133 x^6+16 x^5+115 x^4+162 x^3+32 x^2+45 x+155$
• $y^2=82 x^6+23 x^5+164 x^4+76 x^3+156 x^2+157 x+33$
• $y^2=76 x^6+115 x^5+152 x^4+46 x^3+112 x^2+117 x+165$
• $y^2=18 x^6+4 x^5+147 x^4+126 x^3+59 x^2+128 x+61$
• $y^2=135 x^6+165 x^5+19 x^4+79 x^3+31 x^2+102 x+105$
• $y^2=7 x^6+157 x^5+95 x^4+61 x^3+155 x^2+9 x+24$
• $y^2=62 x^6+156 x^5+70 x^4+154 x^3+45 x^2+157 x+13$
• $y^2=143 x^6+112 x^5+16 x^4+102 x^3+58 x^2+117 x+65$
• $y^2=141 x^6+9 x^5+55 x^4+137 x^3+166 x^2+51 x+152$
• $y^2=37 x^6+45 x^5+108 x^4+17 x^3+162 x^2+88 x+92$
• $y^2=73 x^6+133 x^5+86 x^4+9 x^3+147 x^2+2 x+96$
• $y^2=31 x^6+164 x^5+96 x^4+45 x^3+67 x^2+10 x+146$
• $y^2=160 x^6+21 x^5+109 x^4+5 x^3+132 x^2+156 x+31$
• $y^2=132 x^6+105 x^5+44 x^4+25 x^3+159 x^2+112 x+155$
• $y^2=54 x^6+66 x^5+142 x^4+x^3+79 x^2+131 x+23$
• $y^2=103 x^6+163 x^5+42 x^4+5 x^3+61 x^2+154 x+115$
• $y^2=166 x^6+23 x^5+80 x^4+58 x^3+158 x^2+79 x+52$
• $y^2=162 x^6+115 x^5+66 x^4+123 x^3+122 x^2+61 x+93$
• $y^2=129 x^6+99 x^5+72 x^4+134 x^3+6 x^2+53 x+41$
• $y^2=144 x^6+161 x^5+26 x^4+2 x^3+30 x^2+98 x+38$
• $y^2=78 x^6+145 x^5+114 x^4+119 x^3+47 x^2+78 x+41$
• $y^2=56 x^6+57 x^5+69 x^4+94 x^3+68 x^2+56 x+38$
• $y^2=160 x^6+12 x^5+141 x^4+163 x^3+29 x^2+16 x+88$
• $y^2=132 x^6+60 x^5+37 x^4+147 x^3+145 x^2+80 x+106$
• $y^2=131 x^6+91 x^5+132 x^4+26 x^3+109 x^2+43 x+3$
• $y^2=154 x^6+121 x^5+159 x^4+130 x^3+44 x^2+48 x+15$
• $y^2=13 x^6+110 x^5+20 x^4+58 x^3+96 x^2+29 x+93$
• $y^2=65 x^6+49 x^5+100 x^4+123 x^3+146 x^2+145 x+131$
• $y^2=164 x^6+15 x^5+69 x^4+13 x^3+45 x^2+93 x$
• $y^2=152 x^6+75 x^5+11 x^4+65 x^3+58 x^2+131 x$
• $y^2=139 x^6+54 x^5+134 x^4+110 x^3+44 x^2+83 x+78$
• $y^2=27 x^6+103 x^5+2 x^4+49 x^3+53 x^2+81 x+56$
• $y^2=64 x^6+18 x^5+4 x^4+52 x^3+67 x^2+136 x+96$
• $y^2=153 x^6+90 x^5+20 x^4+93 x^3+x^2+12 x+146$
• $y^2=118 x^6+79 x^5+120 x^4+102 x^3+136 x^2+51 x+69$
• $y^2=89 x^6+61 x^5+99 x^4+9 x^3+12 x^2+88 x+11$
• $y^2=156 x^6+66 x^5+146 x^4+134 x^3+161 x^2+136 x+17$
• $y^2=112 x^6+163 x^5+62 x^4+2 x^3+137 x^2+12 x+85$
• $y^2=114 x^6+29 x^5+87 x^4+68 x^3+87 x^2+29 x+114$
• $y^2=69 x^6+145 x^5+101 x^4+6 x^3+101 x^2+145 x+69$
• $y^2=124 x^6+50 x^5+100 x^4+118 x^3+116 x^2+82 x+69$
• $y^2=119 x^6+83 x^5+166 x^4+89 x^3+79 x^2+76 x+11$
• $y^2=123 x^6+139 x^5+126 x^4+86 x^3+136 x^2+120 x+140$
• $y^2=114 x^6+27 x^5+129 x^4+96 x^3+12 x^2+99 x+32$
• $y^2=151 x^6+69 x^5+43 x^4+25 x^3+x^2+156 x+65$
• $y^2=87 x^6+11 x^5+48 x^4+125 x^3+5 x^2+112 x+158$
• $y^2=83 x^6+50 x^5+92 x^4+140 x^3+29 x^2+31 x+161$
• $y^2=81 x^6+83 x^5+126 x^4+32 x^3+145 x^2+155 x+137$
• $y^2=155 x^6+56 x^5+45 x^4+128 x^3+116 x^2+78 x+91$
• $y^2=107 x^6+113 x^5+58 x^4+139 x^3+79 x^2+56 x+121$
• $y^2=21 x^6+10 x^5+56 x^4+164 x^3+2 x^2+26 x+27$
• $y^2=105 x^6+50 x^5+113 x^4+152 x^3+10 x^2+130 x+135$
• $y^2=126 x^6+41 x^5+134 x^4+125 x^3+76 x^2+97 x+84$
• $y^2=129 x^6+38 x^5+2 x^4+124 x^3+46 x^2+151 x+86$
• $y^2=28 x^6+160 x^5+79 x^4+124 x^3+92 x^2+87 x+8$
• $y^2=140 x^6+132 x^5+61 x^4+119 x^3+126 x^2+101 x+40$
• $y^2=67 x^6+17 x^5+32 x^4+87 x^3+164 x^2+109 x+128$
• $y^2=x^6+85 x^5+160 x^4+101 x^3+152 x^2+44 x+139$
• $y^2=118 x^6+137 x^5+14 x^4+142 x^3+14 x^2+137 x+118$
• $y^2=89 x^6+17 x^5+70 x^4+42 x^3+70 x^2+17 x+89$
• $y^2=12 x^6+x^5+29 x^4+55 x^3+63 x^2+145 x+49$
• $y^2=60 x^6+5 x^5+145 x^4+108 x^3+148 x^2+57 x+78$
• $y^2=16 x^6+118 x^5+11 x^4+3 x^3+5 x^2+114 x+40$
• $y^2=80 x^6+89 x^5+55 x^4+15 x^3+25 x^2+69 x+33$
• $y^2=83 x^6+22 x^5+29 x^4+108 x^3+117 x^2+59 x+21$
• $y^2=81 x^6+110 x^5+145 x^4+39 x^3+84 x^2+128 x+105$
• $y^2=155 x^6+160 x^5+157 x^4+12 x^3+67 x^2+67 x+53$
• $y^2=107 x^6+132 x^5+117 x^4+60 x^3+x^2+x+98$
• $y^2=133 x^6+84 x^5+40 x^4+68 x^3+75 x^2+58 x+98$
• $y^2=164 x^6+86 x^5+33 x^4+6 x^3+41 x^2+123 x+156$
• $y^2=27 x^6+15 x^5+162 x^4+78 x^3+162 x^2+15 x+27$
• $y^2=135 x^6+75 x^5+142 x^4+56 x^3+142 x^2+75 x+135$
• $y^2=23 x^6+59 x^5+160 x^4+92 x^3+160 x^2+59 x+23$
• $y^2=115 x^6+128 x^5+132 x^4+126 x^3+132 x^2+128 x+115$
• $y^2=128 x^6+42 x^5+27 x^4+53 x^3+66 x^2+2 x+137$
• $y^2=139 x^6+43 x^5+135 x^4+98 x^3+163 x^2+10 x+17$
• $y^2=17 x^6+51 x^4+45 x^3+49 x^2+134 x+115$
• $y^2=85 x^6+88 x^4+58 x^3+78 x^2+2 x+74$
• $y^2=159 x^6+27 x^5+88 x^4+37 x^3+139 x^2+120 x+100$
• $y^2=127 x^6+135 x^5+106 x^4+18 x^3+27 x^2+99 x+166$
• $y^2=164 x^6+153 x^5+88 x^4+60 x^3+113 x^2+81 x+90$
• $y^2=152 x^6+97 x^5+106 x^4+133 x^3+64 x^2+71 x+116$
• $y^2=164 x^6+99 x^5+136 x^4+61 x^3+34 x^2+119 x+120$
• $y^2=152 x^6+161 x^5+12 x^4+138 x^3+3 x^2+94 x+99$
• $y^2=131 x^6+132 x^5+82 x^4+66 x^3+74 x^2+67 x+26$
• $y^2=154 x^6+159 x^5+76 x^4+163 x^3+36 x^2+x+130$
• $y^2=44 x^6+133 x^5+43 x^4+84 x^3+50 x^2+149 x+79$
• $y^2=53 x^6+164 x^5+48 x^4+86 x^3+83 x^2+77 x+61$
• $y^2=160 x^6+125 x^5+69 x^4+140 x^3+144 x^2+130 x+147$
• $y^2=132 x^6+124 x^5+11 x^4+32 x^3+52 x^2+149 x+67$
• $y^2=18 x^5+137 x^4+28 x^3+137 x^2+18 x$
• $y^2=90 x^5+17 x^4+140 x^3+17 x^2+90 x$
• $y^2=32 x^6+2 x^5+91 x^4+54 x^3+49 x^2+17 x+43$
• $y^2=160 x^6+10 x^5+121 x^4+103 x^3+78 x^2+85 x+48$
• $y^2=28 x^6+101 x^5+136 x^4+28 x^3+111 x^2+53 x+10$
• $y^2=140 x^6+4 x^5+12 x^4+140 x^3+54 x^2+98 x+50$
• $y^2=92 x^6+72 x^5+58 x^4+22 x^3+58 x^2+72 x+92$
• $y^2=126 x^6+26 x^5+123 x^4+110 x^3+123 x^2+26 x+126$
• $y^2=7 x^6+7 x^5+112 x^4+5 x^3+73 x^2+93 x+90$
• $y^2=35 x^6+35 x^5+59 x^4+25 x^3+31 x^2+131 x+116$
• $y^2=144 x^6+2 x^5+46 x^4+4 x^3+140 x^2+77 x+29$
• $y^2=52 x^6+10 x^5+63 x^4+20 x^3+32 x^2+51 x+145$
• $y^2=121 x^6+26 x^5+45 x^4+101 x^3+47 x^2+128 x+95$
• $y^2=104 x^6+130 x^5+58 x^4+4 x^3+68 x^2+139 x+141$
• $y^2=127 x^6+137 x^5+90 x^4+47 x^3+152 x^2+152 x+135$
• $y^2=134 x^6+17 x^5+116 x^4+68 x^3+92 x^2+92 x+7$
• $y^2=64 x^6+49 x^5+154 x^4+114 x^3+59 x^2+141 x+66$
• $y^2=153 x^6+78 x^5+102 x^4+69 x^3+128 x^2+37 x+163$
• $y^2=55 x^6+29 x^5+103 x^4+79 x^3+60 x^2+10 x+13$
• $y^2=108 x^6+145 x^5+14 x^4+61 x^3+133 x^2+50 x+65$
• $y^2=147 x^6+63 x^5+59 x^4+129 x^3+46 x^2+60 x+28$
• $y^2=67 x^6+148 x^5+128 x^4+144 x^3+63 x^2+133 x+140$
• $y^2=81 x^6+124 x^5+46 x^4+91 x^3+123 x^2+89 x+43$
• $y^2=71 x^6+119 x^5+63 x^4+121 x^3+114 x^2+111 x+48$
• $y^2=10 x^6+23 x^5+133 x^4+92 x^3+21 x^2+155 x+57$
• $y^2=50 x^6+115 x^5+164 x^4+126 x^3+105 x^2+107 x+118$
• $y^2=x^6+141 x^5+51 x^4+72 x^3+133 x^2+81 x+51$
• $y^2=5 x^6+37 x^5+88 x^4+26 x^3+164 x^2+71 x+88$
• $y^2=92 x^6+110 x^5+131 x^4+165 x^3+135 x^2+133 x+114$
• $y^2=126 x^6+49 x^5+154 x^4+157 x^3+7 x^2+164 x+69$
• $y^2=20 x^6+147 x^5+110 x^4+29 x^3+68 x^2+30 x+106$
• $y^2=100 x^6+67 x^5+49 x^4+145 x^3+6 x^2+150 x+29$
• $y^2=66 x^6+146 x^5+6 x^4+101 x^3+80 x^2+157 x+72$
• $y^2=163 x^6+62 x^5+30 x^4+4 x^3+66 x^2+117 x+26$
• $y^2=105 x^6+89 x^5+97 x^4+92 x^3+97 x^2+89 x+105$
• $y^2=24 x^6+111 x^5+151 x^4+126 x^3+151 x^2+111 x+24$
• $y^2=36 x^6+101 x^5+63 x^4+160 x^3+61 x^2+55$
• $y^2=13 x^6+4 x^5+148 x^4+132 x^3+138 x^2+108$
• $y^2=19 x^6+46 x^5+19 x^4+92 x^3+91 x^2+119 x+110$
• $y^2=95 x^6+63 x^5+95 x^4+126 x^3+121 x^2+94 x+49$
• $y^2=162 x^6+121 x^5+53 x^4+x^3+60 x^2+71 x+158$
• $y^2=142 x^6+104 x^5+98 x^4+5 x^3+133 x^2+21 x+122$
• $y^2=91 x^6+15 x^5+71 x^4+108 x^3+81 x^2+90 x+119$
• $y^2=159 x^6+92 x^5+83 x^4+118 x^3+118 x^2+138 x+160$
• $y^2=127 x^6+126 x^5+81 x^4+89 x^3+89 x^2+22 x+132$
• $y^2=162 x^6+90 x^5+165 x^4+79 x^3+94 x^2+107 x+51$
• $y^2=132 x^6+27 x^5+129 x^4+20 x^3+15 x^2+98 x+98$
• $y^2=159 x^6+135 x^5+144 x^4+100 x^3+75 x^2+156 x+156$
• $y^2=9 x^6+157 x^5+79 x^4+59 x^3+84 x^2+146 x+50$
• $y^2=45 x^6+117 x^5+61 x^4+128 x^3+86 x^2+62 x+83$
• $y^2=47 x^6+10 x^5+43 x^4+64 x^3+156 x^2+149 x$
• $y^2=68 x^6+50 x^5+48 x^4+153 x^3+112 x^2+77 x$
• $y^2=115 x^6+67 x^5+105 x^4+47 x^3+81 x^2+83 x+148$
• $y^2=74 x^6+x^5+24 x^4+68 x^3+71 x^2+81 x+72$
• $y^2=14 x^6+30 x^5+67 x^4+22 x^3+55 x^2+52 x+80$
• $y^2=70 x^6+150 x^5+x^4+110 x^3+108 x^2+93 x+66$
• $y^2=105 x^6+134 x^5+13 x^4+112 x^3+113 x^2+91 x+38$
• $y^2=24 x^6+2 x^5+65 x^4+59 x^3+64 x^2+121 x+23$
• $y^2=109 x^6+89 x^5+35 x^4+81 x^3+95 x^2+156 x+132$
• $y^2=44 x^6+111 x^5+8 x^4+71 x^3+141 x^2+112 x+159$
• $y^2=36 x^6+90 x^5+10 x^4+94 x^3+125 x^2+71 x+156$
• $y^2=13 x^6+116 x^5+50 x^4+136 x^3+124 x^2+21 x+112$
• $y^2=131 x^6+93 x^5+128 x^4+51 x^3+17 x^2+102 x+144$
• $y^2=154 x^6+131 x^5+139 x^4+88 x^3+85 x^2+9 x+52$
• $y^2=117 x^6+145 x^5+82 x^4+26 x^3+34 x^2+4 x+154$
• $y^2=84 x^6+57 x^5+76 x^4+130 x^3+3 x^2+20 x+102$
• $y^2=155 x^6+116 x^5+29 x^4+42 x^3+81 x^2+88 x+76$
• $y^2=107 x^6+79 x^5+145 x^4+43 x^3+71 x^2+106 x+46$
• $y^2=60 x^6+100 x^5+97 x^4+116 x^3+39 x^2+151 x+12$
• $y^2=133 x^6+166 x^5+151 x^4+79 x^3+28 x^2+87 x+60$
• $y^2=156 x^6+47 x^5+74 x^4+29 x^3+86 x^2+108 x+52$
• $y^2=112 x^6+68 x^5+36 x^4+145 x^3+96 x^2+39 x+93$
• $y^2=138 x^6+101 x^5+84 x^4+27 x^3+142 x^2+10 x+25$
• $y^2=22 x^6+4 x^5+86 x^4+135 x^3+42 x^2+50 x+125$
• $y^2=72 x^6+67 x^5+150 x^4+97 x^3+119 x^2+124 x+66$
• $y^2=26 x^6+x^5+82 x^4+151 x^3+94 x^2+119 x+163$
• $y^2=114 x^6+63 x^5+49 x^4+8 x^3+39 x^2+78 x+108$
• $y^2=69 x^6+148 x^5+78 x^4+40 x^3+28 x^2+56 x+39$
• $y^2=12 x^6+15 x^5+35 x^4+123 x^3+71 x^2+114 x+144$
• $y^2=60 x^6+75 x^5+8 x^4+114 x^3+21 x^2+69 x+52$
• $y^2=21 x^6+75 x^5+132 x^4+28 x^3+43 x^2+15 x+91$
• $y^2=105 x^6+41 x^5+159 x^4+140 x^3+48 x^2+75 x+121$
• $y^2=81 x^6+115 x^5+67 x^4+140 x^3+127 x^2+127 x+74$
• $y^2=71 x^6+74 x^5+x^4+32 x^3+134 x^2+134 x+36$
• $y^2=133 x^6+3 x^5+75 x^4+19 x^3+140 x^2+13 x+146$
• $y^2=164 x^6+15 x^5+41 x^4+95 x^3+32 x^2+65 x+62$
• $y^2=98 x^6+114 x^5+102 x^4+82 x^3+102 x^2+114 x+98$
• $y^2=156 x^6+69 x^5+9 x^4+76 x^3+9 x^2+69 x+156$
• $y^2=76 x^6+22 x^5+12 x^4+116 x^3+8 x^2+84 x+72$
• $y^2=46 x^6+110 x^5+60 x^4+79 x^3+40 x^2+86 x+26$
• $y^2=42 x^6+165 x^5+106 x^4+2 x^3+106 x^2+165 x+42$
• $y^2=43 x^6+157 x^5+29 x^4+10 x^3+29 x^2+157 x+43$
• $y^2=83 x^6+24 x^5+108 x^4+9 x^3+2 x^2+44 x+16$
• $y^2=81 x^6+120 x^5+39 x^4+45 x^3+10 x^2+53 x+80$
• $y^2=133 x^6+61 x^5+63 x^4+70 x^3+141 x^2+132 x+37$
• $y^2=164 x^6+138 x^5+148 x^4+16 x^3+37 x^2+159 x+18$
• $y^2=17 x^6+110 x^5+39 x^4+154 x^3+55 x^2+133 x+1$
• $y^2=85 x^6+49 x^5+28 x^4+102 x^3+108 x^2+164 x+5$
• $y^2=60 x^6+135 x^5+19 x^4+44 x^3+8 x^2+92 x+109$
• $y^2=133 x^6+7 x^5+95 x^4+53 x^3+40 x^2+126 x+44$
• $y^2=31 x^6+91 x^5+123 x^4+99 x^3+87 x^2+114 x+27$
• $y^2=78 x^6+52 x^5+72 x^4+75 x^3+139 x^2+78 x+62$
• $y^2=56 x^6+93 x^5+26 x^4+41 x^3+27 x^2+56 x+143$
• $y^2=62 x^6+135 x^5+150 x^4+85 x^3+38 x^2+29 x+15$
• $y^2=143 x^6+7 x^5+82 x^4+91 x^3+23 x^2+145 x+75$
• $y^2=103 x^6+152 x^5+3 x^4+39 x^3+17 x^2+103 x+144$
• $y^2=14 x^6+92 x^5+15 x^4+28 x^3+85 x^2+14 x+52$
• $y^2=104 x^6+27 x^5+34 x^4+94 x^3+100 x^2+115 x+29$
• $y^2=19 x^6+135 x^5+3 x^4+136 x^3+166 x^2+74 x+145$
• $y^2=158 x^6+95 x^5+23 x^4+129 x^3+107 x^2+26 x+70$
• $y^2=122 x^6+141 x^5+115 x^4+144 x^3+34 x^2+130 x+16$
• $y^2=39 x^6+153 x^5+78 x^4+96 x^3+90 x^2+37 x+83$
• $y^2=28 x^6+97 x^5+56 x^4+146 x^3+116 x^2+18 x+81$
• $y^2=11 x^6+71 x^5+42 x^4+3 x^3+60 x^2+18 x+43$
• $y^2=55 x^6+21 x^5+43 x^4+15 x^3+133 x^2+90 x+48$
• $y^2=141 x^5+125 x^4+101 x^3+162 x^2+97 x+73$
• $y^2=37 x^5+124 x^4+4 x^3+142 x^2+151 x+31$
• $y^2=118 x^6+79 x^5+78 x^4+129 x^3+51 x^2+149 x+20$
• $y^2=89 x^6+61 x^5+56 x^4+144 x^3+88 x^2+77 x+100$
• $y^2=65 x^6+10 x^5+150 x^4+100 x^3+146 x^2+95 x+77$
• $y^2=158 x^6+50 x^5+82 x^4+166 x^3+62 x^2+141 x+51$
• $y^2=86 x^6+5 x^5+83 x^4+153 x^3+44 x^2+24 x+21$
• $y^2=96 x^6+25 x^5+81 x^4+97 x^3+53 x^2+120 x+105$
• $y^2=4 x^6+58 x^5+84 x^4+158 x^3+41 x^2+67 x+6$
• $y^2=20 x^6+123 x^5+86 x^4+122 x^3+38 x^2+x+30$
• $y^2=17 x^6+12 x^5+122 x^3+138 x^2+60 x+101$
• $y^2=85 x^6+60 x^5+109 x^3+22 x^2+133 x+4$
• $y^2=34 x^6+103 x^5+12 x^4+34 x^3+105 x^2+67 x$
• $y^2=3 x^6+14 x^5+60 x^4+3 x^3+24 x^2+x$
• $y^2=74 x^6+123 x^5+81 x^4+47 x^3+153 x^2+61 x+161$
• $y^2=36 x^6+114 x^5+71 x^4+68 x^3+97 x^2+138 x+137$
• $y^2=37 x^6+17 x^5+166 x^4+14 x^3+59 x^2+30 x+57$
• $y^2=18 x^6+85 x^5+162 x^4+70 x^3+128 x^2+150 x+118$
• $y^2=60 x^6+41 x^5+47 x^4+143 x^3+145 x^2+93 x+148$
• $y^2=133 x^6+38 x^5+68 x^4+47 x^3+57 x^2+131 x+72$
• $y^2=112 x^6+22 x^5+41 x^4+37 x^3+153 x^2+25 x+17$
• $y^2=59 x^6+110 x^5+38 x^4+18 x^3+97 x^2+125 x+85$
• $y^2=109 x^6+96 x^5+136 x^4+66 x^3+79 x^2+122 x+104$
• $y^2=44 x^6+146 x^5+12 x^4+163 x^3+61 x^2+109 x+19$
• $y^2=53 x^6+21 x^5+99 x^4+14 x^3+157 x^2+11 x+67$
• $y^2=98 x^6+105 x^5+161 x^4+70 x^3+117 x^2+55 x+1$
• $y^2=123 x^6+117 x^5+114 x^4+138 x^3+97 x^2+149 x+72$
• $y^2=114 x^6+84 x^5+69 x^4+22 x^3+151 x^2+77 x+26$
• $y^2=89 x^6+79 x^5+74 x^4+104 x^3+132 x^2+136 x+7$
• $y^2=111 x^6+61 x^5+36 x^4+19 x^3+159 x^2+12 x+35$
• $y^2=163 x^6+40 x^5+165 x^4+31 x^3+165 x^2+6 x+90$
• $y^2=147 x^6+33 x^5+157 x^4+155 x^3+157 x^2+30 x+116$
• $y^2=154 x^6+17 x^5+154 x^4+36 x^3+138 x^2+58 x+32$
• $y^2=102 x^6+85 x^5+102 x^4+13 x^3+22 x^2+123 x+160$
• $y^2=10 x^6+20 x^5+13 x^4+108 x^3+111 x^2+78 x+6$
• $y^2=50 x^6+100 x^5+65 x^4+39 x^3+54 x^2+56 x+30$
• $y^2=50 x^6+42 x^5+160 x^4+27 x^3+40 x^2+162 x+21$
• $y^2=83 x^6+43 x^5+132 x^4+135 x^3+33 x^2+142 x+105$
• $y^2=98 x^6+68 x^5+45 x^4+10 x^3+45 x^2+68 x+98$
• $y^2=156 x^6+6 x^5+58 x^4+50 x^3+58 x^2+6 x+156$
• $y^2=99 x^6+147 x^5+85 x^4+102 x^3+132 x^2+123 x+66$
• $y^2=161 x^6+67 x^5+91 x^4+9 x^3+159 x^2+114 x+163$
• $y^2=125 x^6+145 x^5+26 x^4+96 x^3+9 x^2+85 x+37$
• $y^2=124 x^6+57 x^5+130 x^4+146 x^3+45 x^2+91 x+18$
• $y^2=31 x^6+124 x^5+41 x^4+51 x^3+135 x^2+79 x+6$
• $y^2=155 x^6+119 x^5+38 x^4+88 x^3+7 x^2+61 x+30$
• $y^2=149 x^6+4 x^5+95 x^4+162 x^3+154 x^2+88 x+29$
• $y^2=77 x^6+20 x^5+141 x^4+142 x^3+102 x^2+106 x+145$
• $y^2=13 x^6+102 x^5+139 x^4+163 x^3+139 x^2+102 x+13$
• $y^2=65 x^6+9 x^5+27 x^4+147 x^3+27 x^2+9 x+65$
• $y^2=158 x^6+132 x^5+105 x^4+141 x^3+36 x^2+70 x+15$
• $y^2=122 x^6+159 x^5+24 x^4+37 x^3+13 x^2+16 x+75$
• $y^2=89 x^6+35 x^5+93 x^4+156 x^3+131 x^2+69 x+102$
• $y^2=111 x^6+8 x^5+131 x^4+112 x^3+154 x^2+11 x+9$
• $y^2=107 x^6+67 x^5+142 x^4+116 x^3+95 x^2+59 x+126$
• $y^2=34 x^6+x^5+42 x^4+79 x^3+141 x^2+128 x+129$
• $y^2=71 x^6+6 x^5+63 x^4+60 x^3+88 x^2+148 x+3$
• $y^2=21 x^6+30 x^5+148 x^4+133 x^3+106 x^2+72 x+15$
• $y^2=61 x^6+54 x^5+108 x^4+147 x^3+147 x^2+107 x+150$
• $y^2=138 x^6+103 x^5+39 x^4+67 x^3+67 x^2+34 x+82$
• $y^2=151 x^6+18 x^5+49 x^4+146 x^2+79 x+5$
• $y^2=87 x^6+90 x^5+78 x^4+62 x^2+61 x+25$
• $y^2=140 x^6+166 x^5+150 x^4+125 x^3+73 x^2+112 x+56$
• $y^2=32 x^6+162 x^5+82 x^4+124 x^3+31 x^2+59 x+113$
• $y^2=16 x^6+161 x^5+165 x^4+36 x^3+160 x^2+10 x+27$
• $y^2=80 x^6+137 x^5+157 x^4+13 x^3+132 x^2+50 x+135$
• $y^2=67 x^6+151 x^5+27 x^4+80 x^3+51 x^2+78 x+29$
• $y^2=x^6+87 x^5+135 x^4+66 x^3+88 x^2+56 x+145$
• $y^2=107 x^6+45 x^5+25 x^4+29 x^3+123 x^2+6 x+69$
• $y^2=34 x^6+58 x^5+125 x^4+145 x^3+114 x^2+30 x+11$
• $y^2=2 x^6+50 x^5+37 x^4+79 x^3+70 x^2+52 x+12$
• $y^2=10 x^6+83 x^5+18 x^4+61 x^3+16 x^2+93 x+60$
• $y^2=99 x^6+47 x^5+70 x^4+97 x^3+81 x^2+117 x+126$
• $y^2=161 x^6+68 x^5+16 x^4+151 x^3+71 x^2+84 x+129$
• $y^2=153 x^6+141 x^5+4 x^4+139 x^3+116 x^2+79 x+138$
• $y^2=97 x^6+37 x^5+20 x^4+27 x^3+79 x^2+61 x+22$
• $y^2=127 x^6+161 x^5+70 x^4+5 x^3+57 x^2+46 x+32$
• $y^2=134 x^6+137 x^5+16 x^4+25 x^3+118 x^2+63 x+160$
• $y^2=30 x^6+56 x^5+35 x^4+106 x^3+113 x^2+114 x+145$
• $y^2=150 x^6+113 x^5+8 x^4+29 x^3+64 x^2+69 x+57$
• $y^2=68 x^6+74 x^5+6 x^4+57 x^3+26 x^2+160 x+41$
• $y^2=6 x^6+36 x^5+30 x^4+118 x^3+130 x^2+132 x+38$
• $y^2=16 x^6+144 x^5+47 x^4+150 x^3+92 x^2+115 x+22$
• $y^2=80 x^6+52 x^5+68 x^4+82 x^3+126 x^2+74 x+110$
• $y^2=57 x^6+112 x^5+82 x^4+143 x^3+106 x^2+76 x+158$
• $y^2=118 x^6+59 x^5+76 x^4+47 x^3+29 x^2+46 x+122$
• $y^2=34 x^6+160 x^5+162 x^4+73 x^3+95 x^2+73 x+85$
• $y^2=3 x^6+132 x^5+142 x^4+31 x^3+141 x^2+31 x+91$
• $y^2=95 x^6+15 x^5+83 x^4+125 x^3+90 x^2+34 x+66$
• $y^2=141 x^6+75 x^5+81 x^4+124 x^3+116 x^2+3 x+163$
• $y^2=148 x^6+143 x^5+42 x^4+113 x^3+131 x^2+39 x+82$
• $y^2=72 x^6+47 x^5+43 x^4+64 x^3+154 x^2+28 x+76$
• $y^2=86 x^6+99 x^5+135 x^4+105 x^3+84 x^2+70 x+149$
• $y^2=96 x^6+161 x^5+7 x^4+24 x^3+86 x^2+16 x+77$
• $y^2=140 x^6+16 x^5+13 x^4+24 x^3+63 x+81$
• $y^2=32 x^6+80 x^5+65 x^4+120 x^3+148 x+71$
• $y^2=163 x^6+113 x^5+27 x^4+10 x^3+107 x^2+46 x+34$
• $y^2=147 x^6+64 x^5+135 x^4+50 x^3+34 x^2+63 x+3$
• $y^2=49 x^6+155 x^5+95 x^4+47 x^3+150 x^2+132 x+11$
• $y^2=78 x^6+107 x^5+141 x^4+68 x^3+82 x^2+159 x+55$
• $y^2=72 x^6+52 x^5+20 x^4+80 x^3+40 x^2+14 x+147$
• $y^2=26 x^6+93 x^5+100 x^4+66 x^3+33 x^2+70 x+67$
• $y^2=88 x^6+42 x^5+85 x^4+24 x^2+58 x+17$
• $y^2=106 x^6+43 x^5+91 x^4+120 x^2+123 x+85$
• $y^2=15 x^6+94 x^5+78 x^4+116 x^3+77 x^2+6 x+117$
• $y^2=75 x^6+136 x^5+56 x^4+79 x^3+51 x^2+30 x+84$
• $y^2=26 x^6+75 x^5+77 x^4+102 x^3+38 x^2+48 x+7$
• $y^2=130 x^6+41 x^5+51 x^4+9 x^3+23 x^2+73 x+35$
• $y^2=22 x^6+143 x^5+7 x^4+115 x^3+166 x^2+45 x+52$
• $y^2=110 x^6+47 x^5+35 x^4+74 x^3+162 x^2+58 x+93$
• $y^2=57 x^6+74 x^5+80 x^4+9 x^3+154 x^2+75 x+133$
• $y^2=118 x^6+36 x^5+66 x^4+45 x^3+102 x^2+41 x+164$
• $y^2=39 x^6+145 x^5+5 x^4+117 x^3+44 x^2+112 x+119$
• $y^2=28 x^6+57 x^5+25 x^4+84 x^3+53 x^2+59 x+94$
• $y^2=42 x^6+90 x^5+127 x^4+159 x^3+22 x^2+62 x+59$
• $y^2=43 x^6+116 x^5+134 x^4+127 x^3+110 x^2+143 x+128$
• $y^2=108 x^6+149 x^5+75 x^4+152 x^3+22 x^2+46 x+82$
• $y^2=39 x^6+77 x^5+41 x^4+92 x^3+110 x^2+63 x+76$
• $y^2=139 x^6+3 x^5+10 x^4+14 x^3+25 x^2+126 x+109$
• $y^2=27 x^6+15 x^5+50 x^4+70 x^3+125 x^2+129 x+44$
• $y^2=77 x^6+132 x^5+99 x^4+56 x^3+155 x^2+42 x+146$
• $y^2=51 x^6+159 x^5+161 x^4+113 x^3+107 x^2+43 x+62$
• $y^2=66 x^6+100 x^5+32 x^4+69 x^3+118 x^2+5 x+75$
• $y^2=163 x^6+166 x^5+160 x^4+11 x^3+89 x^2+25 x+41$
• $y^2=50 x^6+135 x^5+24 x^4+43 x^3+85 x^2+97 x+87$
• $y^2=83 x^6+7 x^5+120 x^4+48 x^3+91 x^2+151 x+101$
• $y^2=59 x^6+129 x^5+101 x^4+88 x^3+106 x^2+64 x+102$
• $y^2=23 x^6+127 x^5+20 x^4+98 x^3+43 x^2+78 x+134$
• $y^2=115 x^6+134 x^5+100 x^4+156 x^3+48 x^2+56 x+2$
• $y^2=163 x^6+6 x^5+116 x^4+36 x^3+134 x^2+162 x+48$
• $y^2=162 x^6+60 x^5+38 x^4+75 x^3+77 x^2+68 x+18$
• $y^2=142 x^6+133 x^5+23 x^4+41 x^3+51 x^2+6 x+90$
• $y^2=53 x^6+135 x^5+25 x^4+81 x^2+53 x+87$
• $y^2=98 x^6+7 x^5+125 x^4+71 x^2+98 x+101$
• $y^2=27 x^6+146 x^5+104 x^4+55 x^3+74 x^2+112 x+92$
• $y^2=135 x^6+62 x^5+19 x^4+108 x^3+36 x^2+59 x+126$
• $y^2=19 x^6+21 x^5+95 x^4+144 x^3+102 x^2+150 x+98$
• $y^2=95 x^6+105 x^5+141 x^4+52 x^3+9 x^2+82 x+156$
• $y^2=117 x^6+92 x^5+105 x^4+101 x^3+105 x^2+92 x+117$
• $y^2=84 x^6+126 x^5+24 x^4+4 x^3+24 x^2+126 x+84$
• $y^2=81 x^6+49 x^5+20 x^4+2 x^3+51 x^2+140 x+159$
• $y^2=20 x^6+36 x^5+79 x^4+75 x^3+145 x^2+137 x+142$
• $y^2=100 x^6+13 x^5+61 x^4+41 x^3+57 x^2+17 x+42$
• $y^2=71 x^6+42 x^5+135 x^4+61 x^3+30 x^2+32 x+32$
• $y^2=21 x^6+43 x^5+7 x^4+138 x^3+150 x^2+160 x+160$
• $y^2=119 x^6+75 x^5+68 x^4+31 x^3+155 x^2+27 x+94$
• $y^2=94 x^6+41 x^5+6 x^4+155 x^3+107 x^2+135 x+136$
• $y^2=122 x^6+23 x^5+54 x^4+54 x^3+136 x^2+49 x+116$
• $y^2=109 x^6+115 x^5+103 x^4+103 x^3+12 x^2+78 x+79$
• $y^2=42 x^6+53 x^5+37 x^4+16 x^3+159 x^2+23 x+166$
• $y^2=43 x^6+98 x^5+18 x^4+80 x^3+127 x^2+115 x+162$
• $y^2=36 x^6+16 x^5+46 x^4+30 x^3+37 x^2+139 x+14$
• $y^2=13 x^6+80 x^5+63 x^4+150 x^3+18 x^2+27 x+70$
• $y^2=84 x^6+14 x^5+20 x^4+91 x^3+11 x^2+112 x+20$
• $y^2=86 x^6+70 x^5+100 x^4+121 x^3+55 x^2+59 x+100$
• $y^2=101 x^6+158 x^5+65 x^4+122 x^3+35 x^2+109 x+147$
• $y^2=4 x^6+122 x^5+158 x^4+109 x^3+8 x^2+44 x+67$
• $y^2=150 x^5+45 x^4+70 x^3+132 x^2+30 x+36$
• $y^2=82 x^5+58 x^4+16 x^3+159 x^2+150 x+13$
• $y^2=92 x^6+30 x^5+144 x^4+123 x^3+65 x^2+26 x+42$
• $y^2=126 x^6+150 x^5+52 x^4+114 x^3+158 x^2+130 x+43$
• $y^2=153 x^6+115 x^5+33 x^4+9 x^3+29 x^2+82 x+125$
• $y^2=97 x^6+74 x^5+165 x^4+45 x^3+145 x^2+76 x+124$
• $y^2=123 x^6+81 x^5+22 x^4+43 x^3+39 x^2+7 x+9$
• $y^2=114 x^6+71 x^5+110 x^4+48 x^3+28 x^2+35 x+45$
• $y^2=70 x^6+80 x^5+96 x^4+160 x^3+38 x^2+67 x+78$
• $y^2=16 x^6+66 x^5+146 x^4+132 x^3+23 x^2+x+56$
• $y^2=9 x^6+95 x^5+81 x^4+130 x^3+5 x^2+85 x+42$
• $y^2=45 x^6+141 x^5+71 x^4+149 x^3+25 x^2+91 x+43$
• $y^2=110 x^6+57 x^5+99 x^4+58 x^3+144 x^2+162 x+68$
• $y^2=49 x^6+118 x^5+161 x^4+123 x^3+52 x^2+142 x+6$
• $y^2=105 x^6+95 x^5+142 x^4+98 x^3+15 x^2+158 x+50$
• $y^2=132 x^6+73 x^5+145 x^4+54 x^3+106 x^2+129 x+48$
• $y^2=159 x^6+31 x^5+57 x^4+103 x^3+29 x^2+144 x+73$
• $y^2=85 x^6+105 x^5+164 x^4+26 x^3+143 x^2+54 x+69$
• $y^2=91 x^6+24 x^5+152 x^4+130 x^3+47 x^2+103 x+11$
• $y^2=128 x^6+58 x^5+62 x^4+58 x^3+132 x^2+165 x+43$
• $y^2=13 x^6+49 x^4+78 x^2+122$
• $y^2=156 x^6+148 x^4+72 x^2+128$
• $y^2=25 x^6+19 x^5+144 x^4+105 x^3+122 x^2+52 x+49$
• $y^2=125 x^6+95 x^5+52 x^4+24 x^3+109 x^2+93 x+78$
• $y^2=129 x^6+120 x^5+10 x^4+120 x^3+101 x^2+75 x+137$
• $y^2=144 x^6+99 x^5+50 x^4+99 x^3+4 x^2+41 x+17$
• $y^2=145 x^6+131 x^5+53 x^4+94 x^3+97 x^2+137 x+26$
• $y^2=57 x^6+154 x^5+98 x^4+136 x^3+151 x^2+17 x+130$
• $y^2=83 x^6+97 x^5+81 x^4+74 x^3+166 x^2+71 x+141$
• $y^2=81 x^6+151 x^5+71 x^4+36 x^3+162 x^2+21 x+37$
• $y^2=58 x^6+30 x^5+70 x^4+120 x^3+60 x^2+12 x+135$
• $y^2=123 x^6+150 x^5+16 x^4+99 x^3+133 x^2+60 x+7$
• $y^2=84 x^6+70 x^5+122 x^4+65 x^3+117 x^2+154 x+12$
• $y^2=86 x^6+16 x^5+109 x^4+158 x^3+84 x^2+102 x+60$
• $y^2=31 x^6+45 x^5+162 x^4+32 x^3+25 x^2+54 x+27$
• $y^2=155 x^6+58 x^5+142 x^4+160 x^3+125 x^2+103 x+135$
• $y^2=26 x^6+85 x^5+13 x^4+140 x^3+159 x^2+13 x+12$
• $y^2=130 x^6+91 x^5+65 x^4+32 x^3+127 x^2+65 x+60$
• $y^2=36 x^6+146 x^5+26 x^4+32 x^3+118 x^2+3 x+153$
• $y^2=13 x^6+62 x^5+130 x^4+160 x^3+89 x^2+15 x+97$
• $y^2=75 x^6+72 x^5+158 x^4+129 x^3+18 x^2+137 x+164$
• $y^2=41 x^6+26 x^5+122 x^4+144 x^3+90 x^2+17 x+152$
• $y^2=157 x^5+119 x^4+112 x^3+129 x^2+94 x+110$
• $y^2=117 x^5+94 x^4+59 x^3+144 x^2+136 x+49$
• $y^2=5 x^6+142 x^5+96 x^4+110 x^3+104 x^2+30 x+60$
• $y^2=25 x^6+42 x^5+146 x^4+49 x^3+19 x^2+150 x+133$
• $y^2=113 x^6+131 x^5+116 x^4+12 x^3+159 x^2+5 x+88$
• $y^2=64 x^6+154 x^5+79 x^4+60 x^3+127 x^2+25 x+106$
• $y^2=10 x^6+9 x^5+81 x^4+136 x^3+155 x^2+27 x+144$
• $y^2=147 x^6+37 x^5+126 x^4+71 x^3+103 x^2+116 x+79$
• $y^2=67 x^6+18 x^5+129 x^4+21 x^3+14 x^2+79 x+61$
• $y^2=123 x^6+13 x^5+104 x^4+50 x^3+154 x^2+164 x+91$
• $y^2=114 x^6+65 x^5+19 x^4+83 x^3+102 x^2+152 x+121$
• $y^2=63 x^6+6 x^5+97 x^4+39 x^3+24 x^2+113 x+163$
• $y^2=148 x^6+30 x^5+151 x^4+28 x^3+120 x^2+64 x+147$
• $y^2=116 x^5+64 x^4+81 x^3+146 x^2+55 x+58$
• $y^2=79 x^5+153 x^4+71 x^3+62 x^2+108 x+123$
• $y^2=56 x^6+113 x^5+121 x^4+94 x^3+10 x^2+40 x+33$
• $y^2=113 x^6+64 x^5+104 x^4+136 x^3+50 x^2+33 x+165$
• $y^2=37 x^6+67 x^5+66 x^4+45 x^3+120 x^2+114 x+93$
• $y^2=18 x^6+x^5+163 x^4+58 x^3+99 x^2+69 x+131$
• $y^2=21 x^6+136 x^5+53 x^4+8 x^3+162 x^2+163 x+1$
• $y^2=105 x^6+12 x^5+98 x^4+40 x^3+142 x^2+147 x+5$
• $y^2=23 x^6+6 x^5+22 x^4+162 x^3+76 x^2+133 x+62$
• $y^2=115 x^6+30 x^5+110 x^4+142 x^3+46 x^2+164 x+143$
• $y^2=133 x^6+62 x^5+68 x^4+97 x^3+7 x^2+115 x+143$
• $y^2=8 x^6+42 x^5+10 x^4+6 x^3+19 x^2+63 x+111$
• $y^2=40 x^6+43 x^5+50 x^4+30 x^3+95 x^2+148 x+54$
• $y^2=140 x^6+47 x^5+89 x^4+3 x^3+94 x^2+99 x+90$
• $y^2=32 x^6+68 x^5+111 x^4+15 x^3+136 x^2+161 x+116$
• $y^2=105 x^6+154 x^5+22 x^4+19 x^3+72 x^2+110 x+60$
• $y^2=24 x^6+102 x^5+110 x^4+95 x^3+26 x^2+49 x+133$
• $y^2=41 x^6+29 x^5+92 x^4+112 x^3+91 x^2+5 x+147$
• $y^2=38 x^6+145 x^5+126 x^4+59 x^3+121 x^2+25 x+67$
• $y^2=126 x^6+117 x^5+54 x^4+72 x^3+93 x^2+66 x+27$
• $y^2=129 x^6+84 x^5+103 x^4+26 x^3+131 x^2+163 x+135$
• $y^2=9 x^6+33 x^5+156 x^4+154 x^3+89 x^2+124 x+100$
• $y^2=45 x^6+165 x^5+112 x^4+102 x^3+111 x^2+119 x+166$
• $y^2=28 x^6+110 x^5+106 x^3+74 x^2+152 x+143$
• $y^2=140 x^6+49 x^5+29 x^3+36 x^2+92 x+47$
• $y^2=109 x^6+18 x^5+87 x^4+129 x^3+37 x^2+67 x+25$
• $y^2=44 x^6+90 x^5+101 x^4+144 x^3+18 x^2+x+125$
• $y^2=97 x^6+5 x^5+42 x^4+4 x^3+45 x^2+10 x+17$
• $y^2=22 x^6+37 x^5+26 x^4+106 x^3+30 x^2+126 x+18$
• $y^2=121 x^6+95 x^5+48 x^4+106 x^3+61 x^2+113 x+134$
• $y^2=104 x^6+141 x^5+73 x^4+29 x^3+138 x^2+64 x+2$
• $y^2=x^6+x^3+66$
• $y^2=5 x^6+5 x^3+163$
• $y^2=129 x^6+61 x^5+61 x^4+87 x^3+5 x^2+159 x+88$
• $y^2=144 x^6+138 x^5+138 x^4+101 x^3+25 x^2+127 x+106$
• $y^2=122 x^6+30 x^5+112 x^4+93 x^3+12 x^2+132 x+55$
• $y^2=109 x^6+150 x^5+59 x^4+131 x^3+60 x^2+159 x+108$
• $y^2=66 x^6+41 x^5+97 x^4+57 x^3+15 x^2+50 x+74$
• $y^2=163 x^6+38 x^5+151 x^4+118 x^3+75 x^2+83 x+36$
• $y^2=159 x^6+17 x^5+125 x^4+21 x^3+13 x^2+23 x+141$
• $y^2=127 x^6+85 x^5+124 x^4+105 x^3+65 x^2+115 x+37$
• $y^2=81 x^6+111 x^5+59 x^4+35 x^3+45 x^2+150 x+18$
• $y^2=71 x^6+54 x^5+128 x^4+8 x^3+58 x^2+82 x+90$
• $y^2=23 x^6+46 x^5+98 x^4+71 x^3+42 x^2+158 x+40$
• $y^2=115 x^6+63 x^5+156 x^4+21 x^3+43 x^2+122 x+33$
• $y^2=166 x^6+97 x^5+79 x^4+67 x^3+147 x^2+44 x+24$
• $y^2=18 x^6+5 x^5+2 x^4+106 x^3+96 x^2+94 x+98$
• $y^2=90 x^6+25 x^5+10 x^4+29 x^3+146 x^2+136 x+156$
• $y^2=77 x^6+110 x^5+126 x^3+5 x^2+24 x+118$
• $y^2=51 x^6+49 x^5+129 x^3+25 x^2+120 x+89$
• $y^2=68 x^6+100 x^5+142 x^4+164 x^3+138 x^2+77 x+45$
• $y^2=6 x^6+166 x^5+42 x^4+152 x^3+22 x^2+51 x+58$
• $y^2=72 x^6+102 x^5+16 x^4+17 x^3+15 x^2+112 x+1$
• $y^2=26 x^6+9 x^5+80 x^4+85 x^3+75 x^2+59 x+5$
• $y^2=28 x^6+63 x^5+118 x^4+41 x^3+134 x^2+85 x+8$
• $y^2=140 x^6+148 x^5+89 x^4+38 x^3+2 x^2+91 x+40$
• $y^2=97 x^6+83 x^5+72 x^4+59 x^3+72 x^2+83 x+97$
• $y^2=151 x^6+81 x^5+26 x^4+128 x^3+26 x^2+81 x+151$
• $y^2=139 x^6+72 x^5+92 x^4+47 x^3+92 x^2+72 x+139$
• $y^2=27 x^6+26 x^5+126 x^4+68 x^3+126 x^2+26 x+27$
• $y^2=103 x^6+93 x^5+26 x^4+92 x^3+51 x^2+154 x+123$
• $y^2=14 x^6+131 x^5+130 x^4+126 x^3+88 x^2+102 x+114$
• $y^2=22 x^6+17 x^5+99 x^4+109 x^3+159 x^2+30 x+96$
• $y^2=110 x^6+85 x^5+161 x^4+44 x^3+127 x^2+150 x+146$
• $y^2=62 x^6+160 x^4+132 x^2+68$
• $y^2=107 x^6+37 x^4+18 x^2+15$
• $y^2=111 x^6+126 x^5+74 x^4+5 x^3+22 x^2+137 x+144$
• $y^2=54 x^6+129 x^5+36 x^4+25 x^3+110 x^2+17 x+52$
• $y^2=84 x^6+134 x^5+31 x^4+75 x^3+130 x^2+101 x+59$
• $y^2=86 x^6+2 x^5+155 x^4+41 x^3+149 x^2+4 x+128$
• $y^2=145 x^6+29 x^5+91 x^4+108 x^3+91 x^2+29 x+145$
• $y^2=57 x^6+145 x^5+121 x^4+39 x^3+121 x^2+145 x+57$
• $y^2=94 x^6+97 x^5+80 x^4+85 x^3+80 x^2+97 x+94$
• $y^2=136 x^6+151 x^5+66 x^4+91 x^3+66 x^2+151 x+136$
• $y^2=159 x^6+27 x^5+110 x^4+40 x^3+136 x^2+157 x+118$
• $y^2=127 x^6+135 x^5+49 x^4+33 x^3+12 x^2+117 x+89$
• $y^2=114 x^6+94 x^5+126 x^4+140 x^3+57 x^2+46 x+148$
• $y^2=69 x^6+136 x^5+129 x^4+32 x^3+118 x^2+63 x+72$
• $y^2=124 x^6+62 x^5+81 x^4+141 x^3+48 x^2+155 x+110$
• $y^2=119 x^6+143 x^5+71 x^4+37 x^3+73 x^2+107 x+49$
• $y^2=83 x^6+143 x^5+158 x^4+154 x^3+37 x^2+145 x+158$
• $y^2=81 x^6+47 x^5+122 x^4+102 x^3+18 x^2+57 x+122$
• $y^2=x^6+x^3+81$
• $y^2=5 x^6+5 x^3+71$
• $y^2=29 x^6+101 x^5+47 x^4+52 x^3+95 x^2+23 x+41$
• $y^2=58 x^6+3 x^5+130 x^4+117 x^3+70 x^2+54 x+44$
• $y^2=123 x^6+15 x^5+149 x^4+84 x^3+16 x^2+103 x+53$
• $y^2=128 x^6+99 x^5+56 x^4+85 x^3+21 x^2+20 x+97$
• $y^2=139 x^6+161 x^5+113 x^4+91 x^3+105 x^2+100 x+151$
• $y^2=134 x^6+86 x^5+15 x^4+23 x^3+135 x^2+28 x+151$
• $y^2=2 x^6+96 x^5+75 x^4+115 x^3+7 x^2+140 x+87$
• $y^2=94 x^6+31 x^5+157 x^4+116 x^3+156 x^2+71 x+72$
• $y^2=136 x^6+155 x^5+117 x^4+79 x^3+112 x^2+21 x+26$
• $y^2=73 x^6+110 x^5+79 x^4+72 x^3+44 x^2+58 x+71$
• $y^2=31 x^6+49 x^5+61 x^4+26 x^3+53 x^2+123 x+21$
• $y^2=x^6+47 x^5+104 x^4+48 x^3+156 x^2+120 x+75$
• $y^2=5 x^6+68 x^5+19 x^4+73 x^3+112 x^2+99 x+41$
• $y^2=161 x^6+48 x^5+149 x^4+79 x^3+82 x^2+98 x+94$
• $y^2=137 x^6+73 x^5+77 x^4+61 x^3+76 x^2+156 x+136$
• $y^2=16 x^6+27 x^5+162 x^4+135 x^3+86 x^2+82 x+10$
• $y^2=80 x^6+135 x^5+142 x^4+7 x^3+96 x^2+76 x+50$
• $y^2=126 x^6+145 x^5+125 x^4+145 x^3+154 x^2+31 x+10$
• $y^2=129 x^6+57 x^5+124 x^4+57 x^3+102 x^2+155 x+50$
• $y^2=6 x^6+47 x^5+124 x^4+9 x^3+38 x^2+132 x+69$
• $y^2=13 x^6+66 x^5+113 x^4+124 x^3+44 x^2+61 x+50$
• $y^2=108 x^6+64 x^5+99 x^4+106 x^3+99 x^2+64 x+108$
• $y^2=39 x^6+153 x^5+161 x^4+29 x^3+161 x^2+153 x+39$
• $y^2=23 x^6+18 x^5+13 x^4+137 x^3+80 x^2+28 x+137$
• $y^2=115 x^6+90 x^5+65 x^4+17 x^3+66 x^2+140 x+17$
• $y^2=70 x^6+42 x^5+6 x^4+5 x^3+21 x^2+72 x+75$
• $y^2=16 x^6+43 x^5+30 x^4+25 x^3+105 x^2+26 x+41$
• $y^2=81 x^6+16 x^5+139 x^4+88 x^3+78 x^2+x+116$
• $y^2=71 x^6+80 x^5+27 x^4+106 x^3+56 x^2+5 x+79$
• $y^2=123 x^6+32 x^5+93 x^4+7 x^3+65 x^2+73 x+77$
• $y^2=114 x^6+160 x^5+131 x^4+35 x^3+158 x^2+31 x+51$
• $y^2=60 x^6+44 x^5+27 x^4+2 x^3+7 x^2+154 x+57$
• $y^2=133 x^6+53 x^5+135 x^4+10 x^3+35 x^2+102 x+118$
• $y^2=35 x^6+140 x^5+53 x^4+66 x^3+53 x^2+140 x+35$
• $y^2=8 x^6+32 x^5+98 x^4+163 x^3+98 x^2+32 x+8$
• $y^2=128 x^6+55 x^5+85 x^4+39 x^3+24 x^2+6 x+165$
• $y^2=139 x^6+108 x^5+91 x^4+28 x^3+120 x^2+30 x+157$
• $y^2=133 x^6+94 x^5+106 x^4+40 x^3+18 x^2+126 x+103$
• $y^2=164 x^6+136 x^5+29 x^4+33 x^3+90 x^2+129 x+14$
• $y^2=130 x^6+95 x^5+17 x^4+143 x^3+12 x^2+67 x+102$
• $y^2=149 x^6+141 x^5+85 x^4+47 x^3+60 x^2+x+9$
• $y^2=151 x^6+75 x^5+9 x^4+124 x^3+9 x^2+75 x+151$
• $y^2=87 x^6+41 x^5+45 x^4+119 x^3+45 x^2+41 x+87$
• $y^2=75 x^6+116 x^5+158 x^4+3 x^3+37 x^2+130$
• $y^2=41 x^6+79 x^5+122 x^4+15 x^3+18 x^2+149$
• $y^2=50 x^6+41 x^5+71 x^4+7 x^3+147 x^2+52 x+1$
• $y^2=83 x^6+38 x^5+21 x^4+35 x^3+67 x^2+93 x+5$
• $y^2=147 x^6+156 x^5+77 x^4+125 x^3+53 x^2+159 x+17$
• $y^2=49 x^6+42 x^5+33 x^4+123 x^3+58 x^2+4 x+14$
• $y^2=78 x^6+43 x^5+165 x^4+114 x^3+123 x^2+20 x+70$
• $y^2=96 x^6+6 x^5+143 x^4+139 x^3+68 x^2+132 x+151$
• $y^2=146 x^6+30 x^5+47 x^4+27 x^3+6 x^2+159 x+87$
• $y^2=51 x^6+50 x^5+25 x^4+91 x^3+92 x^2+90 x+28$
• $y^2=88 x^6+83 x^5+125 x^4+121 x^3+126 x^2+116 x+140$
• $y^2=79 x^6+28 x^5+91 x^4+17 x^3+96 x^2+53 x+111$
• $y^2=61 x^6+140 x^5+121 x^4+85 x^3+146 x^2+98 x+54$
• $y^2=5 x^6+93 x^5+145 x^4+51 x^3+47 x^2+89 x+114$
• $y^2=25 x^6+131 x^5+57 x^4+88 x^3+68 x^2+111 x+69$
• $y^2=111 x^6+106 x^5+106 x^4+21 x^3+144 x^2+96 x+140$
• $y^2=54 x^6+29 x^5+29 x^4+105 x^3+52 x^2+146 x+32$
• $y^2=139 x^6+8 x^5+64 x^4+161 x^3+64 x^2+69 x+164$
• $y^2=27 x^6+40 x^5+153 x^4+137 x^3+153 x^2+11 x+152$
• $y^2=24 x^6+132 x^5+84 x^4+75 x^3+92 x^2+161 x+151$
• $y^2=120 x^6+159 x^5+86 x^4+41 x^3+126 x^2+137 x+87$
• $y^2=138 x^6+156 x^5+100 x^4+27 x^3+92 x^2+99 x+39$
• $y^2=22 x^6+112 x^5+166 x^4+135 x^3+126 x^2+161 x+28$
• $y^2=7 x^6+157 x^5+110 x^4+161 x^3+165 x^2+9 x+59$
• $y^2=35 x^6+117 x^5+49 x^4+137 x^3+157 x^2+45 x+128$
• $y^2=44 x^6+61 x^5+130 x^4+132 x^3+114 x^2+66 x+42$
• $y^2=53 x^6+138 x^5+149 x^4+159 x^3+69 x^2+163 x+43$
• $y^2=107 x^6+44 x^5+78 x^4+140 x^3+3 x^2+158 x+3$
• $y^2=34 x^6+53 x^5+56 x^4+32 x^3+15 x^2+122 x+15$
• $y^2=96 x^6+105 x^5+116 x^4+7 x^3+64 x^2+136 x+152$
• $y^2=146 x^6+24 x^5+79 x^4+35 x^3+153 x^2+12 x+92$
• $y^2=152 x^6+46 x^5+75 x^4+97 x^3+106 x^2+101 x+119$
• $y^2=91 x^6+140 x^5+153 x^4+3 x^3+110 x^2+162 x+59$
• $y^2=121 x^6+32 x^5+97 x^4+15 x^3+49 x^2+142 x+128$
• $y^2=67 x^6+88 x^5+65 x^4+60 x^3+40 x^2+45 x+9$
• $y^2=x^6+106 x^5+158 x^4+133 x^3+33 x^2+58 x+45$
• $y^2=8 x^6+81 x^5+12 x^4+105 x^3+29 x^2+147 x+19$
• $y^2=40 x^6+71 x^5+60 x^4+24 x^3+145 x^2+67 x+95$
• $y^2=111 x^6+85 x^5+12 x^4+110 x^3+116 x^2+20 x+131$
• $y^2=54 x^6+91 x^5+60 x^4+49 x^3+79 x^2+100 x+154$
• $y^2=133 x^6+44 x^5+8 x^4+130 x^3+22 x^2+127 x+141$
• $y^2=164 x^6+53 x^5+40 x^4+149 x^3+110 x^2+134 x+37$
• $y^2=154 x^6+153 x^5+163 x^4+127 x^3+163 x^2+153 x+154$
• $y^2=102 x^6+97 x^5+147 x^4+134 x^3+147 x^2+97 x+102$
• $y^2=137 x^6+162 x^5+7 x^4+40 x^3+74 x^2+159 x+140$
• $y^2=17 x^6+142 x^5+35 x^4+33 x^3+36 x^2+127 x+32$
• $y^2=3 x^6+12 x^5+156 x^4+141 x^3+6 x^2+93 x+120$
• $y^2=15 x^6+60 x^5+112 x^4+37 x^3+30 x^2+131 x+99$
• $y^2=82 x^6+52 x^5+56 x^4+82 x^3+165 x^2+24 x+165$
• $y^2=76 x^6+93 x^5+113 x^4+76 x^3+157 x^2+120 x+157$
• $y^2=52 x^6+141 x^5+132 x^4+122 x^3+149 x^2+54 x+154$
• $y^2=93 x^6+37 x^5+159 x^4+109 x^3+77 x^2+103 x+102$
• $y^2=54 x^6+66 x^5+39 x^4+162 x^3+87 x^2+61 x+166$
• $y^2=103 x^6+163 x^5+28 x^4+142 x^3+101 x^2+138 x+162$
• $y^2=28 x^6+13 x^5+158 x^4+33 x^3+70 x^2+104 x+60$
• $y^2=140 x^6+65 x^5+122 x^4+165 x^3+16 x^2+19 x+133$
• $y^2=61 x^6+67 x^5+43 x^4+79 x^3+20 x^2+116 x+81$
• $y^2=138 x^6+x^5+48 x^4+61 x^3+100 x^2+79 x+71$
• $y^2=133 x^6+95 x^5+61 x^4+29 x^3+34 x^2+70 x+84$
• $y^2=164 x^6+141 x^5+138 x^4+145 x^3+3 x^2+16 x+86$
• $y^2=138 x^6+114 x^5+66 x^4+21 x^3+4 x^2+135 x+144$
• $y^2=22 x^6+69 x^5+163 x^4+105 x^3+20 x^2+7 x+52$
• $y^2=154 x^6+123 x^5+64 x^4+56 x^3+13 x^2+23 x+3$
• $y^2=102 x^6+114 x^5+153 x^4+113 x^3+65 x^2+115 x+15$
• $y^2=31 x^6+82 x^5+96 x^4+147 x^3+162 x^2+22 x+130$
• $y^2=155 x^6+76 x^5+146 x^4+67 x^3+142 x^2+110 x+149$
• $y^2=63 x^6+162 x^5+165 x^4+16 x^3+147 x^2+33 x+165$
• $y^2=148 x^6+142 x^5+157 x^4+80 x^3+67 x^2+165 x+157$
• $y^2=57 x^6+110 x^5+64 x^4+104 x^3+107 x^2+80 x+106$
• $y^2=118 x^6+49 x^5+153 x^4+19 x^3+34 x^2+66 x+29$
• $y^2=123 x^6+89 x^5+26 x^4+156 x^3+20 x^2+156 x+66$
• $y^2=114 x^6+111 x^5+130 x^4+112 x^3+100 x^2+112 x+163$
• $y^2=30 x^6+61 x^5+159 x^4+78 x^3+111 x^2+150 x+103$
• $y^2=150 x^6+138 x^5+127 x^4+56 x^3+54 x^2+82 x+14$
• $y^2=85 x^6+165 x^5+29 x^4+119 x^3+83 x^2+45 x+124$
• $y^2=91 x^6+157 x^5+145 x^4+94 x^3+81 x^2+58 x+119$
• $y^2=54 x^6+37 x^5+86 x^4+154 x^3+56 x^2+65 x+5$
• $y^2=103 x^6+18 x^5+96 x^4+102 x^3+113 x^2+158 x+25$
• $y^2=32 x^6+120 x^5+45 x^4+104 x^3+117 x^2+121 x+93$
• $y^2=160 x^6+99 x^5+58 x^4+19 x^3+84 x^2+104 x+131$
• $y^2=132 x^6+70 x^5+98 x^4+85 x^3+155 x^2+158 x+17$
• $y^2=159 x^6+16 x^5+156 x^4+91 x^3+107 x^2+122 x+85$
• $y^2=137 x^6+109 x^5+29 x^4+108 x^3+78 x^2+136 x+139$
• $y^2=17 x^6+44 x^5+145 x^4+39 x^3+56 x^2+12 x+27$
• $y^2=17 x^6+148 x^5+141 x^4+72 x^3+28 x^2+86 x+103$
• $y^2=85 x^6+72 x^5+37 x^4+26 x^3+140 x^2+96 x+14$
• $y^2=117 x^6+56 x^5+44 x^4+151 x^3+49 x^2+130 x+126$
• $y^2=84 x^6+113 x^5+53 x^4+87 x^3+78 x^2+149 x+129$
• $y^2=102 x^6+117 x^5+29 x^4+39 x^3+56 x^2+137 x+57$
• $y^2=9 x^6+84 x^5+145 x^4+28 x^3+113 x^2+17 x+118$
• $y^2=148 x^6+2 x^5+127 x^4+9 x^3+143 x^2+27 x+36$
• $y^2=72 x^6+10 x^5+134 x^4+45 x^3+47 x^2+135 x+13$
• $y^2=140 x^6+152 x^5+23 x^4+48 x^3+124 x^2+72 x+27$
• $y^2=32 x^6+92 x^5+115 x^4+73 x^3+119 x^2+26 x+135$
• $y^2=113 x^6+101 x^5+158 x^4+122 x^3+22 x^2+62 x+49$
• $y^2=64 x^6+4 x^5+122 x^4+109 x^3+110 x^2+143 x+78$
• $y^2=97 x^6+113 x^5+103 x^4+125 x^3+162 x^2+30 x+125$
• $y^2=151 x^6+64 x^5+14 x^4+124 x^3+142 x^2+150 x+124$
• $y^2=125 x^6+125 x^5+68 x^4+30 x^3+125 x^2+153 x+156$
• $y^2=124 x^6+124 x^5+6 x^4+150 x^3+124 x^2+97 x+112$
• $y^2=137 x^6+140 x^5+48 x^4+149 x^3+84 x^2+22 x+5$
• $y^2=17 x^6+32 x^5+73 x^4+77 x^3+86 x^2+110 x+25$
• $y^2=47 x^6+120 x^5+8 x^4+59 x^3+77 x^2+104 x+19$
• $y^2=68 x^6+99 x^5+40 x^4+128 x^3+51 x^2+19 x+95$
• $y^2=155 x^6+82 x^5+51 x^4+127 x^3+145 x^2+5 x+105$
• $y^2=107 x^6+76 x^5+88 x^4+134 x^3+57 x^2+25 x+24$
• $y^2=9 x^6+30 x^5+40 x^4+6 x^3+52 x^2+21 x+32$
• $y^2=45 x^6+150 x^5+33 x^4+30 x^3+93 x^2+105 x+160$
• $y^2=100 x^6+108 x^5+68 x^4+109 x^3+80 x^2+4 x+12$
• $y^2=166 x^6+39 x^5+6 x^4+44 x^3+66 x^2+20 x+60$
• $y^2=156 x^6+105 x^5+73 x^4+49 x^3+42 x^2+10 x+36$
• $y^2=59 x^6+41 x^5+138 x^4+110 x^3+142 x^2+129 x+133$
• $y^2=128 x^6+38 x^5+22 x^4+49 x^3+42 x^2+144 x+164$
• $y^2=128 x^6+95 x^5+84 x^4+79 x^3+105 x^2+12 x+2$
• $y^2=139 x^6+141 x^5+86 x^4+61 x^3+24 x^2+60 x+10$
• $y^2=18 x^6+158 x^5+140 x^4+46 x^3+155 x^2+66 x+112$
• $y^2=90 x^6+122 x^5+32 x^4+63 x^3+107 x^2+163 x+59$
• $y^2=44 x^5+74 x^4+12 x^3+42 x^2+87 x$
• $y^2=44 x^6+112 x^5+90 x^4+5 x^3+100 x^2+12 x+120$
• $y^2=53 x^6+59 x^5+116 x^4+25 x^3+166 x^2+60 x+99$
• $y^2=63 x^6+15 x^5+5 x^4+32 x^3+50 x^2+117 x+163$
• $y^2=148 x^6+75 x^5+25 x^4+160 x^3+83 x^2+84 x+147$
• $y^2=166 x^6+94 x^5+157 x^4+15 x^3+48 x^2+166 x+163$
• $y^2=162 x^6+136 x^5+117 x^4+75 x^3+73 x^2+162 x+147$
• $y^2=146 x^6+60 x^5+69 x^4+31 x^3+164 x^2+123 x+21$
• $y^2=62 x^6+133 x^5+11 x^4+155 x^3+152 x^2+114 x+105$
• $y^2=83 x^6+57 x^5+116 x^4+83 x^3+89 x^2+92 x+91$
• $y^2=81 x^6+118 x^5+79 x^4+81 x^3+111 x^2+126 x+121$
• $y^2=12 x^6+165 x^5+131 x^4+60 x^3+41 x^2+59 x+97$
• $y^2=60 x^6+157 x^5+154 x^4+133 x^3+38 x^2+128 x+151$
• $y^2=47 x^6+116 x^5+17 x^4+121 x^3+119 x^2+6 x+89$
• $y^2=68 x^6+79 x^5+85 x^4+104 x^3+94 x^2+30 x+111$
• $y^2=54 x^6+115 x^5+22 x^4+38 x^3+50 x^2+24 x+87$
• $y^2=103 x^6+74 x^5+110 x^4+23 x^3+83 x^2+120 x+101$
• $y^2=7 x^6+97 x^5+87 x^4+108 x^3+89 x^2+35 x+113$
• $y^2=35 x^6+151 x^5+101 x^4+39 x^3+111 x^2+8 x+64$
• $y^2=111 x^6+68 x^5+15 x^4+61 x^3+68 x^2+63 x+53$
• $y^2=54 x^6+6 x^5+75 x^4+138 x^3+6 x^2+148 x+98$
• $y^2=64 x^6+79 x^5+94 x^4+23 x^3+38 x^2+36 x+137$
• $y^2=153 x^6+61 x^5+136 x^4+115 x^3+23 x^2+13 x+17$
• $y^2=53 x^6+60 x^5+27 x^4+85 x^3+132 x^2+144 x+19$
• $y^2=98 x^6+133 x^5+135 x^4+91 x^3+159 x^2+52 x+95$
• $y^2=128 x^6+87 x^5+142 x^4+7 x^3+95 x^2+35 x+66$
• $y^2=139 x^6+101 x^5+42 x^4+35 x^3+141 x^2+8 x+163$
• $y^2=49 x^6+89 x^5+121 x^4+110 x^3+50 x^2+148 x+29$
• $y^2=78 x^6+111 x^5+104 x^4+49 x^3+83 x^2+72 x+145$
• $y^2=141 x^6+97 x^5+5 x^4+121 x^3+124 x^2+12 x+96$
• $y^2=37 x^6+151 x^5+25 x^4+104 x^3+119 x^2+60 x+146$
• $y^2=47 x^6+55 x^5+14 x^4+100 x^3+164 x^2+124 x+12$
• $y^2=68 x^6+108 x^5+70 x^4+166 x^3+152 x^2+119 x+60$
• $y^2=x^6+x^3+150$
• $y^2=5 x^6+5 x^3+82$
• $y^2=12 x^6+38 x^5+148 x^4+2 x^3+119 x^2+18 x+80$
• $y^2=60 x^6+23 x^5+72 x^4+10 x^3+94 x^2+90 x+66$
• $y^2=25 x^6+64 x^5+117 x^4+8 x^3+52 x^2+58 x+133$
• $y^2=125 x^6+153 x^5+84 x^4+40 x^3+93 x^2+123 x+164$
• $y^2=50 x^6+119 x^5+139 x^4+111 x^3+26 x^2+55 x+111$
• $y^2=83 x^6+94 x^5+27 x^4+54 x^3+130 x^2+108 x+54$
• $y^2=57 x^6+159 x^5+137 x^4+35 x^3+61 x^2+79 x+11$
• $y^2=118 x^6+127 x^5+17 x^4+8 x^3+138 x^2+61 x+55$
• $y^2=6 x^6+95 x^5+163 x^4+22 x^3+83 x^2+76 x+44$
• $y^2=30 x^6+141 x^5+147 x^4+110 x^3+81 x^2+46 x+53$
• $y^2=5 x^6+83 x^5+8 x^4+119 x^3+21 x^2+103 x+1$
• $y^2=25 x^6+81 x^5+40 x^4+94 x^3+105 x^2+14 x+5$
• $y^2=104 x^6+149 x^5+64 x^4+154 x^3+42 x^2+48 x+30$
• $y^2=19 x^6+77 x^5+153 x^4+102 x^3+43 x^2+73 x+150$
• $y^2=165 x^6+75 x^5+161 x^4+148 x^3+133 x^2+122 x+122$
• $y^2=157 x^6+41 x^5+137 x^4+72 x^3+164 x^2+109 x+109$
• $y^2=164 x^6+137 x^5+88 x^4+65 x^3+96 x^2+6 x+154$
• $y^2=152 x^6+17 x^5+106 x^4+158 x^3+146 x^2+30 x+102$
• $y^2=51 x^6+106 x^5+166 x^4+x^3+8 x^2+94 x+90$
• $y^2=88 x^6+29 x^5+162 x^4+5 x^3+40 x^2+136 x+116$
• $y^2=145 x^6+140 x^5+54 x^4+165 x^3+3 x^2+38 x+151$
• $y^2=57 x^6+32 x^5+103 x^4+157 x^3+15 x^2+23 x+87$
• $y^2=49 x^6+115 x^5+32 x^4+51 x^3+6 x^2+110 x+69$
• $y^2=78 x^6+74 x^5+160 x^4+88 x^3+30 x^2+49 x+11$
• $y^2=3 x^6+63 x^5+33 x^4+70 x^3+11 x^2+166 x+74$
• $y^2=15 x^6+148 x^5+165 x^4+16 x^3+55 x^2+162 x+36$
• $y^2=74 x^6+59 x^5+112 x^4+x^3+86 x^2+116 x+71$
• $y^2=36 x^6+128 x^5+59 x^4+5 x^3+96 x^2+79 x+21$
• $y^2=106 x^6+31 x^5+114 x^4+5 x^3+64 x^2+154 x+86$
• $y^2=29 x^6+155 x^5+69 x^4+25 x^3+153 x^2+102 x+96$
• $y^2=92 x^6+111 x^5+51 x^4+137 x^3+21 x^2+x+31$
• $y^2=126 x^6+54 x^5+88 x^4+17 x^3+105 x^2+5 x+155$
• $y^2=127 x^6+81 x^5+108 x^4+54 x^3+42 x^2+20 x+86$
• $y^2=134 x^6+71 x^5+39 x^4+103 x^3+43 x^2+100 x+96$
• $y^2=158 x^6+68 x^5+44 x^4+32 x^3+53 x^2+98 x+143$
• $y^2=122 x^6+6 x^5+53 x^4+160 x^3+98 x^2+156 x+47$
• $y^2=61 x^6+47 x^5+50 x^4+56 x^3+159 x^2+102 x+53$
• $y^2=138 x^6+68 x^5+83 x^4+113 x^3+127 x^2+9 x+98$
• $y^2=70 x^6+147 x^5+166 x^4+127 x^3+164 x^2+116 x+13$
• $y^2=16 x^6+67 x^5+162 x^4+134 x^3+152 x^2+79 x+65$
• $y^2=18 x^6+98 x^5+140 x^3+164 x^2+133 x+137$
• $y^2=76 x^6+144 x^4+52 x^2+148$
• $y^2=93 x^6+53 x^4+98 x^2+102$
• $y^2=77 x^6+139 x^5+54 x^4+138 x^3+149 x^2+103 x+17$
• $y^2=51 x^6+27 x^5+103 x^4+22 x^3+77 x^2+14 x+85$
• $y^2=71 x^6+74 x^5+24 x^4+17 x^3+71 x^2+25 x+137$
• $y^2=21 x^6+36 x^5+120 x^4+85 x^3+21 x^2+125 x+17$
• $y^2=88 x^6+155 x^5+162 x^4+159 x^3+25 x^2+140 x+49$
• $y^2=106 x^6+107 x^5+142 x^4+127 x^3+125 x^2+32 x+78$
• $y^2=96 x^6+140 x^5+5 x^4+10 x^3+89 x^2+80 x$
• $y^2=146 x^6+32 x^5+25 x^4+50 x^3+111 x^2+66 x$
• $y^2=x^6+166 x^5+47 x^4+99 x^3+72 x^2+27 x+1$
• $y^2=5 x^6+162 x^5+68 x^4+161 x^3+26 x^2+135 x+5$
• $y^2=130 x^6+40 x^5+49 x^4+112 x^3+36 x^2+18 x+20$
• $y^2=149 x^6+33 x^5+78 x^4+59 x^3+13 x^2+90 x+100$
• $y^2=50 x^6+62 x^5+20 x^4+128 x^3+26 x^2+93 x+16$
• $y^2=83 x^6+143 x^5+100 x^4+139 x^3+130 x^2+131 x+80$
• $y^2=59 x^6+5 x^5+90 x^4+142 x^3+156 x^2+3 x+74$
• $y^2=128 x^6+25 x^5+116 x^4+42 x^3+112 x^2+15 x+36$
• $y^2=83 x^6+94 x^5+64 x^4+82 x^3+75 x^2+141 x+18$
• $y^2=81 x^6+136 x^5+153 x^4+76 x^3+41 x^2+37 x+90$
• $y^2=72 x^6+162 x^5+151 x^4+164 x^3+154 x^2+53 x+14$
• $y^2=26 x^6+142 x^5+87 x^4+152 x^3+102 x^2+98 x+70$
• $y^2=16 x^6+37 x^5+146 x^4+82 x^3+82 x^2+70 x+114$
• $y^2=80 x^6+18 x^5+62 x^4+76 x^3+76 x^2+16 x+69$
• $y^2=161 x^6+94 x^5+49 x^4+21 x^3+154 x^2+36 x+54$
• $y^2=137 x^6+136 x^5+78 x^4+105 x^3+102 x^2+13 x+103$
• $y^2=24 x^6+30 x^5+79 x^4+83 x^3+159 x^2+58 x+109$
• $y^2=120 x^6+150 x^5+61 x^4+81 x^3+127 x^2+123 x+44$
• $y^2=25 x^6+55 x^5+165 x^4+55 x^3+14 x^2+17 x+147$
• $y^2=125 x^6+108 x^5+157 x^4+108 x^3+70 x^2+85 x+67$
• $y^2=148 x^6+114 x^5+94 x^4+16 x^3+92 x^2+155 x+158$
• $y^2=72 x^6+69 x^5+136 x^4+80 x^3+126 x^2+107 x+122$
• $y^2=155 x^6+62 x^5+95 x^4+28 x^3+114 x^2+9 x+69$
• $y^2=107 x^6+143 x^5+141 x^4+140 x^3+69 x^2+45 x+11$
• $y^2=57 x^6+3 x^5+91 x^4+72 x^3+62 x^2+13 x+145$
• $y^2=118 x^6+15 x^5+121 x^4+26 x^3+143 x^2+65 x+57$
• $y^2=100 x^6+44 x^5+58 x^4+65 x^3+44 x^2+148$
• $y^2=166 x^6+53 x^5+123 x^4+158 x^3+53 x^2+72$
• $y^2=11 x^6+45 x^5+131 x^4+20 x^3+111 x^2+42 x+97$
• $y^2=55 x^6+58 x^5+154 x^4+100 x^3+54 x^2+43 x+151$
• $y^2=25 x^6+102 x^5+48 x^4+17 x^3+66 x^2+87 x+20$
• $y^2=125 x^6+9 x^5+73 x^4+85 x^3+163 x^2+101 x+100$
• $y^2=116 x^6+15 x^5+52 x^4+94 x^3+41 x^2+65 x+112$
• $y^2=79 x^6+75 x^5+93 x^4+136 x^3+38 x^2+158 x+59$
• $y^2=14 x^6+14 x^5+66 x^4+107 x^3+8 x^2+64 x+28$
• $y^2=70 x^6+70 x^5+163 x^4+34 x^3+40 x^2+153 x+140$
• $y^2=7 x^6+79 x^5+166 x^4+164 x^3+41 x^2+58 x+123$
• $y^2=35 x^6+61 x^5+162 x^4+152 x^3+38 x^2+123 x+114$
• $y^2=75 x^6+137 x^5+120 x^4+166 x^3+97 x^2+109 x+12$
• $y^2=41 x^6+17 x^5+99 x^4+162 x^3+151 x^2+44 x+60$
• $y^2=106 x^6+120 x^5+3 x^4+113 x^3+89 x^2+30 x+13$
• $y^2=29 x^6+99 x^5+15 x^4+64 x^3+111 x^2+150 x+65$
• $y^2=24 x^6+x^5+50 x^4+58 x^3+36 x^2+88 x+137$
• $y^2=120 x^6+5 x^5+83 x^4+123 x^3+13 x^2+106 x+17$
• $y^2=61 x^6+166 x^5+30 x^4+2 x^3+10 x^2+133 x+148$
• $y^2=138 x^6+162 x^5+150 x^4+10 x^3+50 x^2+164 x+72$
• $y^2=40 x^6+149 x^5+86 x^4+75 x^3+21 x^2+77 x+158$
• $y^2=33 x^6+77 x^5+96 x^4+41 x^3+105 x^2+51 x+122$
• $y^2=88 x^6+85 x^5+97 x^4+55 x^3+68 x^2+117 x+74$
• $y^2=106 x^6+91 x^5+151 x^4+108 x^3+6 x^2+84 x+36$
• $y^2=15 x^6+132 x^5+142 x^4+120 x^3+67 x^2+102 x+6$
• $y^2=75 x^6+159 x^5+42 x^4+99 x^3+x^2+9 x+30$
• $y^2=51 x^6+101 x^4+4 x^2+29$
• $y^2=118 x^6+96 x^4+146 x^2+54$
• $y^2=75 x^6+140 x^5+113 x^4+83 x^3+157 x^2+157 x+124$
• $y^2=41 x^6+32 x^5+64 x^4+81 x^3+117 x^2+117 x+119$
• $y^2=163 x^6+11 x^5+134 x^4+139 x^3+24 x^2+43 x+102$
• $y^2=147 x^6+55 x^5+2 x^4+27 x^3+120 x^2+48 x+9$
• $y^2=165 x^6+152 x^5+125 x^4+107 x^3+71 x^2+53 x+136$
• $y^2=157 x^6+92 x^5+124 x^4+34 x^3+21 x^2+98 x+12$
• $y^2=87 x^6+159 x^5+69 x^4+58 x^3+126 x^2+146 x+7$
• $y^2=101 x^6+127 x^5+11 x^4+123 x^3+129 x^2+62 x+35$
• $y^2=148 x^6+27 x^5+5 x^4+24 x^3+45 x^2+11 x+18$
• $y^2=72 x^6+135 x^5+25 x^4+120 x^3+58 x^2+55 x+90$
• $y^2=88 x^6+150 x^5+96 x^4+97 x^3+121 x^2+85 x+6$
• $y^2=106 x^6+82 x^5+146 x^4+151 x^3+104 x^2+91 x+30$
• $y^2=105 x^6+81 x^5+150 x^4+98 x^3+123 x^2+158 x+148$
• $y^2=24 x^6+71 x^5+82 x^4+156 x^3+114 x^2+122 x+72$
• $y^2=73 x^6+9 x^5+87 x^4+133 x^3+85 x^2+161 x+127$
• $y^2=31 x^6+45 x^5+101 x^4+164 x^3+91 x^2+137 x+134$
• $y^2=14 x^6+79 x^5+126 x^4+55 x^3+135 x^2+158 x+30$
• $y^2=84 x^6+15 x^5+54 x^4+38 x^3+99 x^2+59 x+105$
• $y^2=86 x^6+75 x^5+103 x^4+23 x^3+161 x^2+128 x+24$
• $y^2=42 x^6+97 x^5+86 x^4+155 x^3+68 x^2+142 x+28$
• $y^2=43 x^6+151 x^5+96 x^4+107 x^3+6 x^2+42 x+140$
• $y^2=38 x^6+62 x^5+104 x^4+53 x^3+131 x^2+10 x+22$
• $y^2=23 x^6+143 x^5+19 x^4+98 x^3+154 x^2+50 x+110$
• $y^2=155 x^6+157 x^5+44 x^4+116 x^3+64 x^2+108 x+149$
• $y^2=107 x^6+117 x^5+53 x^4+79 x^3+153 x^2+39 x+77$
• $y^2=122 x^6+73 x^5+166 x^4+158 x^3+113 x^2+76 x+11$
• $y^2=109 x^6+31 x^5+162 x^4+122 x^3+64 x^2+46 x+55$
• $y^2=106 x^6+123 x^5+62 x^4+114 x^3+110 x^2+118 x+100$
• $y^2=29 x^6+114 x^5+143 x^4+69 x^3+49 x^2+89 x+166$
• $y^2=98 x^6+114 x^5+122 x^4+143 x^3+100 x^2+67 x+69$
• $y^2=156 x^6+69 x^5+109 x^4+47 x^3+166 x^2+x+11$
• $y^2=77 x^6+30 x^5+147 x^4+146 x^3+97 x^2+69 x+122$
• $y^2=51 x^6+150 x^5+67 x^4+62 x^3+151 x^2+11 x+109$
• $y^2=155 x^6+149 x^5+22 x^4+112 x^3+148 x^2+51 x+4$
• $y^2=107 x^6+77 x^5+110 x^4+59 x^3+72 x^2+88 x+20$
• $y^2=54 x^6+124 x^5+36 x^4+156 x^3+79 x^2+50 x+99$
• $y^2=103 x^6+119 x^5+13 x^4+112 x^3+61 x^2+83 x+161$
• $y^2=61 x^6+82 x^5+71 x^4+107 x^3+37 x^2+67 x+123$
• $y^2=138 x^6+76 x^5+21 x^4+34 x^3+18 x^2+x+114$
• $y^2=160 x^6+79 x^5+44 x^4+110 x^3+85 x^2+72 x+114$
• $y^2=132 x^6+61 x^5+53 x^4+49 x^3+91 x^2+26 x+69$
• $y^2=114 x^6+129 x^5+36 x^4+150 x^3+8 x^2+98 x+14$
• $y^2=69 x^6+144 x^5+13 x^4+82 x^3+40 x^2+156 x+70$
• $y^2=20 x^6+102 x^5+x^4+135 x^3+150 x^2+86 x+103$
• $y^2=100 x^6+9 x^5+5 x^4+7 x^3+82 x^2+96 x+14$
• $y^2=34 x^6+136 x^5+122 x^4+65 x^3+51 x^2+164 x+96$
• $y^2=3 x^6+12 x^5+109 x^4+158 x^3+88 x^2+152 x+146$
• $y^2=x^6+52 x^5+162 x^4+135 x^3+61 x^2+51 x+112$
• $y^2=5 x^6+93 x^5+142 x^4+7 x^3+138 x^2+88 x+59$
• $y^2=165 x^6+68 x^5+28 x^4+132 x^3+53 x^2+150 x+57$
• $y^2=157 x^6+6 x^5+140 x^4+159 x^3+98 x^2+82 x+118$
• $y^2=70 x^6+97 x^5+42 x^4+82 x^3+75 x^2+49 x+86$
• $y^2=16 x^6+151 x^5+43 x^4+76 x^3+41 x^2+78 x+96$
• $y^2=123 x^6+50 x^5+158 x^4+116 x^3+158 x^2+143 x+134$
• $y^2=114 x^6+83 x^5+122 x^4+79 x^3+122 x^2+47 x+2$
• $y^2=120 x^6+112 x^5+28 x^4+13 x^3+28 x^2+52 x+25$
• $y^2=99 x^6+59 x^5+140 x^4+65 x^3+140 x^2+93 x+125$
• $y^2=38 x^6+75 x^5+105 x^4+137 x^3+109 x^2+27 x+85$
• $y^2=149 x^6+97 x^5+69 x^4+8 x^3+69 x^2+32 x+88$
• $y^2=77 x^6+151 x^5+11 x^4+40 x^3+11 x^2+160 x+106$
• $y^2=30 x^6+125 x^5+114 x^4+13 x^3+144 x^2+96 x+89$
• $y^2=150 x^6+124 x^5+69 x^4+65 x^3+52 x^2+146 x+111$
• $y^2=61 x^6+132 x^5+96 x^4+13 x^3+115 x^2+77 x+88$
• $y^2=138 x^6+159 x^5+146 x^4+65 x^3+74 x^2+51 x+106$
• $y^2=146 x^6+107 x^5+30 x^4+95 x^3+13 x^2+151 x+115$
• $y^2=62 x^6+34 x^5+150 x^4+141 x^3+65 x^2+87 x+74$
• $y^2=122 x^6+166 x^5+53 x^4+62 x^3+18 x^2+72 x+78$
• $y^2=109 x^6+162 x^5+98 x^4+143 x^3+90 x^2+26 x+56$
• $y^2=56 x^6+95 x^5+9 x^4+132 x^3+18 x^2+46 x+114$
• $y^2=113 x^6+141 x^5+45 x^4+159 x^3+90 x^2+63 x+69$
• $y^2=102 x^6+33 x^5+95 x^4+115 x^3+37 x^2+84 x+34$
• $y^2=9 x^6+165 x^5+141 x^4+74 x^3+18 x^2+86 x+3$
• $y^2=110 x^6+132 x^5+2 x^4+160 x^3+4 x^2+15 x+57$
• $y^2=49 x^6+159 x^5+10 x^4+132 x^3+20 x^2+75 x+118$
• $y^2=45 x^6+108 x^5+64 x^4+65 x^3+119 x^2+117 x+147$
• $y^2=58 x^6+39 x^5+153 x^4+158 x^3+94 x^2+84 x+67$
• $y^2=147 x^6+64 x^5+161 x^4+119 x^3+139 x^2+19 x+88$
• $y^2=67 x^6+153 x^5+137 x^4+94 x^3+27 x^2+95 x+106$
• $y^2=143 x^6+16 x^5+126 x^4+24 x^3+134 x^2+152 x+122$
• $y^2=38 x^6+47 x^5+135 x^4+105 x^3+10 x^2+19 x+124$
• $y^2=23 x^6+68 x^5+7 x^4+24 x^3+50 x^2+95 x+119$
• $y^2=5 x^6+66 x^5+40 x^4+134 x^3+136 x^2+22 x+161$
• $y^2=25 x^6+163 x^5+33 x^4+2 x^3+12 x^2+110 x+137$
• $y^2=109 x^6+89 x^5+19 x^4+58 x^3+51 x^2+59 x+70$
• $y^2=44 x^6+111 x^5+95 x^4+123 x^3+88 x^2+128 x+16$
• $y^2=144 x^6+30 x^5+165 x^4+133 x^3+60 x^2+90 x+37$
• $y^2=52 x^6+150 x^5+157 x^4+164 x^3+133 x^2+116 x+18$
• $y^2=133 x^6+73 x^5+63 x^4+61 x^3+137 x+50$
• $y^2=164 x^6+31 x^5+148 x^4+138 x^3+17 x+83$
• $y^2=58 x^6+34 x^5+115 x^4+104 x^3+27 x^2+86 x+155$
• $y^2=123 x^6+3 x^5+74 x^4+19 x^3+135 x^2+96 x+107$
• $y^2=128 x^6+13 x^5+13 x^4+71 x^3+153 x^2+166 x+121$
• $y^2=39 x^6+96 x^5+124 x^4+162 x^3+61 x^2+29 x+31$
• $y^2=73 x^6+106 x^5+76 x^4+92 x^3+111 x^2+25 x+40$
• $y^2=31 x^6+29 x^5+46 x^4+126 x^3+54 x^2+125 x+33$
• $y^2=139 x^6+55 x^5+x^4+11 x^3+76 x^2+135 x+101$
• $y^2=27 x^6+108 x^5+5 x^4+55 x^3+46 x^2+7 x+4$
• $y^2=85 x^6+42 x^5+79 x^4+131 x^3+136 x^2+41 x+57$
• $y^2=91 x^6+43 x^5+61 x^4+154 x^3+12 x^2+38 x+118$
• $y^2=13 x^6+56 x^5+159 x^4+143 x^3+77 x^2+105 x+112$
• $y^2=65 x^6+113 x^5+127 x^4+47 x^3+51 x^2+24 x+59$
• $y^2=70 x^6+157 x^5+79 x^4+64 x^3+74 x^2+32 x+65$
• $y^2=16 x^6+117 x^5+61 x^4+153 x^3+36 x^2+160 x+158$
• $y^2=54 x^6+65 x^5+122 x^4+131 x^3+76 x^2+53 x+47$
• $y^2=103 x^6+158 x^5+109 x^4+154 x^3+46 x^2+98 x+68$
• $y^2=92 x^6+19 x^5+118 x^4+92 x^3+118 x^2+19 x+92$
• $y^2=126 x^6+95 x^5+89 x^4+126 x^3+89 x^2+95 x+126$
• $y^2=121 x^6+50 x^5+114 x^4+99 x^3+100 x^2+63 x+88$
• $y^2=104 x^6+83 x^5+69 x^4+161 x^3+166 x^2+148 x+106$
• $y^2=118 x^6+156 x^5+104 x^4+103 x^3+63 x^2+126 x+14$
• $y^2=89 x^6+112 x^5+19 x^4+14 x^3+148 x^2+129 x+70$
• $y^2=57 x^6+125 x^5+30 x^4+6 x^3+90 x^2+82 x+104$
• $y^2=118 x^6+124 x^5+150 x^4+30 x^3+116 x^2+76 x+19$
• $y^2=77 x^6+30 x^5+80 x^4+112 x^3+117 x^2+35 x+78$
• $y^2=51 x^6+150 x^5+66 x^4+59 x^3+84 x^2+8 x+56$
• $y^2=87 x^6+73 x^5+130 x^4+10 x^3+137 x^2+16 x+63$
• $y^2=101 x^6+31 x^5+149 x^4+50 x^3+17 x^2+80 x+148$
• $y^2=58 x^6+26 x^5+16 x^4+16 x^3+94 x^2+162 x+63$
• $y^2=123 x^6+130 x^5+80 x^4+80 x^3+136 x^2+142 x+148$
• $y^2=112 x^6+160 x^5+2 x^4+103 x^3+16 x^2+115 x+165$
• $y^2=59 x^6+132 x^5+10 x^4+14 x^3+80 x^2+74 x+157$
• $y^2=65 x^6+55 x^5+3 x^4+79 x^3+128 x^2+110 x+147$
• $y^2=158 x^6+108 x^5+15 x^4+61 x^3+139 x^2+49 x+67$
• $y^2=13 x^6+12 x^5+38 x^4+132 x^3+81 x^2+140 x+73$
• $y^2=65 x^6+60 x^5+23 x^4+159 x^3+71 x^2+32 x+31$
• $y^2=46 x^6+39 x^5+149 x^4+68 x^3+101 x^2+62 x+11$
• $y^2=63 x^6+28 x^5+77 x^4+6 x^3+4 x^2+143 x+55$
• $y^2=67 x^6+27 x^5+18 x^4+26 x^3+60 x^2+152 x+56$
• $y^2=x^6+135 x^5+90 x^4+130 x^3+133 x^2+92 x+113$
• $y^2=4 x^6+44 x^5+43 x^4+126 x^3+29 x^2+66 x+133$
• $y^2=20 x^6+53 x^5+48 x^4+129 x^3+145 x^2+163 x+164$
• $y^2=79 x^6+164 x^5+147 x^4+55 x^3+40 x^2+10 x+99$
• $y^2=61 x^6+152 x^5+67 x^4+108 x^3+33 x^2+50 x+161$
• $y^2=74 x^6+88 x^5+159 x^4+23 x^3+26 x^2+82 x+146$
• $y^2=36 x^6+106 x^5+127 x^4+115 x^3+130 x^2+76 x+62$
• $y^2=157 x^6+60 x^5+146 x^4+97 x^3+159 x^2+28 x+123$
• $y^2=117 x^6+133 x^5+62 x^4+151 x^3+127 x^2+140 x+114$
• $y^2=152 x^6+26 x^5+139 x^4+66 x^3+71 x^2+47 x+144$
• $y^2=92 x^6+130 x^5+27 x^4+163 x^3+21 x^2+68 x+52$
• $y^2=76 x^6+35 x^5+123 x^4+15 x^3+87 x^2+162 x+32$
• $y^2=46 x^6+8 x^5+114 x^4+75 x^3+101 x^2+142 x+160$
• $y^2=102 x^6+66 x^5+71 x^4+132 x^3+128 x^2+98 x+134$
• $y^2=166 x^6+68 x^5+127 x^4+129 x^3+53 x^2+45 x+24$
• $y^2=162 x^6+6 x^5+134 x^4+144 x^3+98 x^2+58 x+120$
• $y^2=16 x^6+16 x^5+101 x^4+71 x^3+93 x^2+143 x+108$
• $y^2=80 x^6+80 x^5+4 x^4+21 x^3+131 x^2+47 x+39$
• $y^2=137 x^6+111 x^5+102 x^4+42 x^3+110 x^2+52 x+94$
• $y^2=17 x^6+54 x^5+9 x^4+43 x^3+49 x^2+93 x+136$
• $y^2=157 x^6+154 x^5+27 x^4+11 x^3+101 x^2+65 x+133$
• $y^2=117 x^6+102 x^5+135 x^4+55 x^3+4 x^2+158 x+164$
• $y^2=65 x^6+132 x^5+87 x^4+131 x^3+145 x^2+129 x+84$
• $y^2=158 x^6+159 x^5+101 x^4+154 x^3+57 x^2+144 x+86$
• $y^2=110 x^6+79 x^5+70 x^4+68 x^3+90 x^2+158 x+149$
• $y^2=49 x^6+61 x^5+16 x^4+6 x^3+116 x^2+122 x+77$
• $y^2=15 x^6+149 x^5+123 x^4+111 x^3+118 x^2+89 x+63$
• $y^2=75 x^6+77 x^5+114 x^4+54 x^3+89 x^2+111 x+148$
• $y^2=87 x^6+95 x^5+113 x^4+131 x^3+62 x^2+60 x+48$
• $y^2=101 x^6+141 x^5+64 x^4+154 x^3+143 x^2+133 x+73$
• $y^2=40 x^6+104 x^5+64 x^4+53 x^3+136 x^2+134 x+41$
• $y^2=33 x^6+19 x^5+153 x^4+98 x^3+12 x^2+2 x+38$
• $y^2=123 x^6+44 x^5+32 x^4+56 x^3+80 x^2+152 x+142$
• $y^2=114 x^6+53 x^5+160 x^4+113 x^3+66 x^2+92 x+42$
• $y^2=26 x^6+146 x^5+123 x^4+71 x^3+131 x^2+7 x+41$
• $y^2=130 x^6+62 x^5+114 x^4+21 x^3+154 x^2+35 x+38$
• $y^2=105 x^6+156 x^5+161 x^4+162 x^3+77 x^2+2 x+45$
• $y^2=13 x^6+126 x^5+48 x^4+134 x^3+78 x^2+16 x+68$
• $y^2=65 x^6+129 x^5+73 x^4+2 x^3+56 x^2+80 x+6$
• $y^2=111 x^6+16 x^5+90 x^4+5 x^3+131 x^2+76 x+68$
• $y^2=54 x^6+80 x^5+116 x^4+25 x^3+154 x^2+46 x+6$
• $y^2=77 x^6+82 x^5+34 x^4+11 x^3+101 x^2+43 x+7$
• $y^2=51 x^6+76 x^5+3 x^4+55 x^3+4 x^2+48 x+35$
• $y^2=14 x^6+97 x^5+x^4+43 x^3+52 x^2+47 x+71$
• $y^2=70 x^6+151 x^5+5 x^4+48 x^3+93 x^2+68 x+21$
• $y^2=125 x^6+2 x^5+3 x^4+58 x^3+89 x^2+16 x+52$
• $y^2=124 x^6+10 x^5+15 x^4+123 x^3+111 x^2+80 x+93$
• $y^2=x^6+x^3+122$
• $y^2=5 x^6+5 x^3+109$
• $y^2=48 x^6+82 x^5+149 x^4+155 x^3+99 x^2+22 x+7$
• $y^2=73 x^6+76 x^5+77 x^4+107 x^3+161 x^2+110 x+35$
• $y^2=166 x^6+103 x^5+40 x^4+101 x^3+55 x^2+7 x+32$
• $y^2=162 x^6+14 x^5+33 x^4+4 x^3+108 x^2+35 x+160$
• $y^2=110 x^6+126 x^5+27 x^4+134 x^3+18 x^2+163 x+147$
• $y^2=49 x^6+129 x^5+135 x^4+2 x^3+90 x^2+147 x+67$
• $y^2=135 x^6+91 x^5+31 x^4+44 x^3+138 x^2+11 x+1$
• $y^2=7 x^6+121 x^5+155 x^4+53 x^3+22 x^2+55 x+5$
• $y^2=70 x^6+132 x^5+41 x^4+105 x^3+35 x^2+55 x+95$
• $y^2=16 x^6+159 x^5+38 x^4+24 x^3+8 x^2+108 x+141$
• $y^2=29 x^6+164 x^5+33 x^4+78 x^3+154 x^2+91 x+5$
• $y^2=145 x^6+152 x^5+165 x^4+56 x^3+102 x^2+121 x+25$
• $y^2=71 x^6+156 x^5+66 x^4+158 x^3+18 x^2+148 x+83$
• $y^2=21 x^6+112 x^5+163 x^4+122 x^3+90 x^2+72 x+81$
• $y^2=43 x^6+76 x^5+63 x^4+74 x^3+66 x^2+x+149$
• $y^2=48 x^6+46 x^5+148 x^4+36 x^3+163 x^2+5 x+77$
• $y^2=166 x^6+99 x^5+5 x^4+16 x^3+24 x^2+111 x+47$
• $y^2=162 x^6+161 x^5+25 x^4+80 x^3+120 x^2+54 x+68$
• $y^2=17 x^6+136 x^5+123 x^4+87 x^3+148 x^2+19 x+56$
• $y^2=85 x^6+12 x^5+114 x^4+101 x^3+72 x^2+95 x+113$
• $y^2=148 x^6+164 x^5+67 x^4+2 x^3+137 x^2+135 x+6$
• $y^2=78 x^6+69 x^5+36 x^4+96 x^3+28 x^2+126 x+110$
• $y^2=56 x^6+11 x^5+13 x^4+146 x^3+140 x^2+129 x+49$
• $y^2=67 x^6+52 x^5+141 x^4+28 x^3+27 x^2+36$
• $y^2=x^6+93 x^5+37 x^4+140 x^3+135 x^2+13$
• $y^2=76 x^6+70 x^5+12 x^4+90 x^3+12 x^2+70 x+76$
• $y^2=46 x^6+16 x^5+60 x^4+116 x^3+60 x^2+16 x+46$
• $y^2=113 x^6+10 x^5+84 x^4+152 x^3+82 x^2+39 x+43$
• $y^2=64 x^6+50 x^5+86 x^4+92 x^3+76 x^2+28 x+48$
• $y^2=113 x^6+106 x^5+71 x^4+57 x^3+161 x^2+159 x+89$
• $y^2=64 x^6+29 x^5+21 x^4+118 x^3+137 x^2+127 x+111$
• $y^2=154 x^6+21 x^5+69 x^4+90 x^3+55 x^2+34 x+125$
• $y^2=102 x^6+105 x^5+11 x^4+116 x^3+108 x^2+3 x+124$
• $y^2=60 x^6+109 x^5+43 x^4+117 x^3+21 x^2+166 x+39$
• $y^2=133 x^6+44 x^5+48 x^4+84 x^3+105 x^2+162 x+28$
• $y^2=137 x^6+66 x^5+57 x^4+73 x^3+109 x^2+58 x+24$
• $y^2=17 x^6+163 x^5+118 x^4+31 x^3+44 x^2+123 x+120$
• $y^2=x^6+x^3+7$
• $y^2=5 x^6+5 x^3+35$
• $y^2=3 x^6+65 x^5+129 x^4+55 x^3+59 x^2+111 x+31$
• $y^2=15 x^6+158 x^5+144 x^4+108 x^3+128 x^2+54 x+155$
• $y^2=125 x^6+133 x^5+6 x^4+148 x^3+61 x^2+129 x+57$
• $y^2=124 x^6+164 x^5+30 x^4+72 x^3+138 x^2+144 x+118$
• $y^2=8 x^6+77 x^5+96 x^4+24 x^3+11 x^2+94 x+43$
• $y^2=154 x^6+7 x^5+95 x^4+14 x^3+13 x^2+33 x+94$
• $y^2=102 x^6+35 x^5+141 x^4+70 x^3+65 x^2+165 x+136$
• $y^2=166 x^6+150 x^5+158 x^4+126 x^3+134 x^2+124 x+161$
• $y^2=162 x^6+82 x^5+122 x^4+129 x^3+2 x^2+119 x+137$
• $y^2=105 x^6+123 x^5+51 x^4+113 x^3+51 x^2+123 x+105$
• $y^2=24 x^6+114 x^5+88 x^4+64 x^3+88 x^2+114 x+24$
• $y^2=45 x^6+87 x^5+153 x^3+90 x^2+119 x+88$
• $y^2=58 x^6+101 x^5+97 x^3+116 x^2+94 x+106$
• $y^2=40 x^6+115 x^5+66 x^4+39 x^3+41 x^2+3 x+42$
• $y^2=148 x^6+97 x^5+31 x^4+57 x^3+166 x^2+29 x+103$
• $y^2=72 x^6+151 x^5+155 x^4+118 x^3+162 x^2+145 x+14$
• $y^2=105 x^6+33 x^5+52 x^4+144 x^3+105 x^2+156 x+55$
• $y^2=116 x^6+137 x^5+140 x^4+118 x^3+51 x^2+58 x+104$
• $y^2=79 x^6+17 x^5+32 x^4+89 x^3+88 x^2+123 x+19$
• $y^2=13 x^6+43 x^5+31 x^4+91 x^3+46 x^2+68 x+30$
• $y^2=65 x^6+48 x^5+155 x^4+121 x^3+63 x^2+6 x+150$
• $y^2=x^6+142 x^5+3 x^4+48 x^3+89 x^2+125 x+71$
• $y^2=5 x^6+42 x^5+15 x^4+73 x^3+111 x^2+124 x+21$
• $y^2=8 x^6+14 x^5+156 x^4+33 x^3+48 x^2+12 x+57$
• $y^2=40 x^6+70 x^5+112 x^4+165 x^3+73 x^2+60 x+118$
• $y^2=52 x^6+157 x^5+87 x^4+133 x^3+102 x^2+142 x+121$
• $y^2=93 x^6+117 x^5+101 x^4+164 x^3+9 x^2+42 x+104$
• $y^2=142 x^6+3 x^5+26 x^4+120 x^3+101 x^2+117 x+8$
• $y^2=42 x^6+15 x^5+130 x^4+99 x^3+4 x^2+84 x+40$
• $y^2=37 x^6+35 x^5+158 x^4+63 x^3+113 x^2+38 x+85$
• $y^2=18 x^6+8 x^5+122 x^4+148 x^3+64 x^2+23 x+91$
• $y^2=69 x^6+47 x^5+155 x^4+126 x^3+146 x^2+126 x+16$
• $y^2=11 x^6+68 x^5+107 x^4+129 x^3+62 x^2+129 x+80$
• $y^2=35 x^6+67 x^5+152 x^4+166 x^3+103 x^2+139 x+157$
• $y^2=8 x^6+x^5+92 x^4+162 x^3+14 x^2+27 x+117$
• $y^2=138 x^6+108 x^5+125 x^4+50 x^3+112 x^2+134 x+123$
• $y^2=22 x^6+39 x^5+124 x^4+83 x^3+59 x^2+2 x+114$
• $y^2=22 x^6+61 x^5+96 x^4+54 x^3+165 x^2+143 x+50$
• $y^2=110 x^6+138 x^5+146 x^4+103 x^3+157 x^2+47 x+83$
• $y^2=85 x^6+63 x^5+150 x^4+82 x^3+37 x^2+138 x+6$
• $y^2=91 x^6+148 x^5+82 x^4+76 x^3+18 x^2+22 x+30$
• $y^2=107 x^6+28 x^5+161 x^4+165 x^3+60 x^2+84 x+18$
• $y^2=34 x^6+140 x^5+137 x^4+157 x^3+133 x^2+86 x+90$
• $y^2=45 x^6+74 x^5+72 x^4+111 x^3+10 x^2+79 x+137$
• $y^2=38 x^6+42 x^5+138 x^4+58 x^3+103 x^2+45 x+122$
• $y^2=23 x^6+43 x^5+22 x^4+123 x^3+14 x^2+58 x+109$
• $y^2=9 x^6+27 x^5+153 x^4+103 x^3+115 x^2+51 x+28$
• $y^2=45 x^6+135 x^5+97 x^4+14 x^3+74 x^2+88 x+140$
• $y^2=35 x^6+138 x^5+23 x^4+67 x^3+85 x^2+26 x+29$
• $y^2=152 x^6+30 x^5+137 x^4+5 x^3+43 x^2+72 x+2$
• $y^2=92 x^6+150 x^5+17 x^4+25 x^3+48 x^2+26 x+10$
• $y^2=132 x^6+34 x^5+107 x^4+60 x^3+13 x^2+137 x+61$
• $y^2=159 x^6+3 x^5+34 x^4+133 x^3+65 x^2+17 x+138$
• $y^2=140 x^6+x^4+35 x^3+130 x^2+104 x+48$
• $y^2=32 x^6+5 x^4+8 x^3+149 x^2+19 x+73$
• $y^2=120 x^6+56 x^5+63 x^4+126 x^3+148 x^2+162 x+154$
• $y^2=123 x^6+135 x^5+161 x^4+112 x^3+8 x^2+41 x+2$
• $y^2=114 x^6+7 x^5+137 x^4+59 x^3+40 x^2+38 x+10$
• $y^2=111 x^6+56 x^5+26 x^4+71 x^3+79 x^2+109 x+148$
• $y^2=54 x^6+113 x^5+130 x^4+21 x^3+61 x^2+44 x+72$
• $y^2=49 x^6+148 x^5+136 x^4+17 x^3+101 x^2+75 x+97$
• $y^2=78 x^6+72 x^5+12 x^4+85 x^3+4 x^2+41 x+151$
• $y^2=28 x^6+58 x^5+9 x^4+148 x^3+129 x^2+24 x+43$
• $y^2=95 x^6+40 x^5+65 x^4+84 x^3+20 x^2+29 x+136$
• $y^2=141 x^6+33 x^5+158 x^4+86 x^3+100 x^2+145 x+12$
• $y^2=53 x^6+31 x^5+92 x^4+77 x^3+139 x^2+37 x+159$
• $y^2=98 x^6+155 x^5+126 x^4+51 x^3+27 x^2+18 x+127$
• $y^2=102 x^6+2 x^5+75 x^4+8 x^3+152 x^2+147 x+9$
• $y^2=9 x^6+10 x^5+41 x^4+40 x^3+92 x^2+67 x+45$
• $y^2=148 x^6+123 x^5+97 x^4+16 x^3+166 x^2+77 x+101$
• $y^2=72 x^6+114 x^5+151 x^4+80 x^3+162 x^2+51 x+4$
• $y^2=5 x^6+14 x^5+86 x^4+39 x^3+75 x^2+111 x+138$
• $y^2=25 x^6+70 x^5+96 x^4+28 x^3+41 x^2+54 x+22$
• $y^2=96 x^6+100 x^5+150 x^4+84 x^3+23 x^2+53 x+96$
• $y^2=146 x^6+166 x^5+82 x^4+86 x^3+115 x^2+98 x+146$
• $y^2=148 x^6+43 x^5+136 x^4+37 x^3+145 x^2+134 x+164$
• $y^2=72 x^6+48 x^5+12 x^4+18 x^3+57 x^2+2 x+152$
• $y^2=18 x^6+91 x^5+67 x^4+165 x^3+21 x^2+6 x+46$
• $y^2=64 x^6+141 x^5+25 x^4+52 x^3+88 x^2+24 x+117$
• $y^2=106 x^6+26 x^5+57 x^4+137 x^3+59 x^2+95 x+121$
• $y^2=29 x^6+130 x^5+118 x^4+17 x^3+128 x^2+141 x+104$
• $y^2=136 x^6+90 x^5+5 x^4+120 x^3+21 x^2+153 x+60$
• $y^2=12 x^6+116 x^5+25 x^4+99 x^3+105 x^2+97 x+133$
• $y^2=19 x^6+84 x^5+79 x^4+158 x^3+54 x^2+12 x+134$
• $y^2=95 x^6+86 x^5+61 x^4+122 x^3+103 x^2+60 x+2$
• $y^2=70 x^6+28 x^5+39 x^4+162 x^3+108 x^2+132 x+86$
• $y^2=16 x^6+140 x^5+28 x^4+142 x^3+39 x^2+159 x+96$
• $y^2=143 x^6+26 x^5+93 x^4+83 x^3+148 x^2+104 x+25$
• $y^2=110 x^6+120 x^5+134 x^4+63 x^3+164 x^2+113 x+157$
• $y^2=49 x^6+99 x^5+2 x^4+148 x^3+152 x^2+64 x+117$
• $y^2=136 x^6+148 x^5+37 x^4+x^3+117 x^2+36 x+100$
• $y^2=12 x^6+72 x^5+18 x^4+5 x^3+84 x^2+13 x+166$
• $y^2=122 x^6+158 x^5+27 x^4+14 x^3+121 x^2+99 x+118$
• $y^2=109 x^6+122 x^5+135 x^4+70 x^3+104 x^2+161 x+89$
• $y^2=37 x^6+19 x^5+116 x^4+121 x^3+55 x^2+25 x+104$
• $y^2=42 x^6+85 x^5+15 x^4+20 x^3+15 x^2+85 x+42$
• $y^2=43 x^6+91 x^5+75 x^4+100 x^3+75 x^2+91 x+43$
• $y^2=36 x^6+89 x^5+78 x^4+131 x^3+160 x^2+17 x+134$
• $y^2=13 x^6+111 x^5+56 x^4+154 x^3+132 x^2+85 x+2$
• $y^2=148 x^6+134 x^5+147 x^4+133 x^3+80 x^2+129 x+136$
• $y^2=51 x^6+131 x^5+78 x^4+137 x^3+112 x^2+118 x+2$
• $y^2=88 x^6+154 x^5+56 x^4+17 x^3+59 x^2+89 x+10$
• $y^2=32 x^6+156 x^5+88 x^4+131 x^3+12 x^2+47 x+32$
• $y^2=160 x^6+112 x^5+106 x^4+154 x^3+60 x^2+68 x+160$
• $y^2=x^6+x^3+108$
• $y^2=5 x^6+5 x^3+39$
• $y^2=164 x^6+28 x^5+20 x^4+93 x^3+144 x^2+10 x+40$
• $y^2=152 x^6+140 x^5+100 x^4+131 x^3+52 x^2+50 x+33$
• $y^2=50 x^6+103 x^5+79 x^4+4 x^2+9 x+130$
• $y^2=83 x^6+14 x^5+61 x^4+20 x^2+45 x+149$
• $y^2=128 x^6+71 x^5+99 x^4+134 x^3+86 x^2+3 x+98$
• $y^2=139 x^6+21 x^5+161 x^4+2 x^3+96 x^2+15 x+156$
• $y^2=69 x^6+89 x^5+30 x^4+100 x^3+26 x^2+85 x+103$
• $y^2=11 x^6+111 x^5+150 x^4+166 x^3+130 x^2+91 x+14$
• $y^2=39 x^6+27 x^5+32 x^4+86 x^3+142 x^2+101 x+155$
• $y^2=28 x^6+135 x^5+160 x^4+96 x^3+42 x^2+4 x+107$
• $y^2=44 x^6+20 x^5+111 x^4+59 x^3+15 x^2+54 x+116$
• $y^2=53 x^6+100 x^5+54 x^4+128 x^3+75 x^2+103 x+79$
• $y^2=135 x^6+75 x^5+126 x^4+80 x^3+104 x^2+151 x+53$
• $y^2=7 x^6+41 x^5+129 x^4+66 x^3+19 x^2+87 x+98$
• $y^2=96 x^6+140 x^5+40 x^4+99 x^3+107 x^2+86 x+61$
• $y^2=146 x^6+32 x^5+33 x^4+161 x^3+34 x^2+96 x+138$
• $y^2=19 x^6+56 x^5+132 x^4+6 x^3+14 x^2+55 x+105$
• $y^2=95 x^6+113 x^5+159 x^4+30 x^3+70 x^2+108 x+24$
• $y^2=69 x^6+135 x^5+122 x^4+163 x^3+97 x^2+138 x+111$
• $y^2=11 x^6+7 x^5+109 x^4+147 x^3+151 x^2+22 x+54$
• $y^2=10 x^6+11 x^5+153 x^4+94 x^3+8 x^2+146 x+36$
• $y^2=50 x^6+55 x^5+97 x^4+136 x^3+40 x^2+62 x+13$
• $y^2=108 x^6+62 x^5+40 x^4+152 x^3+134 x^2+83 x+77$
• $y^2=154 x^6+147 x^5+121 x^4+66 x^3+4 x^2+156 x+68$
• $y^2=102 x^6+67 x^5+104 x^4+163 x^3+20 x^2+112 x+6$
• $y^2=62 x^6+68 x^5+93 x^4+30 x^3+42 x^2+128 x+82$
• $y^2=143 x^6+6 x^5+131 x^4+150 x^3+43 x^2+139 x+76$
• $y^2=98 x^6+147 x^5+144 x^4+86 x^3+97 x^2+121 x+134$
• $y^2=156 x^6+67 x^5+52 x^4+96 x^3+151 x^2+104 x+2$
• $y^2=163 x^6+52 x^5+50 x^4+153 x^3+165 x^2+92 x+64$
• $y^2=22 x^6+27 x^5+93 x^4+79 x^3+44 x^2+4 x+110$
• $y^2=110 x^6+135 x^5+131 x^4+61 x^3+53 x^2+20 x+49$
• $y^2=25 x^6+102 x^5+12 x^4+112 x^3+46 x^2+146 x+23$
• $y^2=125 x^6+9 x^5+60 x^4+59 x^3+63 x^2+62 x+115$
• $y^2=84 x^6+74 x^5+22 x^4+18 x^3+81 x^2+41 x+91$
• $y^2=86 x^6+36 x^5+110 x^4+90 x^3+71 x^2+38 x+121$
• $y^2=163 x^6+150 x^5+135 x^4+162 x^3+23 x^2+27 x+29$
• $y^2=147 x^6+82 x^5+7 x^4+142 x^3+115 x^2+135 x+145$
• $y^2=18 x^6+74 x^5+46 x^4+110 x^3+55 x^2+59 x+29$
• $y^2=90 x^6+36 x^5+63 x^4+49 x^3+108 x^2+128 x+145$
• $y^2=73 x^6+101 x^5+115 x^4+75 x^3+130 x^2+5 x+91$
• $y^2=31 x^6+4 x^5+74 x^4+41 x^3+149 x^2+25 x+121$
• $y^2=59 x^6+103 x^5+105 x^4+49 x^3+72 x^2+117 x+49$
• $y^2=128 x^6+14 x^5+24 x^4+78 x^3+26 x^2+84 x+78$
• $y^2=x^6+x^3+28$
• $y^2=5 x^6+5 x^3+140$
• $y^2=17 x^6+37 x^5+21 x^4+79 x^3+104 x^2+20 x+73$
• $y^2=85 x^6+18 x^5+105 x^4+61 x^3+19 x^2+100 x+31$
• $y^2=13 x^6+153 x^5+134 x^4+158 x^3+50 x^2+143 x+83$
• $y^2=65 x^6+97 x^5+2 x^4+122 x^3+83 x^2+47 x+81$
• $y^2=111 x^6+108 x^5+122 x^4+99 x^3+133 x^2+59 x+161$
• $y^2=54 x^6+39 x^5+109 x^4+161 x^3+164 x^2+128 x+137$
• $y^2=56 x^6+60 x^5+13 x^4+99 x^3+38 x^2+2 x+138$
• $y^2=113 x^6+133 x^5+65 x^4+161 x^3+23 x^2+10 x+22$
• $y^2=42 x^6+94 x^5+107 x^4+149 x^3+94 x^2+54 x+79$
• $y^2=43 x^6+136 x^5+34 x^4+77 x^3+136 x^2+103 x+61$
• $y^2=139 x^6+121 x^5+66 x^4+22 x^3+57 x^2+107 x+104$
• $y^2=27 x^6+104 x^5+163 x^4+110 x^3+118 x^2+34 x+19$
• $y^2=158 x^6+147 x^5+51 x^4+146 x^3+157 x^2+55 x+74$
• $y^2=122 x^6+67 x^5+88 x^4+62 x^3+117 x^2+108 x+36$
• $y^2=102 x^6+29 x^5+73 x^4+7 x^3+39 x^2+100 x+94$
• $y^2=9 x^6+145 x^5+31 x^4+35 x^3+28 x^2+166 x+136$
• $y^2=36 x^6+150 x^5+149 x^4+84 x^3+152 x^2+98 x+33$
• $y^2=13 x^6+82 x^5+77 x^4+86 x^3+92 x^2+156 x+165$
• $y^2=105 x^6+97 x^5+73 x^4+66 x^3+52 x^2+27 x+70$
• $y^2=95 x^6+126 x^5+151 x^4+32 x^3+35 x^2+38 x+131$
• $y^2=141 x^6+129 x^5+87 x^4+160 x^3+8 x^2+23 x+154$
• $y^2=13 x^6+15 x^5+149 x^4+109 x^3+45 x+41$
• $y^2=65 x^6+75 x^5+77 x^4+44 x^3+58 x+38$
• $y^2=65 x^6+118 x^5+27 x^4+57 x^3+72 x^2+45 x+151$
• $y^2=158 x^6+89 x^5+135 x^4+118 x^3+26 x^2+58 x+87$
• $y^2=66 x^6+87 x^5+19 x^4+164 x^3+42 x^2+83 x+77$
• $y^2=163 x^6+101 x^5+95 x^4+152 x^3+43 x^2+81 x+51$
• $y^2=35 x^6+69 x^5+123 x^4+135 x^3+164 x^2+67 x+151$
• $y^2=8 x^6+11 x^5+114 x^4+7 x^3+152 x^2+x+87$
• $y^2=152 x^6+161 x^5+112 x^4+3 x^3+24 x^2+22 x+21$
• $y^2=92 x^6+137 x^5+59 x^4+15 x^3+120 x^2+110 x+105$
• $y^2=54 x^6+37 x^5+12 x^4+147 x^3+3 x^2+57 x+94$
• $y^2=103 x^6+18 x^5+60 x^4+67 x^3+15 x^2+118 x+136$
• $y^2=22 x^6+41 x^4+165 x^3+23 x^2+31 x+61$
• $y^2=110 x^6+38 x^4+157 x^3+115 x^2+155 x+138$
• $y^2=141 x^6+97 x^5+48 x^4+23 x^3+124 x^2+131 x+76$
• $y^2=37 x^6+151 x^5+73 x^4+115 x^3+119 x^2+154 x+46$
• $y^2=30 x^6+39 x^5+71 x^4+89 x^3+99 x^2+162 x+68$
• $y^2=150 x^6+28 x^5+21 x^4+111 x^3+161 x^2+142 x+6$
• $y^2=29 x^6+156 x^5+59 x^4+161 x^3+73 x^2+12 x+90$
• $y^2=145 x^6+112 x^5+128 x^4+137 x^3+31 x^2+60 x+116$
• $y^2=83 x^6+86 x^5+61 x^4+81 x^3+87 x^2+3 x+49$
• $y^2=81 x^6+96 x^5+138 x^4+71 x^3+101 x^2+15 x+78$
• $y^2=23 x^6+145 x^5+21 x^4+136 x^3+93 x^2+x+148$
• $y^2=115 x^6+57 x^5+105 x^4+12 x^3+131 x^2+5 x+72$
• $y^2=118 x^6+110 x^5+4 x^4+105 x^3+88 x^2+160 x+8$
• $y^2=89 x^6+49 x^5+20 x^4+24 x^3+106 x^2+132 x+40$
• $y^2=8 x^6+100 x^5+50 x^4+69 x^3+72 x^2+107 x+18$
• $y^2=40 x^6+166 x^5+83 x^4+11 x^3+26 x^2+34 x+90$
• $y^2=129 x^6+150 x^5+115 x^4+x^3+163 x^2+152 x+164$
• $y^2=144 x^6+82 x^5+74 x^4+5 x^3+147 x^2+92 x+152$
• $y^2=72 x^6+52 x^5+120 x^3+154 x^2+66 x+134$
• $y^2=26 x^6+93 x^5+99 x^3+102 x^2+163 x+2$
• $y^2=55 x^6+10 x^5+55 x^4+93 x^3+90 x^2+147 x+134$
• $y^2=108 x^6+50 x^5+108 x^4+131 x^3+116 x^2+67 x+2$
• $y^2=120 x^6+76 x^5+62 x^4+109 x^3+136 x^2+137 x+99$
• $y^2=99 x^6+46 x^5+143 x^4+44 x^3+12 x^2+17 x+161$
• $y^2=145 x^6+54 x^5+69 x^4+103 x^3+129 x^2+64 x+101$
• $y^2=57 x^6+103 x^5+11 x^4+14 x^3+144 x^2+153 x+4$
• $y^2=125 x^6+162 x^5+46 x^4+163 x^3+6 x^2+134 x+148$
• $y^2=124 x^6+142 x^5+63 x^4+147 x^3+30 x^2+2 x+72$
• $y^2=46 x^6+87 x^5+150 x^4+42 x^3+139 x^2+21 x+110$
• $y^2=63 x^6+101 x^5+82 x^4+43 x^3+27 x^2+105 x+49$
• $y^2=133 x^6+39 x^5+154 x^4+36 x^3+146 x^2+166 x+119$
• $y^2=38 x^6+15 x^5+98 x^4+56 x^3+16 x^2+29 x+5$
• $y^2=23 x^6+75 x^5+156 x^4+113 x^3+80 x^2+145 x+25$
• $y^2=131 x^6+78 x^5+159 x^4+109 x^3+149 x^2+10 x+60$
• $y^2=154 x^6+56 x^5+127 x^4+44 x^3+77 x^2+50 x+133$
• $y^2=45 x^6+85 x^5+62 x^4+134 x^3+95 x^2+55 x+2$
• $y^2=58 x^6+91 x^5+143 x^4+2 x^3+141 x^2+108 x+10$
• $y^2=23 x^6+108 x^5+5 x^4+40 x^3+52 x^2+97 x+142$
• $y^2=115 x^6+39 x^5+25 x^4+33 x^3+93 x^2+151 x+42$
• $y^2=94 x^6+43 x^5+20 x^4+141 x^3+164 x^2+134 x+60$
• $y^2=136 x^6+48 x^5+100 x^4+37 x^3+152 x^2+2 x+133$
• $y^2=156 x^6+53 x^5+64 x^4+13 x^3+38 x^2+59 x+142$
• $y^2=112 x^6+98 x^5+153 x^4+65 x^3+23 x^2+128 x+42$
• $y^2=108 x^6+31 x^5+82 x^4+14 x^3+161 x^2+130 x+160$
• $y^2=39 x^6+155 x^5+76 x^4+70 x^3+137 x^2+149 x+132$
• $y^2=97 x^6+3 x^5+6 x^4+110 x^3+93 x^2+122 x+137$
• $y^2=151 x^6+15 x^5+30 x^4+49 x^3+131 x^2+109 x+17$
• $y^2=146 x^6+120 x^5+75 x^4+12 x^3+72 x^2+147 x+109$
• $y^2=62 x^6+99 x^5+41 x^4+60 x^3+26 x^2+67 x+44$
• $y^2=13 x^6+100 x^5+71 x^4+4 x^3+57 x^2+128 x+7$
• $y^2=65 x^6+166 x^5+21 x^4+20 x^3+118 x^2+139 x+35$
• $y^2=18 x^6+84 x^5+88 x^4+13 x^3+138 x^2+62 x+145$
• $y^2=58 x^6+79 x^5+151 x^4+51 x^3+133 x^2+60 x+95$
• $y^2=123 x^6+61 x^5+87 x^4+88 x^3+164 x^2+133 x+141$
• $y^2=41 x^6+134 x^5+25 x^4+115 x^3+166 x^2+54 x+115$
• $y^2=38 x^6+2 x^5+125 x^4+74 x^3+162 x^2+103 x+74$
• $y^2=75 x^6+80 x^5+56 x^4+140 x^3+56 x^2+80 x+75$
• $y^2=41 x^6+66 x^5+113 x^4+32 x^3+113 x^2+66 x+41$
• $y^2=155 x^6+77 x^5+94 x^4+4 x^3+147 x^2+85 x+93$
• $y^2=107 x^6+51 x^5+136 x^4+20 x^3+67 x^2+91 x+131$
• $y^2=152 x^6+34 x^5+134 x^4+155 x^3+x+73$
• $y^2=92 x^6+3 x^5+2 x^4+107 x^3+5 x+31$
• $y^2=149 x^6+100 x^5+146 x^4+5 x^3+67 x^2+157 x+131$
• $y^2=77 x^6+166 x^5+62 x^4+25 x^3+x^2+117 x+154$
• $y^2=69 x^6+41 x^5+163 x^4+155 x^3+133 x^2+117 x+104$
• $y^2=11 x^6+38 x^5+147 x^4+107 x^3+164 x^2+84 x+19$
• $y^2=17 x^6+89 x^5+8 x^4+127 x^2+141 x+138$
• $y^2=85 x^6+111 x^5+40 x^4+134 x^2+37 x+22$
• $y^2=138 x^6+51 x^5+73 x^4+147 x^3+126 x^2+23 x+118$
• $y^2=22 x^6+88 x^5+31 x^4+67 x^3+129 x^2+115 x+89$
• $y^2=145 x^6+112 x^5+66 x^4+54 x^3+2 x^2+88 x+52$
• $y^2=57 x^6+59 x^5+163 x^4+103 x^3+10 x^2+106 x+93$
• $y^2=91 x^6+18 x^5+39 x^4+68 x^3+118 x^2+152 x+142$
• $y^2=121 x^6+90 x^5+28 x^4+6 x^3+89 x^2+92 x+42$
• $y^2=6 x^6+133 x^5+30 x^4+146 x^3+100 x^2+5 x+112$
• $y^2=30 x^6+164 x^5+150 x^4+62 x^3+166 x^2+25 x+59$
• $y^2=86 x^6+122 x^5+105 x^4+130 x^3+80 x^2+53 x+54$
• $y^2=96 x^6+109 x^5+24 x^4+149 x^3+66 x^2+98 x+103$
• $y^2=51 x^6+125 x^5+166 x^4+71 x^3+76 x^2+72 x+86$
• $y^2=88 x^6+124 x^5+162 x^4+21 x^3+46 x^2+26 x+96$
• $y^2=103 x^6+11 x^5+105 x^4+110 x^3+113 x^2+62 x+137$
• $y^2=14 x^6+55 x^5+24 x^4+49 x^3+64 x^2+143 x+17$
• $y^2=120 x^6+9 x^5+8 x^4+162 x^3+105 x^2+149 x+83$
• $y^2=99 x^6+45 x^5+40 x^4+142 x^3+24 x^2+77 x+81$
• $y^2=115 x^6+14 x^5+103 x^4+71 x^3+131 x^2+142 x+87$
• $y^2=74 x^6+70 x^5+14 x^4+21 x^3+154 x^2+42 x+101$
• $y^2=164 x^6+22 x^5+90 x^4+30 x^3+122 x^2+42 x+62$
• $y^2=152 x^6+110 x^5+116 x^4+150 x^3+109 x^2+43 x+143$
• $y^2=159 x^6+164 x^5+9 x^4+68 x^3+55 x^2+69 x+22$
• $y^2=127 x^6+152 x^5+45 x^4+6 x^3+108 x^2+11 x+110$
• $y^2=139 x^6+112 x^5+101 x^4+29 x^3+101 x^2+112 x+139$
• $y^2=27 x^6+59 x^5+4 x^4+145 x^3+4 x^2+59 x+27$
• $y^2=146 x^6+89 x^5+114 x^4+124 x^3+10 x^2+69 x+5$
• $y^2=152 x^6+71 x^5+68 x^4+69 x^3+61 x^2+87 x+147$
• $y^2=92 x^6+21 x^5+6 x^4+11 x^3+138 x^2+101 x+67$
• $y^2=119 x^6+2 x^5+21 x^4+53 x^3+63 x^2+27 x+54$
• $y^2=94 x^6+10 x^5+105 x^4+98 x^3+148 x^2+135 x+103$
• $y^2=49 x^6+128 x^5+148 x^4+44 x^3+77 x^2+73 x+42$
• $y^2=78 x^6+139 x^5+72 x^4+53 x^3+51 x^2+31 x+43$
• $y^2=16 x^6+148 x^5+2 x^4+132 x^3+77 x^2+143 x+46$
• $y^2=80 x^6+72 x^5+10 x^4+159 x^3+51 x^2+47 x+63$
• $y^2=144 x^6+43 x^5+61 x^4+95 x^3+141 x^2+118 x+100$
• $y^2=52 x^6+48 x^5+138 x^4+141 x^3+37 x^2+89 x+166$
• $y^2=152 x^6+28 x^5+82 x^4+131 x^3+38 x^2+127 x+59$
• $y^2=92 x^6+140 x^5+76 x^4+154 x^3+23 x^2+134 x+128$
• $y^2=23 x^6+31 x^5+122 x^4+17 x^3+126 x^2+27 x+115$
• $y^2=95 x^6+58 x^5+153 x^4+165 x^3+88 x^2+x+46$
• $y^2=141 x^6+123 x^5+97 x^4+157 x^3+106 x^2+5 x+63$
• $y^2=88 x^6+74 x^5+27 x^4+120 x^3+155 x^2+91 x+84$
• $y^2=106 x^6+36 x^5+135 x^4+99 x^3+107 x^2+121 x+86$
• $y^2=22 x^6+29 x^5+137 x^4+68 x^3+9 x^2+108 x+39$
• $y^2=110 x^6+145 x^5+17 x^4+6 x^3+45 x^2+39 x+28$
• $y^2=78 x^6+89 x^5+71 x^4+165 x^3+68 x^2+47 x+4$
• $y^2=56 x^6+111 x^5+21 x^4+157 x^3+6 x^2+68 x+20$
• $y^2=134 x^6+73 x^5+105 x^4+99 x^3+113 x^2+72 x+22$
• $y^2=2 x^6+31 x^5+24 x^4+161 x^3+64 x^2+26 x+110$
• $y^2=155 x^6+59 x^5+64 x^4+131 x^3+6 x^2+30 x+33$
• $y^2=107 x^6+128 x^5+153 x^4+154 x^3+30 x^2+150 x+165$
• $y^2=150 x^6+44 x^5+32 x^4+119 x^3+126 x^2+36 x+98$
• $y^2=82 x^6+53 x^5+160 x^4+94 x^3+129 x^2+13 x+156$
• $y^2=46 x^6+39 x^5+163 x^4+112 x^3+17 x^2+163 x+102$
• $y^2=63 x^6+28 x^5+147 x^4+59 x^3+85 x^2+147 x+9$
• $y^2=149 x^6+154 x^5+95 x^4+95 x^3+59 x^2+152 x+27$
• $y^2=77 x^6+102 x^5+141 x^4+141 x^3+128 x^2+92 x+135$
• $y^2=46 x^6+23 x^5+146 x^4+32 x^3+78 x^2+107 x+125$
• $y^2=63 x^6+115 x^5+62 x^4+160 x^3+56 x^2+34 x+124$
• $y^2=161 x^6+100 x^5+103 x^4+150 x^3+25 x^2+6 x+13$
• $y^2=38 x^6+113 x^5+137 x^4+166 x^3+89 x^2+102 x+73$
• $y^2=23 x^6+64 x^5+17 x^4+162 x^3+111 x^2+9 x+31$
• $y^2=32 x^6+155 x^5+3 x^4+45 x^3+84 x^2+15 x+36$
• $y^2=160 x^6+107 x^5+15 x^4+58 x^3+86 x^2+75 x+13$
• $y^2=17 x^6+7 x^5+19 x^4+46 x^3+136 x^2+124 x+147$
• $y^2=85 x^6+35 x^5+95 x^4+63 x^3+12 x^2+119 x+67$
• $y^2=60 x^6+161 x^5+83 x^4+38 x^3+121 x^2+97 x+114$
• $y^2=111 x^6+37 x^5+102 x^4+4 x^3+109 x^2+111 x+14$
• $y^2=54 x^6+18 x^5+9 x^4+20 x^3+44 x^2+54 x+70$
• $y^2=10 x^6+150 x^5+48 x^4+76 x^3+161 x^2+97 x+2$
• $y^2=50 x^6+82 x^5+73 x^4+46 x^3+137 x^2+151 x+10$
• $y^2=64 x^6+133 x^5+32 x^4+160 x^3+80 x^2+38 x+165$
• $y^2=29 x^6+120 x^5+56 x^4+72 x^3+75 x^2+149 x+90$
• $y^2=145 x^6+99 x^5+113 x^4+26 x^3+41 x^2+77 x+116$
• $y^2=117 x^6+153 x^5+96 x^4+33 x^3+37 x^2+120 x+59$
• $y^2=84 x^6+97 x^5+146 x^4+165 x^3+18 x^2+99 x+128$
• $y^2=20 x^6+3 x^5+43 x^4+140 x^3+140 x^2+47 x+156$
• $y^2=30 x^6+39 x^5+64 x^4+130 x^3+65 x^2+33 x+1$
• $y^2=150 x^6+28 x^5+153 x^4+149 x^3+158 x^2+165 x+5$
• $y^2=86 x^6+35 x^5+99 x^4+92 x^3+84 x^2+151 x+101$
• $y^2=96 x^6+8 x^5+161 x^4+126 x^3+86 x^2+87 x+4$
• $y^2=26 x^6+20 x^5+116 x^4+140 x^3+102 x^2+143 x+69$
• $y^2=130 x^6+100 x^5+79 x^4+32 x^3+9 x^2+47 x+11$
• $y^2=143 x^6+119 x^5+20 x^4+64 x^3+124 x^2+14 x+49$
• $y^2=47 x^6+94 x^5+100 x^4+153 x^3+119 x^2+70 x+78$
• $y^2=25 x^6+37 x^5+70 x^4+115 x^3+115 x^2+133 x+91$
• $y^2=125 x^6+18 x^5+16 x^4+74 x^3+74 x^2+164 x+121$
• $y^2=115 x^6+86 x^5+2 x^4+81 x^3+140 x^2+62 x$
• $y^2=74 x^6+96 x^5+10 x^4+71 x^3+32 x^2+143 x$
• $y^2=138 x^6+62 x^5+38 x^4+76 x^3+23 x^2+152 x+116$
• $y^2=22 x^6+143 x^5+23 x^4+46 x^3+115 x^2+92 x+79$
• $y^2=35 x^6+89 x^5+60 x^4+156 x^3+70 x^2+9 x+48$
• $y^2=8 x^6+111 x^5+133 x^4+112 x^3+16 x^2+45 x+73$
• $y^2=93 x^6+118 x^5+106 x^4+159 x^3+153 x^2+146 x+1$
• $y^2=131 x^6+89 x^5+29 x^4+127 x^3+97 x^2+62 x+5$
• $y^2=x^6+72 x^5+166 x^4+50 x^3+146 x^2+41 x+22$
• $y^2=5 x^6+26 x^5+162 x^4+83 x^3+62 x^2+38 x+110$
• $y^2=140 x^6+164 x^5+49 x^4+41 x^3+97 x^2+37 x+36$
• $y^2=32 x^6+152 x^5+78 x^4+38 x^3+151 x^2+18 x+13$
• $y^2=4 x^6+6 x^5+65 x^4+89 x^3+29 x^2+132 x+13$
• $y^2=20 x^6+30 x^5+158 x^4+111 x^3+145 x^2+159 x+65$
• $y^2=29 x^6+128 x^5+105 x^4+55 x^3+160 x^2+135 x+51$
• $y^2=145 x^6+139 x^5+24 x^4+108 x^3+132 x^2+7 x+88$
• $y^2=122 x^6+102 x^5+38 x^4+160 x^3+138 x^2+10 x+38$
• $y^2=109 x^6+9 x^5+23 x^4+132 x^3+22 x^2+50 x+23$
• $y^2=39 x^6+60 x^5+31 x^4+61 x^3+146 x^2+57 x+98$
• $y^2=28 x^6+133 x^5+155 x^4+138 x^3+62 x^2+118 x+156$
• $y^2=164 x^6+24 x^5+94 x^4+10 x^3+152 x^2+57 x+38$
• $y^2=152 x^6+120 x^5+136 x^4+50 x^3+92 x^2+118 x+23$
• $y^2=10 x^6+132 x^5+35 x^4+153 x^3+127 x^2+135 x+86$
• $y^2=129 x^6+101 x^5+21 x^4+99 x^3+154 x^2+41 x+49$
• $y^2=144 x^6+4 x^5+105 x^4+161 x^3+102 x^2+38 x+78$
• $y^2=28 x^6+142 x^5+9 x^4+155 x^3+64 x^2+142 x+69$
• $y^2=140 x^6+42 x^5+45 x^4+107 x^3+153 x^2+42 x+11$
• $y^2=2 x^6+66 x^5+166 x^4+59 x^3+164 x^2+28 x+103$
• $y^2=10 x^6+163 x^5+162 x^4+128 x^3+152 x^2+140 x+14$
• $y^2=121 x^6+112 x^5+70 x^4+143 x^3+85 x^2+132 x+139$
• $y^2=104 x^6+59 x^5+16 x^4+47 x^3+91 x^2+159 x+27$
• $y^2=68 x^6+39 x^5+102 x^4+157 x^3+118 x^2+95 x+13$
• $y^2=6 x^6+28 x^5+9 x^4+117 x^3+89 x^2+141 x+65$
• $y^2=138 x^6+55 x^5+88 x^4+142 x^3+106 x^2+68 x+51$
• $y^2=22 x^6+108 x^5+106 x^4+42 x^3+29 x^2+6 x+88$
• $y^2=66 x^6+25 x^5+116 x^4+166 x^3+137 x^2+42 x+80$
• $y^2=163 x^6+125 x^5+79 x^4+162 x^3+17 x^2+43 x+66$
• $y^2=3 x^6+149 x^5+70 x^4+114 x^3+91 x^2+33 x+21$
• $y^2=15 x^6+77 x^5+16 x^4+69 x^3+121 x^2+165 x+105$
• $y^2=4 x^6+154 x^5+49 x^4+32 x^3+81 x^2+6 x+25$
• $y^2=20 x^6+102 x^5+78 x^4+160 x^3+71 x^2+30 x+125$
• $y^2=52 x^6+132 x^5+69 x^4+8 x^3+22 x^2+7 x+63$
• $y^2=143 x^6+120 x^5+148 x^4+129 x^3+117 x^2+91 x+69$
• $y^2=47 x^6+99 x^5+72 x^4+144 x^3+84 x^2+121 x+11$
• $y^2=61 x^6+79 x^5+39 x^4+146 x^3+79 x^2+94 x+91$
• $y^2=138 x^6+61 x^5+28 x^4+62 x^3+61 x^2+136 x+121$
• $y^2=12 x^6+140 x^5+161 x^4+24 x^3+57 x^2+17 x+92$
• $y^2=60 x^6+32 x^5+137 x^4+120 x^3+118 x^2+85 x+126$
• $y^2=44 x^6+109 x^5+24 x^4+110 x^3+156 x^2+155 x+31$
• $y^2=53 x^6+44 x^5+120 x^4+49 x^3+112 x^2+107 x+155$
• $y^2=166 x^6+119 x^5+145 x^4+160 x^3+60 x^2+38 x+155$
• $y^2=162 x^6+94 x^5+57 x^4+132 x^3+133 x^2+23 x+107$
• $y^2=33 x^6+122 x^5+91 x^4+85 x^3+150 x^2+138 x+4$
• $y^2=165 x^6+109 x^5+121 x^4+91 x^3+82 x^2+22 x+20$
• $y^2=13 x^6+134 x^5+108 x^4+14 x^3+117 x^2+92 x+157$
• $y^2=65 x^6+2 x^5+39 x^4+70 x^3+84 x^2+126 x+117$
• $y^2=132 x^6+98 x^5+128 x^3+159 x^2+88 x+75$
• $y^2=159 x^6+156 x^5+139 x^3+127 x^2+106 x+41$
• $y^2=7 x^6+127 x^5+130 x^4+29 x^3+96 x^2+110 x+34$
• $y^2=35 x^6+134 x^5+149 x^4+145 x^3+146 x^2+49 x+3$
• $y^2=93 x^6+61 x^5+18 x^4+51 x^3+112 x^2+120 x+69$
• $y^2=131 x^6+138 x^5+90 x^4+88 x^3+59 x^2+99 x+11$
• $y^2=60 x^6+60 x^5+115 x^4+116 x^3+128 x^2+146 x+82$
• $y^2=133 x^6+133 x^5+74 x^4+79 x^3+139 x^2+62 x+76$
• $y^2=77 x^6+129 x^5+73 x^4+124 x^3+134 x^2+101 x+49$
• $y^2=51 x^6+144 x^5+31 x^4+119 x^3+2 x^2+4 x+78$
• $y^2=52 x^6+116 x^5+24 x^4+36 x^3+84 x^2+144 x+166$
• $y^2=93 x^6+79 x^5+120 x^4+13 x^3+86 x^2+52 x+162$
• $y^2=153 x^6+49 x^5+118 x^4+142 x^3+113 x^2+96 x+120$
• $y^2=97 x^6+78 x^5+89 x^4+42 x^3+64 x^2+146 x+99$
• $y^2=8 x^6+29 x^5+49 x^4+75 x^3+124 x^2+108 x+46$
• $y^2=40 x^6+145 x^5+78 x^4+41 x^3+119 x^2+39 x+63$
• $y^2=81 x^6+38 x^5+16 x^4+7 x^3+20 x^2+156 x+145$
• $y^2=71 x^6+23 x^5+80 x^4+35 x^3+100 x^2+112 x+57$
• $y^2=103 x^6+116 x^5+21 x^4+63 x^3+107 x^2+142 x+132$
• $y^2=14 x^6+79 x^5+105 x^4+148 x^3+34 x^2+42 x+159$
• $y^2=101 x^6+146 x^5+154 x^4+2 x^3+13 x^2+60 x+68$
• $y^2=4 x^6+62 x^5+102 x^4+10 x^3+65 x^2+133 x+6$
• $y^2=20 x^6+40 x^5+63 x^4+155 x^3+112 x^2+18 x+35$
• $y^2=100 x^6+33 x^5+148 x^4+107 x^3+59 x^2+90 x+8$
• $y^2=80 x^6+114 x^5+165 x^4+84 x^3+29 x^2+124 x+141$
• $y^2=66 x^6+69 x^5+157 x^4+86 x^3+145 x^2+119 x+37$
• $y^2=25 x^6+70 x^5+31 x^4+150 x^3+127 x^2+115 x+27$
• $y^2=125 x^6+16 x^5+155 x^4+82 x^3+134 x^2+74 x+135$
• $y^2=94 x^6+62 x^5+145 x^4+49 x^3+6 x^2+21 x+12$
• $y^2=136 x^6+143 x^5+57 x^4+78 x^3+30 x^2+105 x+60$
• $y^2=69 x^6+27 x^5+166 x^4+49 x^3+158 x^2+60 x$
• $y^2=106 x^6+16 x^5+76 x^4+121 x^3+162 x^2+77 x+86$
• $y^2=29 x^6+80 x^5+46 x^4+104 x^3+142 x^2+51 x+96$
• $y^2=97 x^6+150 x^5+12 x^4+86 x^3+148 x^2+5 x+153$
• $y^2=66 x^6+92 x^5+125 x^4+61 x^3+67 x^2+166$
• $y^2=163 x^6+126 x^5+124 x^4+138 x^3+x^2+162$
• $y^2=50 x^6+92 x^5+81 x^4+113 x^3+123 x^2+94 x+143$
• $y^2=83 x^6+126 x^5+71 x^4+64 x^3+114 x^2+136 x+47$
• $y^2=86 x^6+163 x^5+94 x^4+57 x^3+149 x^2+47 x+28$
• $y^2=96 x^6+147 x^5+136 x^4+118 x^3+77 x^2+68 x+140$
• $y^2=100 x^6+x^5+132 x^4+120 x^3+65 x^2+160 x+94$
• $y^2=166 x^6+5 x^5+159 x^4+99 x^3+158 x^2+132 x+136$
• $y^2=16 x^6+40 x^5+19 x^4+85 x^3+7 x^2+53 x+115$
• $y^2=80 x^6+33 x^5+95 x^4+91 x^3+35 x^2+98 x+74$
• $y^2=20 x^6+29 x^5+151 x^4+33 x^3+48 x^2+61 x+163$
• $y^2=100 x^6+145 x^5+87 x^4+165 x^3+73 x^2+138 x+147$
• $y^2=166 x^6+85 x^5+52 x^4+42 x^3+160 x^2+24 x+146$
• $y^2=162 x^6+91 x^5+93 x^4+43 x^3+132 x^2+120 x+62$
• $y^2=12 x^6+62 x^5+96 x^4+82 x^3+96 x^2+62 x+12$
• $y^2=60 x^6+143 x^5+146 x^4+76 x^3+146 x^2+143 x+60$
• $y^2=15 x^6+109 x^5+114 x^4+151 x^3+69 x^2+56 x+155$
• $y^2=75 x^6+44 x^5+69 x^4+87 x^3+11 x^2+113 x+107$
• $y^2=68 x^6+47 x^5+8 x^4+72 x^3+36 x^2+94 x+15$
• $y^2=6 x^6+68 x^5+40 x^4+26 x^3+13 x^2+136 x+75$
• $y^2=66 x^6+150 x^5+36 x^4+118 x^3+68 x^2+20 x+78$
• $y^2=163 x^6+82 x^5+13 x^4+89 x^3+6 x^2+100 x+56$
• $y^2=119 x^6+10 x^5+95 x^4+31 x^3+13 x^2+29 x+40$
• $y^2=94 x^6+50 x^5+141 x^4+155 x^3+65 x^2+145 x+33$
• $y^2=60 x^6+151 x^5+144 x^4+131 x^3+66 x^2+165 x+18$
• $y^2=133 x^6+87 x^5+52 x^4+154 x^3+163 x^2+157 x+90$
• $y^2=152 x^6+26 x^5+162 x^4+73 x^3+29 x^2+96 x+79$
• $y^2=92 x^6+130 x^5+142 x^4+31 x^3+145 x^2+146 x+61$
• $y^2=35 x^6+74 x^5+165 x^4+111 x^3+57 x^2+30 x+76$
• $y^2=8 x^6+36 x^5+157 x^4+54 x^3+118 x^2+150 x+46$
• $y^2=116 x^6+72 x^5+150 x^4+121 x^3+92 x^2+18 x+69$
• $y^2=97 x^6+3 x^5+89 x^4+136 x^3+20 x^2+34 x+13$
• $y^2=151 x^6+15 x^5+111 x^4+12 x^3+100 x^2+3 x+65$
• $y^2=106 x^6+163 x^5+137 x^4+124 x^3+64 x^2+41 x+95$
• $y^2=29 x^6+147 x^5+17 x^4+119 x^3+153 x^2+38 x+141$
• $y^2=69 x^6+119 x^5+54 x^4+55 x^3+54 x^2+119 x+69$
• $y^2=11 x^6+94 x^5+103 x^4+108 x^3+103 x^2+94 x+11$
• $y^2=42 x^6+55 x^5+107 x^4+50 x^3+53 x^2+146 x+165$
• $y^2=43 x^6+108 x^5+34 x^4+83 x^3+98 x^2+62 x+157$
• $y^2=115 x^6+23 x^5+109 x^4+6 x^3+77 x^2+17 x+80$
• $y^2=74 x^6+115 x^5+44 x^4+30 x^3+51 x^2+85 x+66$
• $y^2=146 x^6+91 x^5+49 x^4+71 x^3+91 x^2+111 x+93$
• $y^2=62 x^6+121 x^5+78 x^4+21 x^3+121 x^2+54 x+131$
• $y^2=159 x^6+43 x^5+99 x^4+32 x^3+133 x^2+69 x+83$
• $y^2=127 x^6+48 x^5+161 x^4+160 x^3+164 x^2+11 x+81$
• $y^2=144 x^6+103 x^3+111 x^2+154 x+23$
• $y^2=52 x^6+14 x^3+54 x^2+102 x+115$
• $y^2=71 x^6+124 x^5+141 x^4+55 x^3+143 x^2+77 x+91$
• $y^2=21 x^6+119 x^5+37 x^4+108 x^3+47 x^2+51 x+121$
• $y^2=149 x^6+24 x^5+111 x^4+23 x^3+148 x^2+96 x+138$
• $y^2=77 x^6+120 x^5+54 x^4+115 x^3+72 x^2+146 x+22$
• $y^2=120 x^6+33 x^5+144 x^4+52 x^3+2 x^2+17 x+60$
• $y^2=99 x^6+165 x^5+52 x^4+93 x^3+10 x^2+85 x+133$
• $y^2=16 x^6+98 x^5+73 x^4+76 x^3+73 x^2+98 x+16$
• $y^2=80 x^6+156 x^5+31 x^4+46 x^3+31 x^2+156 x+80$
• $y^2=22 x^6+156 x^5+83 x^4+85 x^3+53 x^2+151 x+82$
• $y^2=110 x^6+112 x^5+81 x^4+91 x^3+98 x^2+87 x+76$
• $y^2=63 x^6+36 x^5+98 x^4+103 x^3+37 x^2+131 x+47$
• $y^2=148 x^6+13 x^5+156 x^4+14 x^3+18 x^2+154 x+68$
• $y^2=95 x^6+98 x^5+106 x^4+129 x^3+43 x^2+27 x+9$
• $y^2=141 x^6+156 x^5+29 x^4+144 x^3+48 x^2+135 x+45$
• $y^2=105 x^6+157 x^5+98 x^4+166 x^3+90 x^2+43 x+125$
• $y^2=24 x^6+117 x^5+156 x^4+162 x^3+116 x^2+48 x+124$
• $y^2=25 x^6+99 x^5+97 x^4+48 x^3+4 x^2+8 x+64$
• $y^2=125 x^6+161 x^5+151 x^4+73 x^3+20 x^2+40 x+153$
• $y^2=71 x^6+157 x^5+116 x^4+12 x^3+112 x^2+2 x+149$
• $y^2=21 x^6+117 x^5+79 x^4+60 x^3+59 x^2+10 x+77$
• $y^2=11 x^6+131 x^5+141 x^4+92 x^3+59 x^2+92 x+21$
• $y^2=55 x^6+154 x^5+37 x^4+126 x^3+128 x^2+126 x+105$
• $y^2=68 x^6+114 x^5+3 x^4+70 x^3+80 x^2+16 x+145$
• $y^2=6 x^6+69 x^5+15 x^4+16 x^3+66 x^2+80 x+57$
• $y^2=67 x^6+30 x^5+166 x^4+38 x^3+105 x^2+145 x+19$
• $y^2=158 x^6+130 x^5+27 x^4+48 x^3+85 x^2+142 x+60$
• $y^2=122 x^6+149 x^5+135 x^4+73 x^3+91 x^2+42 x+133$
• $y^2=75 x^6+134 x^4+80 x^3+66 x^2+68$
• $y^2=108 x^6+21 x^5+25 x^4+161 x^3+56 x^2+49 x+64$
• $y^2=39 x^6+105 x^5+125 x^4+137 x^3+113 x^2+78 x+153$
• $y^2=63 x^6+115 x^5+75 x^4+41 x^3+80 x^2+30 x+17$
• $y^2=148 x^6+74 x^5+41 x^4+38 x^3+66 x^2+150 x+85$
• $y^2=73 x^6+33 x^5+40 x^4+61 x^3+120 x^2+43 x+88$
• $y^2=31 x^6+165 x^5+33 x^4+138 x^3+99 x^2+48 x+106$
• $y^2=160 x^6+92 x^5+158 x^4+129 x^3+142 x^2+134 x+60$
• $y^2=132 x^6+126 x^5+122 x^4+144 x^3+42 x^2+2 x+133$
• $y^2=124 x^6+39 x^5+109 x^4+86 x^3+25 x^2+118 x+102$
• $y^2=95 x^6+31 x^5+89 x^4+5 x^3+150 x^2+108 x+8$
• $y^2=141 x^6+155 x^5+111 x^4+25 x^3+82 x^2+39 x+40$
• $y^2=115 x^6+33 x^5+13 x^4+78 x^3+98 x^2+140 x+136$
• $y^2=74 x^6+165 x^5+65 x^4+56 x^3+156 x^2+32 x+12$
• $y^2=91 x^6+48 x^5+56 x^4+166 x^3+81 x^2+28 x+82$
• $y^2=121 x^6+73 x^5+113 x^4+162 x^3+71 x^2+140 x+76$
• $y^2=158 x^6+98 x^5+71 x^4+78 x^3+71 x^2+98 x+158$
• $y^2=122 x^6+156 x^5+21 x^4+56 x^3+21 x^2+156 x+122$
• $y^2=114 x^6+104 x^5+57 x^4+98 x^3+64 x^2+11 x+88$
• $y^2=69 x^6+19 x^5+118 x^4+156 x^3+153 x^2+55 x+106$
• $y^2=160 x^6+109 x^5+61 x^4+29 x^3+139 x^2+74 x+66$
• $y^2=132 x^6+44 x^5+138 x^4+145 x^3+27 x^2+36 x+163$
• $y^2=53 x^6+73 x^5+132 x^4+58 x^3+164 x^2+128 x+68$
• $y^2=98 x^6+31 x^5+159 x^4+123 x^3+152 x^2+139 x+6$
• $y^2=82 x^6+35 x^5+139 x^4+126 x^3+5 x^2+111 x+89$
• $y^2=76 x^6+8 x^5+27 x^4+129 x^3+25 x^2+54 x+111$
• $y^2=121 x^6+37 x^5+154 x^4+128 x^3+8 x^2+44 x+130$
• $y^2=104 x^6+18 x^5+102 x^4+139 x^3+40 x^2+53 x+149$
• $y^2=87 x^6+83 x^5+129 x^4+46 x^3+75 x^2+60 x+75$
• $y^2=101 x^6+81 x^5+144 x^4+63 x^3+41 x^2+133 x+41$
• $y^2=49 x^6+140 x^5+142 x^4+50 x^2+50 x+124$
• $y^2=78 x^6+32 x^5+42 x^4+83 x^2+83 x+119$
• $y^2=94 x^6+24 x^5+98 x^4+120 x^3+23 x^2+114 x+46$
• $y^2=50 x^6+45 x^5+19 x^4+110 x^3+68 x^2+67 x+137$
• $y^2=83 x^6+58 x^5+95 x^4+49 x^3+6 x^2+x+17$
• $y^2=29 x^6+30 x^5+121 x^4+16 x^3+18 x^2+92 x+42$
• $y^2=145 x^6+150 x^5+104 x^4+80 x^3+90 x^2+126 x+43$
• $y^2=124 x^6+43 x^5+137 x^4+124 x^3+105 x^2+91 x+160$
• $y^2=119 x^6+48 x^5+17 x^4+119 x^3+24 x^2+121 x+132$
• $y^2=x^6+x^3+88$
• $y^2=5 x^6+5 x^3+106$
• $y^2=112 x^6+115 x^5+61 x^4+114 x^3+18 x^2+151 x+124$
• $y^2=59 x^6+74 x^5+138 x^4+69 x^3+90 x^2+87 x+119$
• $y^2=119 x^6+4 x^5+120 x^4+128 x^3+98 x^2+151 x+121$
• $y^2=94 x^6+20 x^5+99 x^4+139 x^3+156 x^2+87 x+104$
• $y^2=96 x^6+164 x^5+44 x^4+136 x^3+158 x^2+95 x+127$
• $y^2=146 x^6+152 x^5+53 x^4+12 x^3+122 x^2+141 x+134$
• $y^2=150 x^6+3 x^5+148 x^4+89 x^3+162 x^2+156 x+128$
• $y^2=82 x^6+15 x^5+72 x^4+111 x^3+142 x^2+112 x+139$
• $y^2=162 x^6+52 x^5+59 x^4+15 x^3+158 x^2+128 x+104$
• $y^2=142 x^6+93 x^5+128 x^4+75 x^3+122 x^2+139 x+19$
• $y^2=55 x^6+156 x^5+2 x^4+146 x^3+45 x^2+24 x+61$
• $y^2=60 x^6+74 x^5+87 x^4+126 x^3+6 x^2+161 x+50$
• $y^2=133 x^6+36 x^5+101 x^4+129 x^3+30 x^2+137 x+83$
• $y^2=89 x^6+28 x^5+125 x^4+89 x^3+120 x^2+30 x+36$
• $y^2=111 x^6+140 x^5+124 x^4+111 x^3+99 x^2+150 x+13$
• $y^2=100 x^6+5 x^5+94 x^4+24 x^3+162 x^2+162 x+69$
• $y^2=166 x^6+25 x^5+136 x^4+120 x^3+142 x^2+142 x+11$
• $y^2=149 x^6+67 x^5+26 x^4+95 x^3+103 x^2+31 x+92$
• $y^2=77 x^6+x^5+130 x^4+141 x^3+14 x^2+155 x+126$
• $y^2=30 x^6+100 x^5+100 x^4+12 x^3+121 x^2+5 x+161$
• $y^2=124 x^6+8 x^5+164 x^4+81 x^3+108 x^2+129 x+18$
• $y^2=119 x^6+40 x^5+152 x^4+71 x^3+39 x^2+144 x+90$
• $y^2=38 x^6+114 x^5+82 x^4+2 x^3+26 x^2+127 x+27$
• $y^2=23 x^6+69 x^5+76 x^4+10 x^3+130 x^2+134 x+135$
• $y^2=110 x^6+155 x^5+70 x^4+46 x^3+19 x^2+144 x+44$
• $y^2=165 x^6+18 x^5+77 x^4+113 x^3+105 x^2+131 x+14$
• $y^2=157 x^6+90 x^5+51 x^4+64 x^3+24 x^2+154 x+70$
• $y^2=3 x^6+34 x^5+115 x^4+3 x^3+74 x^2+11 x+133$
• $y^2=15 x^6+3 x^5+74 x^4+15 x^3+36 x^2+55 x+164$
• $y^2=136 x^6+47 x^5+69 x^4+85 x^3+23 x^2+132 x+27$
• $y^2=132 x^6+122 x^5+163 x^4+130 x^3+21 x^2+117 x+122$
• $y^2=159 x^6+109 x^5+147 x^4+149 x^3+105 x^2+84 x+109$
• $y^2=105 x^6+119 x^5+118 x^4+138 x^3+122 x^2+151 x+56$
• $y^2=79 x^6+39 x^5+4 x^4+154 x^3+145 x^2+136 x+112$
• $y^2=114 x^6+107 x^5+95 x^4+155 x^3+108 x^2+106 x+17$
• $y^2=69 x^6+34 x^5+141 x^4+107 x^3+39 x^2+29 x+85$
• $y^2=124 x^6+34 x^5+43 x^4+97 x^3+35 x^2+61 x+79$
• $y^2=119 x^6+3 x^5+48 x^4+151 x^3+8 x^2+138 x+61$
• $y^2=97 x^6+4 x^5+156 x^4+94 x^3+156 x^2+4 x+97$
• $y^2=151 x^6+20 x^5+112 x^4+136 x^3+112 x^2+20 x+151$
• $y^2=4 x^6+129 x^5+34 x^4+86 x^3+165 x^2+81 x+93$
• $y^2=20 x^6+144 x^5+3 x^4+96 x^3+157 x^2+71 x+131$
• $y^2=10 x^6+103 x^5+96 x^4+120 x^3+103 x^2+88 x+148$
• $y^2=50 x^6+14 x^5+146 x^4+99 x^3+14 x^2+106 x+72$
• $y^2=103 x^6+92 x^5+83 x^4+38 x^3+69 x^2+33 x+68$
• $y^2=20 x^6+149 x^5+117 x^4+43 x^3+143 x^2+129 x+163$
• $y^2=100 x^6+77 x^5+84 x^4+48 x^3+47 x^2+144 x+147$
• $y^2=124 x^6+x^5+31 x^4+19 x^3+48 x^2+66 x+147$
• $y^2=119 x^6+5 x^5+155 x^4+95 x^3+73 x^2+163 x+67$
• $y^2=141 x^6+121 x^5+59 x^4+154 x^3+150 x^2+4 x+72$
• $y^2=114 x^6+153 x^5+70 x^4+38 x^3+156 x^2+134 x+106$
• $y^2=69 x^6+97 x^5+16 x^4+23 x^3+112 x^2+2 x+29$
• $y^2=128 x^6+56 x^5+127 x^4+147 x^3+56 x^2+112 x+144$
• $y^2=139 x^6+113 x^5+134 x^4+67 x^3+113 x^2+59 x+52$
• $y^2=94 x^6+81 x^5+30 x^4+95 x^3+61 x^2+144 x+73$
• $y^2=136 x^6+71 x^5+150 x^4+141 x^3+138 x^2+52 x+31$
• $y^2=48 x^6+86 x^5+143 x^4+140 x^3+70 x^2+59 x+147$
• $y^2=73 x^6+96 x^5+47 x^4+32 x^3+16 x^2+128 x+67$
• $y^2=90 x^6+113 x^5+37 x^4+65 x^3+89 x^2+51 x+77$
• $y^2=116 x^6+64 x^5+18 x^4+158 x^3+111 x^2+88 x+51$
• $y^2=80 x^6+20 x^5+106 x^4+155 x^3+42 x^2+131 x+92$
• $y^2=66 x^6+100 x^5+29 x^4+107 x^3+43 x^2+154 x+126$
• $y^2=139 x^6+110 x^5+109 x^4+63 x^3+94 x^2+72 x+80$
• $y^2=27 x^6+49 x^5+44 x^4+148 x^3+136 x^2+26 x+66$
• $y^2=57 x^6+83 x^5+107 x^4+114 x^3+37 x^2+61 x+84$
• $y^2=118 x^6+81 x^5+34 x^4+69 x^3+18 x^2+138 x+86$
• $y^2=158 x^6+55 x^5+68 x^4+98 x^3+27 x^2+45 x+158$
• $y^2=122 x^6+108 x^5+6 x^4+156 x^3+135 x^2+58 x+122$
• $y^2=2 x^6+20 x^5+100 x^4+104 x^3+115 x^2+135 x+3$
• $y^2=10 x^6+100 x^5+166 x^4+19 x^3+74 x^2+7 x+15$
• $y^2=9 x^6+66 x^5+107 x^4+22 x^3+158 x^2+58 x+35$
• $y^2=45 x^6+163 x^5+34 x^4+110 x^3+122 x^2+123 x+8$
• $y^2=132 x^6+146 x^5+148 x^4+8 x^3+98 x^2+161 x+25$
• $y^2=159 x^6+62 x^5+72 x^4+40 x^3+156 x^2+137 x+125$
• $y^2=62 x^6+100 x^5+78 x^4+109 x^3+17 x^2+12 x+83$
• $y^2=143 x^6+166 x^5+56 x^4+44 x^3+85 x^2+60 x+81$
• $y^2=162 x^6+116 x^5+81 x^4+79 x^3+72 x^2+47 x+98$
• $y^2=142 x^6+79 x^5+71 x^4+61 x^3+26 x^2+68 x+156$
• $y^2=134 x^6+92 x^5+147 x^4+111 x^3+x^2+10 x+8$
• $y^2=2 x^6+126 x^5+67 x^4+54 x^3+5 x^2+50 x+40$
• $y^2=92 x^6+58 x^5+33 x^4+60 x^3+92 x^2+162 x+60$
• $y^2=126 x^6+123 x^5+165 x^4+133 x^3+126 x^2+142 x+133$
• $y^2=73 x^6+67 x^5+49 x^4+136 x^3+22 x^2+22 x+79$
• $y^2=31 x^6+x^5+78 x^4+12 x^3+110 x^2+110 x+61$
• $y^2=28 x^6+109 x^5+143 x^4+11 x^3+141 x^2+112 x+96$
• $y^2=140 x^6+44 x^5+47 x^4+55 x^3+37 x^2+59 x+146$
• $y^2=114 x^6+17 x^5+17 x^4+119 x^3+17 x^2+17 x+114$
• $y^2=69 x^6+85 x^5+85 x^4+94 x^3+85 x^2+85 x+69$
• $y^2=12 x^6+24 x^5+24 x^4+13 x^3+79 x^2+11 x+1$
• $y^2=60 x^6+120 x^5+120 x^4+65 x^3+61 x^2+55 x+5$
• $y^2=32 x^6+130 x^5+31 x^4+138 x^3+131 x^2+101 x+93$
• $y^2=160 x^6+149 x^5+155 x^4+22 x^3+154 x^2+4 x+131$
• $y^2=100 x^6+121 x^5+81 x^4+139 x^3+81 x^2+121 x+100$
• $y^2=166 x^6+104 x^5+71 x^4+27 x^3+71 x^2+104 x+166$
• $y^2=138 x^6+151 x^5+84 x^4+145 x^3+146 x^2+143 x+114$
• $y^2=22 x^6+87 x^5+86 x^4+57 x^3+62 x^2+47 x+69$
• $y^2=80 x^6+120 x^5+150 x^4+82 x^3+129 x^2+163 x+81$
• $y^2=66 x^6+99 x^5+82 x^4+76 x^3+144 x^2+147 x+71$
• $y^2=46 x^6+16 x^5+81 x^4+2 x^3+149 x^2+128 x+51$
• $y^2=63 x^6+80 x^5+71 x^4+10 x^3+77 x^2+139 x+88$
• $y^2=162 x^6+113 x^5+42 x^4+148 x^3+20 x^2+37 x+68$
• $y^2=142 x^6+64 x^5+43 x^4+72 x^3+100 x^2+18 x+6$
• $y^2=57 x^6+35 x^4+71 x^3+123 x^2+146 x+55$
• $y^2=118 x^6+8 x^4+21 x^3+114 x^2+62 x+108$
• $y^2=112 x^6+162 x^5+108 x^4+147 x^3+82 x^2+149 x+132$
• $y^2=59 x^6+142 x^5+39 x^4+67 x^3+76 x^2+77 x+159$
• $y^2=126 x^6+110 x^5+6 x^4+111 x^3+24 x^2+96 x+68$
• $y^2=129 x^6+49 x^5+30 x^4+54 x^3+120 x^2+146 x+6$
• $y^2=158 x^6+155 x^5+55 x^4+6 x^3+130 x^2+122 x+103$
• $y^2=122 x^6+107 x^5+108 x^4+30 x^3+149 x^2+109 x+14$
• $y^2=71 x^6+120 x^5+162 x^4+50 x^3+54 x^2+25 x+116$
• $y^2=21 x^6+99 x^5+142 x^4+83 x^3+103 x^2+125 x+79$
• $y^2=2 x^6+114 x^5+114 x^4+56 x^3+136 x^2+120 x+32$
• $y^2=10 x^6+69 x^5+69 x^4+113 x^3+12 x^2+99 x+160$
• $y^2=157 x^6+44 x^5+154 x^4+157 x^3+115 x^2+25 x+7$
• $y^2=117 x^6+53 x^5+102 x^4+117 x^3+74 x^2+125 x+35$
• $y^2=59 x^6+133 x^5+27 x^4+78 x^3+33 x^2+15 x+146$
• $y^2=148 x^6+153 x^5+46 x^4+138 x^3+111 x^2+121 x+135$
• $y^2=72 x^6+97 x^5+63 x^4+22 x^3+54 x^2+104 x+7$
• $y^2=162 x^6+140 x^5+30 x^4+28 x^3+116 x^2+96 x+127$
• $y^2=142 x^6+32 x^5+150 x^4+140 x^3+79 x^2+146 x+134$
• $y^2=26 x^6+78 x^5+16 x^4+107 x^3+152 x^2+109 x+39$
• $y^2=130 x^6+56 x^5+80 x^4+34 x^3+92 x^2+44 x+28$
• $y^2=88 x^6+107 x^5+87 x^4+98 x^3+4 x^2+94 x+150$
• $y^2=106 x^6+34 x^5+101 x^4+156 x^3+20 x^2+136 x+82$
• $y^2=164 x^6+145 x^5+68 x^4+59 x^3+21 x^2+95 x+104$
• $y^2=152 x^6+57 x^5+6 x^4+128 x^3+105 x^2+141 x+19$
• $y^2=40 x^6+123 x^5+106 x^4+95 x^3+45 x^2+158 x+153$
• $y^2=33 x^6+114 x^5+29 x^4+141 x^3+58 x^2+122 x+97$
• $y^2=8 x^6+144 x^5+137 x^4+151 x^3+21 x^2+124 x+36$
• $y^2=40 x^6+52 x^5+17 x^4+87 x^3+105 x^2+119 x+13$
• $y^2=111 x^6+20 x^5+92 x^4+151 x^3+30 x^2+28 x+84$
• $y^2=54 x^6+100 x^5+126 x^4+87 x^3+150 x^2+140 x+86$
• $y^2=146 x^6+156 x^5+71 x^4+103 x^3+24 x^2+92 x+137$
• $y^2=62 x^6+112 x^5+21 x^4+14 x^3+120 x^2+126 x+17$
• $y^2=75 x^6+35 x^5+54 x^4+11 x^3+46 x^2+118 x+153$
• $y^2=41 x^6+8 x^5+103 x^4+55 x^3+63 x^2+89 x+97$
• $y^2=29 x^6+165 x^5+35 x^4+8 x^3+105 x^2+134 x+100$
• $y^2=145 x^6+157 x^5+8 x^4+40 x^3+24 x^2+2 x+166$
• $y^2=129 x^6+164 x^5+79 x^4+141 x^3+79 x^2+68 x+139$
• $y^2=144 x^6+152 x^5+61 x^4+37 x^3+61 x^2+6 x+27$
• $y^2=24 x^6+59 x^5+x^4+25 x^3+15 x^2+123 x+98$
• $y^2=89 x^6+156 x^5+102 x^4+73 x^3+107 x^2+22 x+94$
• $y^2=111 x^6+112 x^5+9 x^4+31 x^3+34 x^2+110 x+136$
• $y^2=30 x^6+123 x^5+124 x^4+18 x^3+75 x^2+83 x+101$
• $y^2=150 x^6+114 x^5+119 x^4+90 x^3+41 x^2+81 x+4$
• $y^2=47 x^6+57 x^5+117 x^4+98 x^3+138 x^2+158 x+42$
• $y^2=68 x^6+118 x^5+84 x^4+156 x^3+22 x^2+122 x+43$
• $y^2=25 x^6+154 x^5+135 x^4+5 x^3+57 x^2+92 x+92$
• $y^2=125 x^6+102 x^5+7 x^4+25 x^3+118 x^2+126 x+126$
• $y^2=20 x^6+89 x^5+138 x^4+104 x^3+76 x^2+57 x+108$
• $y^2=100 x^6+111 x^5+22 x^4+19 x^3+46 x^2+118 x+39$
• $y^2=105 x^6+63 x^5+38 x^4+56 x^3+113 x^2+77 x+105$
• $y^2=24 x^6+148 x^5+23 x^4+113 x^3+64 x^2+51 x+24$
• $y^2=90 x^6+58 x^5+152 x^4+156 x^3+158 x^2+81 x+133$
• $y^2=58 x^6+143 x^5+158 x^4+46 x^3+4 x^2+73 x+24$
• $y^2=123 x^6+47 x^5+122 x^4+63 x^3+20 x^2+31 x+120$
• $y^2=164 x^6+75 x^5+92 x^4+133 x^3+36 x^2+141 x+156$
• $y^2=152 x^6+41 x^5+126 x^4+164 x^3+13 x^2+37 x+112$
• $y^2=137 x^6+141 x^5+128 x^4+88 x^3+93 x^2+142 x+115$
• $y^2=17 x^6+37 x^5+139 x^4+106 x^3+131 x^2+42 x+74$
• $y^2=39 x^6+6 x^5+139 x^4+110 x^3+139 x^2+6 x+39$
• $y^2=28 x^6+30 x^5+27 x^4+49 x^3+27 x^2+30 x+28$
• $y^2=42 x^6+128 x^5+12 x^4+102 x^3+67 x^2+18 x+108$
• $y^2=43 x^6+139 x^5+60 x^4+9 x^3+x^2+90 x+39$
• $y^2=21 x^6+90 x^5+13 x^3+111 x^2+37 x+15$
• $y^2=105 x^6+116 x^5+65 x^3+54 x^2+18 x+75$
• $y^2=123 x^6+35 x^5+120 x^4+33 x^3+90 x^2+40 x+40$
• $y^2=114 x^6+8 x^5+99 x^4+165 x^3+116 x^2+33 x+33$
• $y^2=73 x^6+120 x^5+99 x^4+76 x^3+84 x^2+148 x+15$
• $y^2=31 x^6+99 x^5+161 x^4+46 x^3+86 x^2+72 x+75$
• $y^2=58 x^6+152 x^5+124 x^4+166 x^3+157 x^2+2 x+143$
• $y^2=123 x^6+92 x^5+119 x^4+162 x^3+117 x^2+10 x+47$
• $y^2=136 x^6+134 x^5+166 x^4+122 x^3+35 x^2+118 x+91$
• $y^2=12 x^6+2 x^5+162 x^4+109 x^3+8 x^2+89 x+121$
• $y^2=53 x^6+140 x^5+113 x^4+99 x^3+14 x^2+124 x+63$
• $y^2=98 x^6+32 x^5+64 x^4+161 x^3+70 x^2+119 x+148$
• $y^2=76 x^6+58 x^5+89 x^4+71 x^3+52 x^2+53 x+100$
• $y^2=46 x^6+123 x^5+111 x^4+21 x^3+93 x^2+98 x+166$
• $y^2=47 x^6+110 x^5+40 x^4+14 x^3+127 x^2+140 x+6$
• $y^2=68 x^6+49 x^5+33 x^4+70 x^3+134 x^2+32 x+30$
• $y^2=148 x^6+70 x^5+89 x^4+152 x^3+8 x^2+90 x+74$
• $y^2=72 x^6+16 x^5+111 x^4+92 x^3+40 x^2+116 x+36$
• $y^2=55 x^6+12 x^5+139 x^4+92 x^3+14 x^2+31 x+154$
• $y^2=108 x^6+60 x^5+27 x^4+126 x^3+70 x^2+155 x+102$
• $y^2=41 x^6+147 x^5+56 x^4+11 x^3+99 x^2+146 x+161$
• $y^2=38 x^6+67 x^5+113 x^4+55 x^3+161 x^2+62 x+137$
• $y^2=34 x^6+70 x^5+115 x^4+14 x^3+162 x^2+145 x+58$
• $y^2=3 x^6+16 x^5+74 x^4+70 x^3+142 x^2+57 x+123$
• $y^2=10 x^6+14 x^5+78 x^4+13 x^3+9 x^2+141 x+141$
• $y^2=21 x^6+7 x^5+78 x^4+35 x^3+124 x^2+128 x+67$
• $y^2=105 x^6+35 x^5+56 x^4+8 x^3+119 x^2+139 x+1$
• $y^2=13 x^6+14 x^5+127 x^4+138 x^3+63 x^2+59 x+99$
• $y^2=65 x^6+70 x^5+134 x^4+22 x^3+148 x^2+128 x+161$
• $y^2=159 x^6+72 x^5+105 x^4+121 x^3+126 x^2+127 x+54$
• $y^2=127 x^6+26 x^5+24 x^4+104 x^3+129 x^2+134 x+103$
• $y^2=48 x^6+143 x^5+163 x^4+94 x^3+134 x^2+111 x+111$
• $y^2=73 x^6+47 x^5+147 x^4+136 x^3+2 x^2+54 x+54$
• $y^2=158 x^6+84 x^5+148 x^4+62 x^3+53 x^2+28 x+48$
• $y^2=122 x^6+86 x^5+72 x^4+143 x^3+98 x^2+140 x+73$
• $y^2=16 x^6+19 x^5+39 x^4+44 x^3+111 x^2+54 x+149$
• $y^2=80 x^6+95 x^5+28 x^4+53 x^3+54 x^2+103 x+77$
• $y^2=68 x^6+57 x^5+91 x^4+38 x^3+58 x^2+116 x+27$
• $y^2=6 x^6+118 x^5+121 x^4+23 x^3+123 x^2+79 x+135$
• $y^2=18 x^6+120 x^5+43 x^4+90 x^3+64 x^2+127 x+71$
• $y^2=90 x^6+99 x^5+48 x^4+116 x^3+153 x^2+134 x+21$
• $y^2=60 x^6+145 x^5+50 x^4+70 x^3+33 x^2+123 x+47$
• $y^2=133 x^6+57 x^5+83 x^4+16 x^3+165 x^2+114 x+68$
• $y^2=66 x^6+x^5+10 x^4+134 x^3+139 x^2+86 x+33$
• $y^2=163 x^6+5 x^5+50 x^4+2 x^3+27 x^2+96 x+165$
• $y^2=29 x^6+122 x^5+39 x^4+3 x^3+78 x^2+133 x+114$
• $y^2=145 x^6+109 x^5+28 x^4+15 x^3+56 x^2+164 x+69$
• $y^2=31 x^6+94 x^5+161 x^4+35 x^3+122 x^2+139$
• $y^2=158 x^6+44 x^5+20 x^4+150 x^3+47 x^2+114 x+118$
• $y^2=122 x^6+53 x^5+100 x^4+82 x^3+68 x^2+69 x+89$
• $y^2=57 x^6+21 x^5+144 x^4+36 x^3+35 x^2+126 x+113$
• $y^2=118 x^6+105 x^5+52 x^4+13 x^3+8 x^2+129 x+64$
• $y^2=19 x^6+138 x^5+46 x^4+82 x^3+123 x^2+5 x+162$
• $y^2=95 x^6+22 x^5+63 x^4+76 x^3+114 x^2+25 x+142$
• $y^2=53 x^6+32 x^5+6 x^4+19 x^3+162 x^2+78 x+44$
• $y^2=98 x^6+160 x^5+30 x^4+95 x^3+142 x^2+56 x+53$
• $y^2=97 x^6+79 x^5+157 x^4+42 x^3+23 x^2+61 x+121$
• $y^2=151 x^6+61 x^5+117 x^4+43 x^3+115 x^2+138 x+104$
• $y^2=52 x^6+159 x^5+145 x^4+132 x^3+74 x^2+48 x+152$
• $y^2=93 x^6+127 x^5+57 x^4+159 x^3+36 x^2+73 x+92$
• $y^2=135 x^6+79 x^5+130 x^4+45 x^3+107 x^2+156 x+136$
• $y^2=7 x^6+61 x^5+149 x^4+58 x^3+34 x^2+112 x+12$
• $y^2=115 x^6+11 x^5+85 x^4+159 x^3+57 x^2+50 x+54$
• $y^2=74 x^6+55 x^5+91 x^4+127 x^3+118 x^2+83 x+103$
• $y^2=101 x^6+35 x^5+137 x^4+50 x^3+145 x^2+139 x+122$
• $y^2=4 x^6+8 x^5+17 x^4+83 x^3+57 x^2+27 x+109$
• $y^2=121 x^6+11 x^5+145 x^4+35 x^3+30 x^2+93 x+149$
• $y^2=104 x^6+55 x^5+57 x^4+8 x^3+150 x^2+131 x+77$
• $y^2=29 x^6+141 x^5+152 x^4+x^3+39 x^2+125 x+119$
• $y^2=145 x^6+37 x^5+92 x^4+5 x^3+28 x^2+124 x+94$
• $y^2=23 x^6+133 x^4+164 x^2+36$
• $y^2=146 x^6+64 x^4+153 x^2+47$
• $y^2=71 x^6+3 x^5+5 x^4+56 x^3+5 x^2+27 x+72$
• $y^2=21 x^6+15 x^5+25 x^4+113 x^3+25 x^2+135 x+26$
• $y^2=87 x^6+23 x^5+41 x^4+66 x^3+154 x^2+125 x+154$
• $y^2=101 x^6+115 x^5+38 x^4+163 x^3+102 x^2+124 x+102$
• $y^2=165 x^6+49 x^5+156 x^4+129 x^3+82 x^2+135 x+104$
• $y^2=157 x^6+78 x^5+112 x^4+144 x^3+76 x^2+7 x+19$
• $y^2=43 x^6+5 x^5+75 x^4+86 x^3+83 x^2+41 x+124$
• $y^2=30 x^6+15 x^5+13 x^4+135 x^3+153 x^2+59 x+163$
• $y^2=150 x^6+75 x^5+65 x^4+7 x^3+97 x^2+128 x+147$
• $y^2=71 x^6+157 x^5+74 x^4+5 x^3+83 x^2+124 x+19$
• $y^2=21 x^6+117 x^5+36 x^4+25 x^3+81 x^2+119 x+95$
• $y^2=134 x^6+21 x^5+156 x^4+161 x^3+x^2+82 x+160$
• $y^2=28 x^6+27 x^5+35 x^4+4 x^3+155 x^2+109 x+9$
• $y^2=140 x^6+135 x^5+8 x^4+20 x^3+107 x^2+44 x+45$
• $y^2=97 x^6+162 x^5+63 x^4+57 x^3+140 x^2+51 x+125$
• $y^2=151 x^6+142 x^5+148 x^4+118 x^3+32 x^2+88 x+124$
• $y^2=75 x^6+26 x^5+114 x^4+4 x^3+162 x^2+14 x+123$
• $y^2=41 x^6+130 x^5+69 x^4+20 x^3+142 x^2+70 x+114$
• $y^2=109 x^6+40 x^5+91 x^4+73 x^3+161 x^2+54 x+123$
• $y^2=44 x^6+33 x^5+121 x^4+31 x^3+137 x^2+103 x+114$
• $y^2=119 x^6+120 x^5+78 x^4+60 x^3+123 x^2+163 x+57$
• $y^2=94 x^6+99 x^5+56 x^4+133 x^3+114 x^2+147 x+118$
• $y^2=135 x^6+101 x^5+143 x^4+139 x^3+126 x^2+105 x+28$
• $y^2=7 x^6+4 x^5+47 x^4+27 x^3+129 x^2+24 x+140$
• $y^2=162 x^6+110 x^4+161 x^3+24 x^2+90 x+139$
• $y^2=142 x^6+49 x^4+137 x^3+120 x^2+116 x+27$
• $y^2=121 x^6+59 x^5+143 x^4+32 x^3+134 x^2+158 x+83$
• $y^2=104 x^6+128 x^5+47 x^4+160 x^3+2 x^2+122 x+81$
• $y^2=23 x^6+42 x^5+78 x^4+119 x^3+153 x^2+160 x+23$
• $y^2=115 x^6+43 x^5+56 x^4+94 x^3+97 x^2+132 x+115$
• $y^2=100 x^6+33 x^5+33 x^4+4 x^3+140 x^2+110 x+13$
• $y^2=166 x^6+165 x^5+165 x^4+20 x^3+32 x^2+49 x+65$
• $y^2=123 x^6+125 x^5+162 x^4+57 x^3+154 x^2+163 x+150$
• $y^2=114 x^6+124 x^5+142 x^4+118 x^3+102 x^2+147 x+82$
• $y^2=2 x^6+93 x^5+127 x^4+35 x^3+117 x^2+9 x+164$
• $y^2=10 x^6+131 x^5+134 x^4+8 x^3+84 x^2+45 x+152$
• $y^2=129 x^6+26 x^5+113 x^4+54 x^3+110 x^2+94 x+155$
• $y^2=144 x^6+130 x^5+64 x^4+103 x^3+49 x^2+136 x+107$
• $y^2=20 x^6+153 x^5+30 x^4+4 x^3+161 x^2+142 x+134$
• $y^2=100 x^6+97 x^5+150 x^4+20 x^3+137 x^2+42 x+2$
• $y^2=125 x^6+41 x^5+117 x^4+162 x^3+6 x^2+139 x+108$
• $y^2=54 x^6+95 x^5+156 x^4+165 x^3+36 x^2+114 x+91$
• $y^2=103 x^6+141 x^5+112 x^4+157 x^3+13 x^2+69 x+121$
• $y^2=77 x^6+94 x^5+43 x^4+157 x^3+155 x^2+56 x+139$
• $y^2=51 x^6+136 x^5+48 x^4+117 x^3+107 x^2+113 x+27$
• $y^2=13 x^6+31 x^5+128 x^4+51 x^3+8 x^2+62 x+157$
• $y^2=65 x^6+155 x^5+139 x^4+88 x^3+40 x^2+143 x+117$
• $y^2=5 x^6+136 x^5+120 x^4+46 x^3+x^2+153 x+154$
• $y^2=73 x^6+135 x^5+134 x^4+19 x^3+152 x^2+13 x+164$
• $y^2=31 x^6+7 x^5+2 x^4+95 x^3+92 x^2+65 x+152$
• $y^2=40 x^5+131 x^4+7 x^3+10 x^2+122 x+55$
• $y^2=33 x^5+154 x^4+35 x^3+50 x^2+109 x+108$
• $y^2=34 x^6+92 x^5+138 x^4+17 x^3+124 x^2+53 x+32$
• $y^2=3 x^6+126 x^5+22 x^4+85 x^3+119 x^2+98 x+160$
• $y^2=111 x^6+91 x^5+93 x^4+22 x^3+3 x^2+111 x+154$
• $y^2=54 x^6+121 x^5+131 x^4+110 x^3+15 x^2+54 x+102$
• $y^2=69 x^6+159 x^5+150 x^4+10 x^3+10 x^2+83 x+33$
• $y^2=11 x^6+127 x^5+82 x^4+50 x^3+50 x^2+81 x+165$
• $y^2=34 x^6+61 x^5+2 x^4+88 x^3+74 x^2+66 x+138$
• $y^2=3 x^6+138 x^5+10 x^4+106 x^3+36 x^2+163 x+22$
• $y^2=24 x^6+58 x^5+65 x^4+113 x^3+149 x^2+133 x+118$
• $y^2=120 x^6+123 x^5+158 x^4+64 x^3+77 x^2+164 x+89$
• $y^2=90 x^6+102 x^5+39 x^4+24 x^3+37 x^2+162 x+53$
• $y^2=116 x^6+9 x^5+28 x^4+120 x^3+18 x^2+142 x+98$
• $y^2=154 x^6+121 x^5+22 x^4+2 x^3+138 x^2+29 x+154$
• $y^2=102 x^6+104 x^5+110 x^4+10 x^3+22 x^2+145 x+102$
• $y^2=3 x^6+166 x^5+138 x^4+162 x^3+30 x^2+103 x+134$
• $y^2=15 x^6+162 x^5+22 x^4+142 x^3+150 x^2+14 x+2$
• $y^2=97 x^6+144 x^5+48 x^4+142 x^3+49 x^2+112 x+122$
• $y^2=151 x^6+52 x^5+73 x^4+42 x^3+78 x^2+59 x+109$
• $y^2=156 x^6+36 x^5+25 x^4+84 x^3+155 x^2+105 x+16$
• $y^2=112 x^6+13 x^5+125 x^4+86 x^3+107 x^2+24 x+80$
• $y^2=40 x^6+56 x^5+57 x^4+85 x^3+47 x^2+109 x+10$
• $y^2=33 x^6+113 x^5+118 x^4+91 x^3+68 x^2+44 x+50$
• $y^2=153 x^6+146 x^5+71 x^4+120 x^3+20 x^2+103 x+165$
• $y^2=97 x^6+62 x^5+21 x^4+99 x^3+100 x^2+14 x+157$
• $y^2=114 x^6+156 x^4+56 x^2+14 x+97$
• $y^2=5 x^6+18 x^5+94 x^4+164 x^3+62 x^2+89 x+157$
• $y^2=25 x^6+90 x^5+136 x^4+152 x^3+143 x^2+111 x+117$
• $y^2=43 x^6+23 x^5+158 x^4+4 x^3+50 x^2+145 x+120$
• $y^2=112 x^6+31 x^5+139 x^4+47 x^3+145 x^2+11 x+148$
• $y^2=160 x^6+135 x^5+68 x^4+81 x^3+157 x^2+24 x+41$
• $y^2=132 x^6+7 x^5+6 x^4+71 x^3+117 x^2+120 x+38$
• $y^2=114 x^6+79 x^5+15 x^4+133 x^3+7 x^2+10 x+155$
• $y^2=69 x^6+61 x^5+75 x^4+164 x^3+35 x^2+50 x+107$
• $y^2=27 x^6+80 x^5+63 x^4+160 x^3+54 x^2+124 x+131$
• $y^2=135 x^6+66 x^5+148 x^4+132 x^3+103 x^2+119 x+154$
• $y^2=161 x^6+10 x^5+46 x^4+47 x^3+57 x^2+161 x+101$
• $y^2=137 x^6+50 x^5+63 x^4+68 x^3+118 x^2+137 x+4$
• $y^2=42 x^6+150 x^5+117 x^4+110 x^3+158 x^2+4 x+45$
• $y^2=43 x^6+82 x^5+84 x^4+49 x^3+122 x^2+20 x+58$
• $y^2=41 x^6+164 x^5+112 x^4+122 x^3+59 x^2+34 x+33$
• $y^2=130 x^6+144 x^5+116 x^4+98 x^3+15 x^2+126 x+134$
• $y^2=149 x^6+52 x^5+79 x^4+156 x^3+75 x^2+129 x+2$
• $y^2=11 x^6+33 x^5+86 x^4+12 x^3+116 x^2+117 x+112$
• $y^2=55 x^6+165 x^5+96 x^4+60 x^3+79 x^2+84 x+59$
• $y^2=94 x^6+86 x^5+129 x^4+52 x^3+166 x^2+54 x+20$
• $y^2=136 x^6+96 x^5+144 x^4+93 x^3+162 x^2+103 x+100$
• $y^2=16 x^6+71 x^5+95 x^4+138 x^3+2 x^2+154 x+9$
• $y^2=80 x^6+21 x^5+141 x^4+22 x^3+10 x^2+102 x+45$
• $y^2=70 x^6+152 x^5+124 x^4+62 x^3+124 x^2+60 x+5$
• $y^2=65 x^6+37 x^5+85 x^4+130 x^3+117 x^2+114 x+124$
• $y^2=158 x^6+18 x^5+91 x^4+149 x^3+84 x^2+69 x+119$
• $y^2=146 x^6+152 x^5+156 x^4+161 x^3+63 x^2+43 x+46$
• $y^2=62 x^6+92 x^5+112 x^4+137 x^3+148 x^2+48 x+63$
• $y^2=112 x^6+15 x^5+134 x^4+123 x^3+125 x^2+30 x+23$
• $y^2=59 x^6+75 x^5+2 x^4+114 x^3+124 x^2+150 x+115$
• $y^2=28 x^6+151 x^5+66 x^4+58 x^3+140 x^2+65 x+59$
• $y^2=140 x^6+87 x^5+163 x^4+123 x^3+32 x^2+158 x+128$
• $y^2=152 x^6+104 x^5+157 x^4+77 x^3+104 x^2+34 x+155$
• $y^2=92 x^6+19 x^5+117 x^4+51 x^3+19 x^2+3 x+107$
• $y^2=98 x^6+163 x^5+31 x^4+45 x^3+145 x^2+17$
• $y^2=156 x^6+147 x^5+155 x^4+58 x^3+57 x^2+85$
• $y^2=126 x^6+34 x^5+6 x^4+166 x^3+156 x^2+48 x+144$
• $y^2=129 x^6+3 x^5+30 x^4+162 x^3+112 x^2+73 x+52$
• $y^2=161 x^6+97 x^5+15 x^4+66 x^3+114 x^2+54 x+24$
• $y^2=137 x^6+151 x^5+75 x^4+163 x^3+69 x^2+103 x+120$
• $y^2=70 x^6+76 x^5+105 x^4+154 x^3+165 x^2+106 x+20$
• $y^2=16 x^6+46 x^5+24 x^4+102 x^3+157 x^2+29 x+100$
• $y^2=166 x^6+70 x^5+27 x^4+43 x^3+153 x^2+18 x+151$
• $y^2=162 x^6+16 x^5+135 x^4+48 x^3+97 x^2+90 x+87$
• $y^2=145 x^6+47 x^5+15 x^4+59 x^3+102 x^2+55 x+29$
• $y^2=57 x^6+68 x^5+75 x^4+128 x^3+9 x^2+108 x+145$
• $y^2=121 x^6+165 x^5+61 x^4+133 x^3+56 x^2+35 x+16$
• $y^2=104 x^6+157 x^5+138 x^4+164 x^3+113 x^2+8 x+80$
• $y^2=45 x^6+140 x^5+44 x^4+45 x^3+127 x^2+92 x+8$
• $y^2=63 x^6+51 x^5+15 x^4+6 x^3+87 x^2+75 x+115$
• $y^2=148 x^6+88 x^5+75 x^4+30 x^3+101 x^2+41 x+74$
• $y^2=76 x^6+119 x^5+55 x^4+98 x^3+41 x^2+46 x+114$
• $y^2=46 x^6+94 x^5+108 x^4+156 x^3+38 x^2+63 x+69$
• $y^2=17 x^6+8 x^5+145 x^4+48 x^3+59 x^2+103 x+160$
• $y^2=85 x^6+40 x^5+57 x^4+73 x^3+128 x^2+14 x+132$
• $y^2=116 x^6+29 x^5+7 x^4+100 x^3+84 x^2+137 x+59$
• $y^2=79 x^6+145 x^5+35 x^4+166 x^3+86 x^2+17 x+128$
• $y^2=124 x^6+19 x^5+123 x^4+31 x^3+24 x^2+38 x+1$
• $y^2=119 x^6+95 x^5+114 x^4+155 x^3+120 x^2+23 x+5$
• $y^2=86 x^6+25 x^5+41 x^4+131 x^3+54 x^2+166 x+75$
• $y^2=96 x^6+125 x^5+38 x^4+154 x^3+103 x^2+162 x+41$
• $y^2=20 x^6+48 x^5+102 x^4+66 x^3+102 x^2+48 x+20$
• $y^2=100 x^6+73 x^5+9 x^4+163 x^3+9 x^2+73 x+100$
• $y^2=115 x^6+94 x^5+131 x^4+60 x^3+49 x^2+99 x+89$
• $y^2=74 x^6+136 x^5+154 x^4+133 x^3+78 x^2+161 x+111$
• $y^2=97 x^6+48 x^5+149 x^4+157 x^3+119 x^2+119 x+155$
• $y^2=151 x^6+73 x^5+77 x^4+117 x^3+94 x^2+94 x+107$
• $y^2=153 x^6+69 x^5+60 x^4+43 x^3+118 x^2+45 x+11$
• $y^2=97 x^6+11 x^5+133 x^4+48 x^3+89 x^2+58 x+55$
• $y^2=121 x^6+39 x^5+159 x^4+91 x^3+112 x^2+129 x+139$
• $y^2=82 x^6+58 x^5+86 x^4+143 x^3+135 x^2+30 x+133$
• $y^2=76 x^6+123 x^5+96 x^4+47 x^3+7 x^2+150 x+164$
• $y^2=89 x^6+135 x^5+40 x^4+127 x^3+146 x^2+123 x+70$
• $y^2=111 x^6+7 x^5+33 x^4+134 x^3+62 x^2+114 x+16$
• $y^2=151 x^6+31 x^5+164 x^4+8 x^3+x^2+21 x+148$
• $y^2=87 x^6+155 x^5+152 x^4+40 x^3+5 x^2+105 x+72$
• $y^2=98 x^6+25 x^5+62 x^4+25 x^3+17 x^2+117 x+154$
• $y^2=156 x^6+125 x^5+143 x^4+125 x^3+85 x^2+84 x+102$
• $y^2=160 x^6+9 x^5+x^4+52 x^3+62 x^2+37 x+5$
• $y^2=132 x^6+45 x^5+5 x^4+93 x^3+143 x^2+18 x+25$
• $y^2=70 x^6+2 x^5+155 x^4+90 x^3+30 x^2+96 x+117$
• $y^2=16 x^6+10 x^5+107 x^4+116 x^3+150 x^2+146 x+84$
• $y^2=92 x^6+162 x^5+39 x^4+22 x^3+71 x^2+118 x+163$
• $y^2=126 x^6+142 x^5+28 x^4+110 x^3+21 x^2+89 x+147$
• $y^2=15 x^6+148 x^5+32 x^4+118 x^3+120 x^2+35 x+42$
• $y^2=75 x^6+72 x^5+160 x^4+89 x^3+99 x^2+8 x+43$
• $y^2=27 x^6+114 x^5+27 x^4+13 x^3+124 x^2+75 x+30$
• $y^2=135 x^6+69 x^5+135 x^4+65 x^3+119 x^2+41 x+150$
• $y^2=119 x^6+162 x^5+53 x^4+32 x^3+54 x^2+82 x+80$
• $y^2=94 x^6+142 x^5+98 x^4+160 x^3+103 x^2+76 x+66$
• $y^2=26 x^6+146 x^5+2 x^4+132 x^3+144 x^2+59 x+48$
• $y^2=130 x^6+62 x^5+10 x^4+159 x^3+52 x^2+128 x+73$
• $y^2=69 x^6+110 x^5+72 x^4+4 x^3+129 x^2+85 x+149$
• $y^2=22 x^6+99 x^5+142 x^4+142 x^3+60 x^2+22 x+44$
• $y^2=110 x^6+161 x^5+42 x^4+42 x^3+133 x^2+110 x+53$
• $y^2=31 x^6+8 x^5+163 x^4+32 x^3+145 x^2+47 x+70$
• $y^2=155 x^6+40 x^5+147 x^4+160 x^3+57 x^2+68 x+16$
• $y^2=40 x^6+107 x^5+107 x^4+35 x^3+23 x^2+49 x+76$
• $y^2=33 x^6+34 x^5+34 x^4+8 x^3+115 x^2+78 x+46$
• $y^2=151 x^6+95 x^5+39 x^4+132 x^3+151 x^2+120 x+159$
• $y^2=87 x^6+141 x^5+28 x^4+159 x^3+87 x^2+99 x+127$
• $y^2=100 x^6+125 x^5+118 x^4+63 x^3+32 x^2+41 x+104$
• $y^2=x^6+20 x^5+76 x^4+67 x^3+143 x^2+77 x+108$
• $y^2=5 x^6+100 x^5+46 x^4+x^3+47 x^2+51 x+39$
• $y^2=121 x^6+112 x^5+48 x^4+24 x^3+40 x^2+39 x+52$
• $y^2=104 x^6+59 x^5+73 x^4+120 x^3+33 x^2+28 x+93$
• $y^2=140 x^5+5 x^4+34 x^3+41 x^2+133 x+107$
• $y^2=32 x^5+25 x^4+3 x^3+38 x^2+164 x+34$
• $y^2=56 x^6+22 x^5+4 x^4+66 x^3+78 x^2+100 x+25$
• $y^2=113 x^6+110 x^5+20 x^4+163 x^3+56 x^2+166 x+125$
• $y^2=39 x^6+116 x^5+27 x^4+66 x^3+117 x^2+49 x+14$
• $y^2=28 x^6+79 x^5+135 x^4+163 x^3+84 x^2+78 x+70$
• $y^2=156 x^6+x^5+124 x^4+29 x^3+128 x^2+85 x+53$
• $y^2=112 x^6+5 x^5+119 x^4+145 x^3+139 x^2+91 x+98$
• $y^2=4 x^6+79 x^5+33 x^4+157 x^3+32 x^2+111 x+82$
• $y^2=20 x^6+61 x^5+165 x^4+117 x^3+160 x^2+54 x+76$
• $y^2=10 x^6+94 x^5+76 x^4+13 x^3+39 x^2+17 x+82$
• $y^2=50 x^6+136 x^5+46 x^4+65 x^3+28 x^2+85 x+76$
• $y^2=75 x^6+118 x^5+47 x^4+149 x^3+121 x^2+5 x+32$
• $y^2=41 x^6+89 x^5+68 x^4+77 x^3+104 x^2+25 x+160$
• $y^2=45 x^6+120 x^5+5 x^4+3 x^3+163 x^2+140 x+54$
• $y^2=58 x^6+99 x^5+25 x^4+15 x^3+147 x^2+32 x+103$
• $y^2=88 x^6+97 x^5+47 x^4+122 x^3+105 x^2+131 x+133$
• $y^2=106 x^6+151 x^5+68 x^4+109 x^3+24 x^2+154 x+164$
• $y^2=6 x^6+29 x^5+6 x^4+64 x^3+164 x^2+146 x+146$
• $y^2=30 x^6+145 x^5+30 x^4+153 x^3+152 x^2+62 x+62$
• $y^2=159 x^6+130 x^5+28 x^4+46 x^3+56 x^2+70 x+156$
• $y^2=127 x^6+149 x^5+140 x^4+63 x^3+113 x^2+16 x+112$
• $y^2=133 x^6+27 x^5+7 x^4+144 x^3+69 x^2+90 x+52$
• $y^2=164 x^6+135 x^5+35 x^4+52 x^3+11 x^2+116 x+93$
• $y^2=68 x^6+119 x^5+155 x^4+70 x^3+62 x^2+50 x+163$
• $y^2=6 x^6+94 x^5+107 x^4+16 x^3+143 x^2+83 x+147$
• $y^2=92 x^6+12 x^5+165 x^4+55 x^3+150 x^2+144 x+112$
• $y^2=126 x^6+60 x^5+157 x^4+108 x^3+82 x^2+52 x+59$
• $y^2=61 x^6+78 x^5+142 x^4+166 x^3+56 x^2+127 x+58$
• $y^2=138 x^6+56 x^5+42 x^4+162 x^3+113 x^2+134 x+123$
• $y^2=161 x^6+9 x^5+142 x^4+56 x^3+6 x^2+133 x+10$
• $y^2=48 x^6+120 x^5+48 x^4+18 x^3+48 x^2+120 x+48$
• $y^2=73 x^6+99 x^5+73 x^4+90 x^3+73 x^2+99 x+73$
• $y^2=152 x^6+28 x^5+99 x^4+107 x^3+158 x^2+39 x+96$
• $y^2=92 x^6+140 x^5+161 x^4+34 x^3+122 x^2+28 x+146$
• $y^2=97 x^6+99 x^5+49 x^4+20 x^3+36 x^2+5 x+81$
• $y^2=151 x^6+161 x^5+78 x^4+100 x^3+13 x^2+25 x+71$
• $y^2=149 x^6+143 x^5+124 x^4+92 x^3+98 x^2+98 x+24$
• $y^2=77 x^6+47 x^5+119 x^4+126 x^3+156 x^2+156 x+120$
• $y^2=83 x^6+121 x^5+65 x^4+116 x^3+34 x^2+32 x+133$
• $y^2=5 x^6+16 x^5+134 x^4+165 x^3+37 x^2+140 x+130$
• $y^2=25 x^6+80 x^5+2 x^4+157 x^3+18 x^2+32 x+149$
• $y^2=137 x^6+69 x^5+7 x^4+48 x^2+49 x+161$
• $y^2=17 x^6+11 x^5+35 x^4+73 x^2+78 x+137$
• $y^2=150 x^6+76 x^5+32 x^4+153 x^3+153 x^2+108 x+145$
• $y^2=82 x^6+46 x^5+160 x^4+97 x^3+97 x^2+39 x+57$
• $y^2=70 x^6+63 x^5+67 x^4+159 x^3+67 x^2+63 x+70$
• $y^2=16 x^6+148 x^5+x^4+127 x^3+x^2+148 x+16$
• $y^2=74 x^6+95 x^5+92 x^4+127 x^3+105 x^2+132 x+71$
• $y^2=36 x^6+141 x^5+126 x^4+134 x^3+24 x^2+159 x+21$
• $y^2=141 x^6+103 x^5+19 x^4+82 x^3+31 x^2+54 x+110$
• $y^2=37 x^6+14 x^5+95 x^4+76 x^3+155 x^2+103 x+49$
• $y^2=65 x^6+3 x^5+81 x^4+77 x^3+79 x^2+158 x+39$
• $y^2=158 x^6+15 x^5+71 x^4+51 x^3+61 x^2+122 x+28$
• $y^2=83 x^6+106 x^5+13 x^4+61 x^3+134 x^2+98 x+65$
• $y^2=81 x^6+29 x^5+65 x^4+138 x^3+2 x^2+156 x+158$
• $y^2=44 x^6+27 x^5+120 x^4+165 x^3+23 x^2+72 x+10$
• $y^2=53 x^6+135 x^5+99 x^4+157 x^3+115 x^2+26 x+50$
• $y^2=159 x^6+119 x^5+73 x^4+60 x^3+164 x^2+37 x+101$
• $y^2=127 x^6+94 x^5+31 x^4+133 x^3+152 x^2+18 x+4$
• $y^2=85 x^6+83 x^5+20 x^4+19 x^3+161 x^2+18 x+24$
• $y^2=91 x^6+81 x^5+100 x^4+95 x^3+137 x^2+90 x+120$
• $y^2=46 x^6+36 x^5+37 x^4+125 x^3+141 x^2+24 x+104$
• $y^2=63 x^6+13 x^5+18 x^4+124 x^3+37 x^2+120 x+19$
• $y^2=164 x^6+53 x^5+66 x^4+138 x^3+33 x^2+49 x+147$
• $y^2=152 x^6+98 x^5+163 x^4+22 x^3+165 x^2+78 x+67$
• $y^2=118 x^6+133 x^5+154 x^4+159 x^3+4 x^2+39 x+86$
• $y^2=89 x^6+164 x^5+102 x^4+127 x^3+20 x^2+28 x+96$
• $y^2=86 x^6+120 x^5+33 x^4+87 x^3+33 x^2+120 x+86$
• $y^2=96 x^6+99 x^5+165 x^4+101 x^3+165 x^2+99 x+96$
• $y^2=36 x^6+61 x^5+69 x^4+24 x^3+102 x^2+82 x+157$
• $y^2=13 x^6+138 x^5+11 x^4+120 x^3+9 x^2+76 x+117$
• $y^2=103 x^6+90 x^5+45 x^4+19 x^3+150 x^2+118 x$
• $y^2=14 x^6+116 x^5+58 x^4+95 x^3+82 x^2+89 x$
• $y^2=130 x^6+13 x^5+98 x^4+51 x^3+71 x^2+85 x+6$
• $y^2=149 x^6+65 x^5+156 x^4+88 x^3+21 x^2+91 x+30$
• $y^2=160 x^6+37 x^5+58 x^4+80 x^3+11 x^2+5 x+78$
• $y^2=132 x^6+18 x^5+123 x^4+66 x^3+55 x^2+25 x+56$
• $y^2=73 x^6+13 x^5+151 x^4+123 x^3+53 x^2+5 x+131$
• $y^2=31 x^6+65 x^5+87 x^4+114 x^3+98 x^2+25 x+154$
• $y^2=160 x^6+134 x^5+133 x^4+9 x^3+44 x^2+111 x+116$
• $y^2=132 x^6+2 x^5+164 x^4+45 x^3+53 x^2+54 x+79$
• $y^2=101 x^6+77 x^5+128 x^4+143 x^2+14 x+74$
• $y^2=4 x^6+51 x^5+139 x^4+47 x^2+70 x+36$
• $y^2=144 x^6+5 x^5+165 x^4+58 x^3+10 x^2+45 x+44$
• $y^2=52 x^6+25 x^5+157 x^4+123 x^3+50 x^2+58 x+53$
• $y^2=69 x^5+92 x^4+106 x^3+30 x^2+66 x+38$
• $y^2=11 x^5+126 x^4+29 x^3+150 x^2+163 x+23$
• $y^2=139 x^6+3 x^5+56 x^4+89 x^3+3 x^2+66 x+39$
• $y^2=125 x^6+154 x^4+79 x^3+89 x^2+96 x+115$
• $y^2=124 x^6+102 x^4+61 x^3+111 x^2+146 x+74$
• $y^2=7 x^6+105 x^5+9 x^4+150 x^3+30 x^2+129 x+48$
• $y^2=35 x^6+24 x^5+45 x^4+82 x^3+150 x^2+144 x+73$
• $y^2=65 x^6+24 x^5+108 x^4+17 x^3+13 x^2+144 x+161$
• $y^2=158 x^6+120 x^5+39 x^4+85 x^3+65 x^2+52 x+137$
• $y^2=15 x^6+106 x^5+9 x^4+96 x^3+86 x^2+19 x+143$
• $y^2=75 x^6+29 x^5+45 x^4+146 x^3+96 x^2+95 x+47$
• $y^2=10 x^6+23 x^5+149 x^4+12 x^3+13 x^2+86 x+149$
• $y^2=50 x^6+115 x^5+77 x^4+60 x^3+65 x^2+96 x+77$
• $y^2=89 x^6+139 x^5+126 x^4+81 x^3+80 x^2+124 x+19$
• $y^2=111 x^6+27 x^5+129 x^4+71 x^3+66 x^2+119 x+95$
• $y^2=27 x^6+30 x^5+60 x^4+5 x^3+75 x^2+131 x+19$
• $y^2=135 x^6+150 x^5+133 x^4+25 x^3+41 x^2+154 x+95$
• $y^2=153 x^6+135 x^5+150 x^4+68 x^3+112 x^2+49 x+140$
• $y^2=97 x^6+7 x^5+82 x^4+6 x^3+59 x^2+78 x+32$
• $y^2=105 x^6+21 x^5+142 x^4+60 x^3+101 x^2+41 x$
• $y^2=24 x^6+105 x^5+42 x^4+133 x^3+4 x^2+38 x$
• $y^2=38 x^6+80 x^5+80 x^4+20 x^3+98 x^2+95 x+156$
• $y^2=9 x^6+105 x^5+95 x^4+99 x^3+162 x^2+147 x+153$
• $y^2=45 x^6+24 x^5+141 x^4+161 x^3+142 x^2+67 x+97$
• $y^2=73 x^6+145 x^5+9 x^4+57 x^3+39 x^2+32 x+19$
• $y^2=31 x^6+57 x^5+45 x^4+118 x^3+28 x^2+160 x+95$
• $y^2=90 x^6+88 x^5+61 x^4+83 x^3+77 x^2+36 x+18$
• $y^2=116 x^6+106 x^5+138 x^4+81 x^3+51 x^2+13 x+90$
• $y^2=15 x^6+153 x^5+13 x^4+166 x^3+150 x^2+84 x+70$
• $y^2=75 x^6+97 x^5+65 x^4+162 x^3+82 x^2+86 x+16$
• $y^2=5 x^6+113 x^5+21 x^4+48 x^3+40 x^2+99 x+42$
• $y^2=96 x^6+34 x^5+119 x^4+77 x^3+166 x^2+27 x+7$
• $y^2=146 x^6+3 x^5+94 x^4+51 x^3+162 x^2+135 x+35$
• $y^2=80 x^6+84 x^5+85 x^4+51 x^3+140 x^2+44 x+143$
• $y^2=66 x^6+86 x^5+91 x^4+88 x^3+32 x^2+53 x+47$
• $y^2=5 x^6+58 x^5+81 x^4+146 x^3+106 x^2+126 x+86$
• $y^2=25 x^6+123 x^5+71 x^4+62 x^3+29 x^2+129 x+96$
• $y^2=18 x^6+115 x^5+57 x^4+154 x^3+9 x^2+149 x+89$
• $y^2=90 x^6+74 x^5+118 x^4+102 x^3+45 x^2+77 x+111$
• $y^2=81 x^6+31 x^5+123 x^4+5 x^3+77 x^2+122 x+31$
• $y^2=71 x^6+155 x^5+114 x^4+25 x^3+51 x^2+109 x+155$
• $y^2=74 x^6+152 x^4+94 x^3+157 x^2+30 x$
• $y^2=36 x^6+92 x^4+136 x^3+117 x^2+150 x$
• $y^2=140 x^6+156 x^5+132 x^4+143 x^3+147 x^2+154 x+104$
• $y^2=32 x^6+112 x^5+159 x^4+47 x^3+67 x^2+102 x+19$
• $y^2=152 x^6+127 x^5+160 x^4+90 x^3+131 x^2+122 x+81$
• $y^2=92 x^6+134 x^5+132 x^4+116 x^3+154 x^2+109 x+71$
• $y^2=90 x^6+143 x^5+96 x^4+61 x^3+100 x^2+87 x+82$
• $y^2=101 x^6+132 x^5+24 x^4+162 x^3+125 x^2+65 x+5$
• $y^2=4 x^6+159 x^5+120 x^4+142 x^3+124 x^2+158 x+25$
• $y^2=139 x^6+6 x^5+55 x^4+14 x^3+59 x^2+15 x+24$
• $y^2=27 x^6+30 x^5+108 x^4+70 x^3+128 x^2+75 x+120$
• $y^2=27 x^6+94 x^5+12 x^4+63 x^3+131 x^2+13 x+154$
• $y^2=135 x^6+136 x^5+60 x^4+148 x^3+154 x^2+65 x+102$
• $y^2=160 x^6+123 x^5+131 x^4+109 x^3+136 x^2+21 x+14$
• $y^2=132 x^6+114 x^5+154 x^4+44 x^3+12 x^2+105 x+70$
• $y^2=153 x^6+131 x^5+81 x^4+116 x^3+103 x^2+2 x+145$
• $y^2=97 x^6+154 x^5+71 x^4+79 x^3+14 x^2+10 x+57$
• $y^2=104 x^6+78 x^5+153 x^4+44 x^3+157 x^2+111 x+49$
• $y^2=19 x^6+56 x^5+97 x^4+53 x^3+117 x^2+54 x+78$
• $y^2=86 x^6+130 x^5+15 x^4+62 x^3+116 x^2+108 x+29$
• $y^2=96 x^6+149 x^5+75 x^4+143 x^3+79 x^2+39 x+145$
• $y^2=53 x^6+102 x^5+27 x^4+19 x^3+79 x^2+124 x+27$
• $y^2=98 x^6+9 x^5+135 x^4+95 x^3+61 x^2+119 x+135$
• $y^2=119 x^6+101 x^5+114 x^4+100 x^3+93 x^2+95 x+57$
• $y^2=94 x^6+4 x^5+69 x^4+166 x^3+131 x^2+141 x+118$
• $y^2=91 x^6+132 x^5+30 x^4+160 x^3+158 x^2+17$
• $y^2=121 x^6+159 x^5+150 x^4+132 x^3+122 x^2+85$
• $y^2=42 x^6+115 x^5+156 x^4+140 x^3+72 x^2+85 x+73$
• $y^2=43 x^6+74 x^5+112 x^4+32 x^3+26 x^2+91 x+31$
• $y^2=145 x^6+140 x^5+121 x^4+36 x^3+32 x^2+39 x+137$
• $y^2=57 x^6+32 x^5+104 x^4+13 x^3+160 x^2+28 x+17$
• $y^2=51 x^6+122 x^5+123 x^4+49 x^3+154 x^2+86 x+90$
• $y^2=88 x^6+109 x^5+114 x^4+78 x^3+102 x^2+96 x+116$
• $y^2=24 x^6+160 x^5+10 x^4+10 x^3+x^2+79 x+158$
• $y^2=120 x^6+132 x^5+50 x^4+50 x^3+5 x^2+61 x+122$
• $y^2=67 x^6+5 x^5+79 x^4+37 x^3+150 x^2+106 x+8$
• $y^2=x^6+25 x^5+61 x^4+18 x^3+82 x^2+29 x+40$
• $y^2=143 x^6+42 x^5+6 x^4+122 x^3+49 x^2+157 x+158$
• $y^2=47 x^6+43 x^5+30 x^4+109 x^3+78 x^2+117 x+122$
• $y^2=114 x^6+88 x^5+141 x^4+71 x^3+75 x^2+26 x+52$
• $y^2=69 x^6+106 x^5+37 x^4+21 x^3+41 x^2+130 x+93$
• $y^2=145 x^6+89 x^5+123 x^4+153 x^3+100 x^2+83 x+59$
• $y^2=57 x^6+111 x^5+114 x^4+97 x^3+166 x^2+81 x+128$
• $y^2=103 x^6+126 x^5+147 x^4+89 x^3+98 x^2+146 x+142$
• $y^2=14 x^6+129 x^5+67 x^4+111 x^3+156 x^2+62 x+42$
• $y^2=79 x^6+94 x^5+123 x^4+20 x^3+91 x^2+39 x+130$
• $y^2=61 x^6+136 x^5+114 x^4+100 x^3+121 x^2+28 x+149$
• $y^2=38 x^6+6 x^5+59 x^4+122 x^3+43 x^2+142 x+120$
• $y^2=23 x^6+30 x^5+128 x^4+109 x^3+48 x^2+42 x+99$
• $y^2=53 x^6+67 x^5+3 x^4+88 x^3+63 x^2+77 x+55$
• $y^2=98 x^6+x^5+15 x^4+106 x^3+148 x^2+51 x+108$
• $y^2=33 x^6+10 x^5+58 x^4+100 x^3+81 x^2+13 x+117$
• $y^2=165 x^6+50 x^5+123 x^4+166 x^3+71 x^2+65 x+84$
• $y^2=96 x^6+36 x^5+126 x^4+131 x^3+66 x^2+52 x+65$
• $y^2=146 x^6+13 x^5+129 x^4+154 x^3+163 x^2+93 x+158$
• $y^2=20 x^6+116 x^5+140 x^4+52 x^3+141 x^2+28 x+65$
• $y^2=100 x^6+79 x^5+32 x^4+93 x^3+37 x^2+140 x+158$
• $y^2=79 x^6+68 x^5+165 x^4+77 x^3+67 x^2+156 x+109$
• $y^2=61 x^6+6 x^5+157 x^4+51 x^3+x^2+112 x+44$
• $y^2=65 x^6+43 x^5+15 x^4+45 x^3+134 x^2+78 x+53$
• $y^2=158 x^6+48 x^5+75 x^4+58 x^3+2 x^2+56 x+98$
• $y^2=160 x^6+7 x^5+76 x^4+150 x^3+48 x^2+123 x+152$
• $y^2=132 x^6+35 x^5+46 x^4+82 x^3+73 x^2+114 x+92$
• $y^2=160 x^6+8 x^5+122 x^4+119 x^3+63 x^2+9 x+82$
• $y^2=132 x^6+40 x^5+109 x^4+94 x^3+148 x^2+45 x+76$
• $y^2=70 x^6+98 x^5+117 x^4+64 x^3+81 x^2+97 x+151$
• $y^2=16 x^6+156 x^5+84 x^4+153 x^3+71 x^2+151 x+87$
• $y^2=51 x^6+21 x^5+164 x^4+37 x^3+115 x^2+62 x+131$
• $y^2=88 x^6+105 x^5+152 x^4+18 x^3+74 x^2+143 x+154$
• $y^2=23 x^6+10 x^5+130 x^4+120 x^3+79 x^2+74$
• $y^2=115 x^6+50 x^5+149 x^4+99 x^3+61 x^2+36$
• $y^2=x^6+119 x^5+111 x^4+119 x^3+14 x^2+79 x+14$
• $y^2=5 x^6+94 x^5+54 x^4+94 x^3+70 x^2+61 x+70$
• $y^2=92 x^6+128 x^5+33 x^4+71 x^3+122 x^2+139 x+22$
• $y^2=126 x^6+139 x^5+165 x^4+21 x^3+109 x^2+27 x+110$
• $y^2=24 x^6+68 x^5+19 x^4+127 x^3+20 x^2+56 x+43$
• $y^2=120 x^6+6 x^5+95 x^4+134 x^3+100 x^2+113 x+48$
• $y^2=79 x^6+153 x^5+54 x^4+32 x^3+150 x^2+139 x+52$
• $y^2=61 x^6+97 x^5+103 x^4+160 x^3+82 x^2+27 x+93$
• $y^2=55 x^6+59 x^5+23 x^4+70 x^3+95 x^2+140 x+153$
• $y^2=108 x^6+128 x^5+115 x^4+16 x^3+141 x^2+32 x+97$
• $y^2=16 x^6+74 x^5+39 x^4+53 x^3+123 x^2+87 x+78$
• $y^2=80 x^6+36 x^5+28 x^4+98 x^3+114 x^2+101 x+56$
• $y^2=159 x^6+78 x^5+66 x^4+5 x^3+58 x^2+120 x+139$
• $y^2=127 x^6+56 x^5+163 x^4+25 x^3+123 x^2+99 x+27$
• $y^2=156 x^6+166 x^5+85 x^4+81 x^3+51 x^2+13 x+19$
• $y^2=99 x^6+164 x^5+124 x^4+160 x^3+3 x^2+89 x+37$
• $y^2=161 x^6+152 x^5+119 x^4+132 x^3+15 x^2+111 x+18$
• $y^2=30 x^6+79 x^5+56 x^4+50 x^3+131 x^2+37 x+83$
• $y^2=150 x^6+61 x^5+113 x^4+83 x^3+154 x^2+18 x+81$
• $y^2=42 x^6+143 x^5+26 x^4+117 x^3+154 x^2+68 x+71$
• $y^2=43 x^6+47 x^5+130 x^4+84 x^3+102 x^2+6 x+21$
• $y^2=51 x^6+61 x^5+137 x^4+64 x^3+26 x^2+86 x+56$
• $y^2=88 x^6+138 x^5+17 x^4+153 x^3+130 x^2+96 x+113$
• $y^2=129 x^6+88 x^5+166 x^4+55 x^3+163 x^2+97 x+101$
• $y^2=144 x^6+106 x^5+162 x^4+108 x^3+147 x^2+151 x+4$
• $y^2=124 x^6+99 x^5+60 x^4+115 x^3+152 x^2+40 x+47$
• $y^2=119 x^6+161 x^5+133 x^4+74 x^3+92 x^2+33 x+68$
• $y^2=124 x^6+131 x^5+146 x^4+148 x^3+68 x^2+69 x+144$
• $y^2=119 x^6+154 x^5+62 x^4+72 x^3+6 x^2+11 x+52$
• $y^2=27 x^6+158 x^5+70 x^4+88 x^3+x^2+8 x+106$
• $y^2=135 x^6+122 x^5+16 x^4+106 x^3+5 x^2+40 x+29$
• $y^2=148 x^6+121 x^5+131 x^4+157 x^3+151 x^2+35 x+131$
• $y^2=72 x^6+104 x^5+154 x^4+117 x^3+87 x^2+8 x+154$
• $y^2=89 x^6+99 x^5+106 x^4+132 x^3+132 x^2+145 x+6$
• $y^2=111 x^6+161 x^5+29 x^4+159 x^3+159 x^2+57 x+30$
• $y^2=127 x^6+38 x^4+23 x^2+10$
• $y^2=42 x^6+159 x^4+127 x^2+73$
• $y^2=102 x^6+154 x^5+100 x^4+109 x^3+155 x^2+166 x+150$
• $y^2=9 x^6+102 x^5+166 x^4+44 x^3+107 x^2+162 x+82$
• $y^2=123 x^6+16 x^5+142 x^4+102 x^3+146 x^2+68 x+95$
• $y^2=114 x^6+80 x^5+42 x^4+9 x^3+62 x^2+6 x+141$
• $y^2=74 x^6+x^5+31 x^4+83 x^3+76 x^2+99 x+8$
• $y^2=36 x^6+5 x^5+155 x^4+81 x^3+46 x^2+161 x+40$
• $y^2=21 x^6+62 x^5+13 x^4+149 x^3+109 x^2+105 x+142$
• $y^2=105 x^6+143 x^5+65 x^4+77 x^3+44 x^2+24 x+42$
• $y^2=45 x^6+156 x^5+155 x^3+55 x^2+130 x+154$
• $y^2=58 x^6+112 x^5+107 x^3+108 x^2+149 x+102$
• $y^2=133 x^6+52 x^5+101 x^4+129 x^3+9 x^2+109 x$
• $y^2=164 x^6+93 x^5+4 x^4+144 x^3+45 x^2+44 x$
• $y^2=76 x^6+105 x^5+40 x^4+63 x^3+46 x^2+129 x+134$
• $y^2=46 x^6+24 x^5+33 x^4+148 x^3+63 x^2+144 x+2$
• $y^2=49 x^6+158 x^5+106 x^4+74 x^3+56 x^2+145 x+147$
• $y^2=78 x^6+122 x^5+29 x^4+36 x^3+113 x^2+57 x+67$
• $y^2=134 x^6+74 x^5+125 x^4+55 x^3+37 x^2+23 x+1$
• $y^2=2 x^6+36 x^5+124 x^4+108 x^3+18 x^2+115 x+5$
• $y^2=56 x^5+123 x^4+164 x^2+61 x+164$
• $y^2=113 x^5+114 x^4+152 x^2+138 x+152$
• $y^2=42 x^6+66 x^5+122 x^4+126 x^3+162 x^2+7 x+154$
• $y^2=43 x^6+163 x^5+109 x^4+129 x^3+142 x^2+35 x+102$
• $y^2=155 x^6+73 x^5+65 x^4+143 x^3+34 x^2+101 x+91$
• $y^2=107 x^6+31 x^5+158 x^4+47 x^3+3 x^2+4 x+121$
• $y^2=38 x^6+108 x^5+77 x^4+59 x^3+3 x^2+41 x+43$
• $y^2=23 x^6+39 x^5+51 x^4+128 x^3+15 x^2+38 x+48$
• $y^2=103 x^6+120 x^5+161 x^4+47 x^3+161 x^2+120 x+103$
• $y^2=14 x^6+99 x^5+137 x^4+68 x^3+137 x^2+99 x+14$
• $y^2=4 x^6+144 x^5+60 x^4+67 x^3+120 x^2+75 x+32$
• $y^2=20 x^6+52 x^5+133 x^4+x^3+99 x^2+41 x+160$
• $y^2=154 x^5+16 x^4+69 x^3+138 x^2+91 x+104$
• $y^2=102 x^5+80 x^4+11 x^3+22 x^2+121 x+19$
• $y^2=41 x^6+58 x^5+25 x^4+142 x^3+51 x^2+146 x+83$
• $y^2=38 x^6+123 x^5+125 x^4+42 x^3+88 x^2+62 x+81$
• $y^2=7 x^6+12 x^5+38 x^4+125 x^3+63 x^2+138 x+119$
• $y^2=35 x^6+60 x^5+23 x^4+124 x^3+148 x^2+22 x+94$
• $y^2=108 x^6+157 x^5+93 x^4+21 x^3+110 x^2+7 x+40$
• $y^2=39 x^6+117 x^5+131 x^4+105 x^3+49 x^2+35 x+33$
• $y^2=60 x^6+151 x^5+62 x^4+123 x^3+62 x^2+151 x+60$
• $y^2=133 x^6+87 x^5+143 x^4+114 x^3+143 x^2+87 x+133$
• $y^2=78 x^6+155 x^5+100 x^4+93 x^3+118 x^2+87 x+2$
• $y^2=56 x^6+107 x^5+166 x^4+131 x^3+89 x^2+101 x+10$
• $y^2=72 x^6+102 x^5+143 x^4+104 x^3+76 x^2+56 x+63$
• $y^2=26 x^6+9 x^5+47 x^4+19 x^3+46 x^2+113 x+148$
• $y^2=71 x^6+165 x^5+25 x^4+79 x^3+36 x^2+57 x+91$
• $y^2=21 x^6+157 x^5+125 x^4+61 x^3+13 x^2+118 x+121$
• $y^2=70 x^6+95 x^5+64 x^4+160 x^3+70 x^2+90 x+100$
• $y^2=132 x^6+120 x^5+48 x^4+6 x^3+132 x^2+100 x+66$
• $y^2=159 x^6+99 x^5+73 x^4+30 x^3+159 x^2+166 x+163$
• $y^2=140 x^6+124 x^5+114 x^4+25 x^3+2 x^2+111 x+15$
• $y^2=32 x^6+119 x^5+69 x^4+125 x^3+10 x^2+54 x+75$
• $y^2=158 x^6+135 x^5+122 x^4+19 x^3+124 x^2+101 x+143$
• $y^2=122 x^6+7 x^5+109 x^4+95 x^3+119 x^2+4 x+47$
• $y^2=9 x^6+102 x^5+153 x^4+105 x^3+75 x^2+156 x+29$
• $y^2=45 x^6+9 x^5+97 x^4+24 x^3+41 x^2+112 x+145$
• $y^2=67 x^6+123 x^5+71 x^4+89 x^3+27 x^2+130 x+11$
• $y^2=x^6+114 x^5+21 x^4+111 x^3+135 x^2+149 x+55$
• $y^2=7 x^6+126 x^5+154 x^4+95 x^3+89 x^2+27 x+9$
• $y^2=35 x^6+129 x^5+102 x^4+141 x^3+111 x^2+135 x+45$
• $y^2=2 x^6+143 x^5+65 x^4+67 x^3+161 x^2+28 x+7$
• $y^2=10 x^6+47 x^5+158 x^4+x^3+137 x^2+140 x+35$
• $y^2=123 x^6+70 x^5+106 x^4+60 x^3+103 x^2+118 x+43$
• $y^2=114 x^6+16 x^5+29 x^4+133 x^3+14 x^2+89 x+48$
• $y^2=53 x^6+81 x^5+145 x^4+133 x^3+140 x^2+102 x+81$
• $y^2=98 x^6+71 x^5+57 x^4+164 x^3+32 x^2+9 x+71$
• $y^2=129 x^6+89 x^5+137 x^4+7 x^3+137 x^2+89 x+129$
• $y^2=144 x^6+111 x^5+17 x^4+35 x^3+17 x^2+111 x+144$
• $y^2=95 x^6+47 x^5+30 x^4+123 x^3+108 x^2+114 x+48$
• $y^2=141 x^6+68 x^5+150 x^4+114 x^3+39 x^2+69 x+73$
• $y^2=152 x^6+60 x^5+124 x^4+12 x^3+33 x^2+12 x+31$
• $y^2=92 x^6+133 x^5+119 x^4+60 x^3+165 x^2+60 x+155$
• $y^2=90 x^6+91 x^5+88 x^4+159 x^3+157 x^2+102 x+122$
• $y^2=116 x^6+121 x^5+106 x^4+127 x^3+117 x^2+9 x+109$
• $y^2=111 x^6+129 x^5+62 x^4+42 x^3+15 x^2+105 x+90$
• $y^2=54 x^6+144 x^5+143 x^4+43 x^3+75 x^2+24 x+116$
• $y^2=85 x^6+161 x^5+101 x^4+151 x^3+111 x^2+74 x+140$
• $y^2=91 x^6+137 x^5+4 x^4+87 x^3+54 x^2+36 x+32$
• $y^2=147 x^6+12 x^5+9 x^4+130 x^3+128 x^2+113 x+62$
• $y^2=67 x^6+60 x^5+45 x^4+149 x^3+139 x^2+64 x+143$
• $y^2=134 x^6+107 x^5+6 x^4+155 x^3+139 x^2+146 x+50$
• $y^2=2 x^6+34 x^5+30 x^4+107 x^3+27 x^2+62 x+83$
• $y^2=103 x^6+8 x^5+157 x^4+45 x^3+60 x^2+46 x+42$
• $y^2=14 x^6+40 x^5+117 x^4+58 x^3+133 x^2+63 x+43$
• $y^2=49 x^6+66 x^5+165 x^4+161 x^3+17 x^2+39 x+152$
• $y^2=78 x^6+163 x^5+157 x^4+137 x^3+85 x^2+28 x+92$
• $y^2=66 x^6+9 x^5+36 x^4+118 x^3+106 x^2+69 x+42$
• $y^2=114 x^6+26 x^5+128 x^4+90 x^3+26 x^2+77 x+22$
• $y^2=69 x^6+130 x^5+139 x^4+116 x^3+130 x^2+51 x+110$
• $y^2=44 x^6+28 x^5+55 x^4+89 x^3+128 x^2+45 x+27$
• $y^2=53 x^6+140 x^5+108 x^4+111 x^3+139 x^2+58 x+135$
• $y^2=134 x^6+91 x^5+70 x^4+20 x^3+20 x^2+51 x+76$
• $y^2=2 x^6+121 x^5+16 x^4+100 x^3+100 x^2+88 x+46$
• $y^2=42 x^6+13 x^5+93 x^4+107 x^3+135 x^2+82 x+24$
• $y^2=43 x^6+65 x^5+131 x^4+34 x^3+7 x^2+76 x+120$
• $y^2=109 x^6+158 x^5+51 x^4+166 x^3+138 x^2+156 x+140$
• $y^2=44 x^6+122 x^5+88 x^4+162 x^3+22 x^2+112 x+32$
• $y^2=122 x^6+110 x^5+71 x^4+96 x^3+91 x^2+115 x+18$
• $y^2=109 x^6+49 x^5+21 x^4+146 x^3+121 x^2+74 x+90$
• $y^2=139 x^6+7 x^5+2 x^4+50 x^3+2 x^2+7 x+139$
• $y^2=27 x^6+35 x^5+10 x^4+83 x^3+10 x^2+35 x+27$
• $y^2=16 x^6+88 x^5+153 x^3+161 x^2+166 x+72$
• $y^2=20 x^6+110 x^5+139 x^4+100 x^3+64 x^2+110 x+86$
• $y^2=100 x^6+49 x^5+27 x^4+166 x^3+153 x^2+49 x+96$
• $y^2=23 x^6+48 x^5+103 x^4+55 x^3+9 x^2+143 x+127$
• $y^2=115 x^6+73 x^5+14 x^4+108 x^3+45 x^2+47 x+134$
• $y^2=90 x^6+30 x^5+21 x^4+88 x^3+103 x^2+86 x+72$
• $y^2=116 x^6+150 x^5+105 x^4+106 x^3+14 x^2+96 x+26$
• $y^2=123 x^6+47 x^5+133 x^4+10 x^3+152 x^2+87 x+56$
• $y^2=114 x^6+68 x^5+164 x^4+50 x^3+92 x^2+101 x+113$
• $y^2=89 x^6+63 x^5+14 x^4+38 x^3+107 x^2+37 x+144$
• $y^2=142 x^6+94 x^5+102 x^4+109 x^3+127 x^2+101 x+58$
• $y^2=42 x^6+136 x^5+9 x^4+44 x^3+134 x^2+4 x+123$
• $y^2=146 x^6+19 x^5+160 x^4+36 x^3+143 x^2+162 x+142$
• $y^2=62 x^6+95 x^5+132 x^4+13 x^3+47 x^2+142 x+42$
• $y^2=28 x^6+49 x^5+136 x^4+127 x^3+158 x^2+150 x+10$
• $y^2=140 x^6+78 x^5+12 x^4+134 x^3+122 x^2+82 x+50$
• $y^2=9 x^6+113 x^5+144 x^4+125 x^3+89 x^2+166 x+103$
• $y^2=45 x^6+64 x^5+52 x^4+124 x^3+111 x^2+162 x+14$
• $y^2=79 x^6+16 x^5+2 x^4+101 x^3+150 x^2+5 x+87$
• $y^2=61 x^6+80 x^5+10 x^4+4 x^3+82 x^2+25 x+101$
• $y^2=56 x^6+159 x^5+10 x^4+88 x^3+112 x^2+27 x+48$
• $y^2=113 x^6+127 x^5+50 x^4+106 x^3+59 x^2+135 x+73$
• $y^2=151 x^6+38 x^5+11 x^4+61 x^3+84 x^2+84 x+47$
• $y^2=87 x^6+23 x^5+55 x^4+138 x^3+86 x^2+86 x+68$
• $y^2=24 x^6+43 x^5+103 x^4+81 x^3+67 x^2+31 x+4$
• $y^2=120 x^6+48 x^5+14 x^4+71 x^3+x^2+155 x+20$
• $y^2=70 x^6+70 x^5+130 x^4+27 x^3+152 x^2+78 x+52$
• $y^2=16 x^6+16 x^5+149 x^4+135 x^3+92 x^2+56 x+93$
• $y^2=164 x^6+162 x^5+56 x^4+148 x^3+80 x^2+81 x+4$
• $y^2=152 x^6+142 x^5+113 x^4+72 x^3+66 x^2+71 x+20$
• $y^2=105 x^6+164 x^5+48 x^4+87 x^3+92 x^2+13 x+84$
• $y^2=24 x^6+152 x^5+73 x^4+101 x^3+126 x^2+65 x+86$
• $y^2=142 x^6+55 x^5+46 x^4+165 x^3+99 x^2+116 x+14$
• $y^2=42 x^6+108 x^5+63 x^4+157 x^3+161 x^2+79 x+70$
• $y^2=124 x^6+4 x^5+121 x^4+53 x^3+154 x^2+68 x+40$
• $y^2=119 x^6+20 x^5+104 x^4+98 x^3+102 x^2+6 x+33$
• $y^2=87 x^6+106 x^5+89 x^4+139 x^3+136 x^2+118 x+84$
• $y^2=101 x^6+29 x^5+111 x^4+27 x^3+12 x^2+89 x+86$
• $y^2=72 x^6+122 x^5+131 x^4+64 x^3+75 x^2+85 x+100$
• $y^2=26 x^6+109 x^5+154 x^4+153 x^3+41 x^2+91 x+166$
• $y^2=31 x^6+89 x^5+6 x^4+139 x^3+111 x^2+21 x+150$
• $y^2=155 x^6+111 x^5+30 x^4+27 x^3+54 x^2+105 x+82$
• $y^2=15 x^6+28 x^5+144 x^4+92 x^3+157 x^2+21 x+19$
• $y^2=75 x^6+140 x^5+52 x^4+126 x^3+117 x^2+105 x+95$
• $y^2=124 x^6+121 x^5+43 x^4+62 x^3+85 x^2+140 x+123$
• $y^2=119 x^6+104 x^5+48 x^4+143 x^3+91 x^2+32 x+114$
• $y^2=79 x^6+79 x^5+116 x^4+62 x^3+60 x^2+24 x+59$
• $y^2=61 x^6+61 x^5+79 x^4+143 x^3+133 x^2+120 x+128$
• $y^2=66 x^6+45 x^5+56 x^4+21 x^3+144 x^2+40 x+21$
• $y^2=163 x^6+58 x^5+113 x^4+105 x^3+52 x^2+33 x+105$
• $y^2=44 x^6+48 x^5+30 x^4+74 x^3+135 x^2+9 x+105$
• $y^2=53 x^6+73 x^5+150 x^4+36 x^3+7 x^2+45 x+24$
• $y^2=33 x^6+3 x^5+30 x^4+131 x^3+75 x^2+60 x+19$
• $y^2=165 x^6+15 x^5+150 x^4+154 x^3+41 x^2+133 x+95$
• $y^2=52 x^6+84 x^5+14 x^4+152 x^3+120 x^2+129 x+144$
• $y^2=93 x^6+86 x^5+70 x^4+92 x^3+99 x^2+144 x+52$
• $y^2=64 x^6+32 x^5+112 x^4+150 x^3+94 x^2+32 x+162$
• $y^2=153 x^6+160 x^5+59 x^4+82 x^3+136 x^2+160 x+142$
• $y^2=114 x^6+105 x^5+83 x^4+75 x^3+64 x^2+74 x+29$
• $y^2=69 x^6+24 x^5+81 x^4+41 x^3+153 x^2+36 x+145$
• $y^2=81 x^6+131 x^5+21 x^4+23 x^3+125 x^2+7 x+24$
• $y^2=71 x^6+154 x^5+105 x^4+115 x^3+124 x^2+35 x+120$
• $y^2=31 x^6+23 x^5+91 x^4+138 x^3+49 x^2+166 x+25$
• $y^2=155 x^6+115 x^5+121 x^4+22 x^3+78 x^2+162 x+125$
• $y^2=129 x^6+13 x^5+95 x^4+76 x^3+72 x^2+162 x+41$
• $y^2=144 x^6+65 x^5+141 x^4+46 x^3+26 x^2+142 x+38$
• $y^2=8 x^6+26 x^5+135 x^4+59 x^3+15 x^2+77 x+54$
• $y^2=40 x^6+130 x^5+7 x^4+128 x^3+75 x^2+51 x+103$
• $y^2=144 x^6+116 x^5+23 x^4+109 x^3+131 x^2+166 x+23$
• $y^2=52 x^6+79 x^5+115 x^4+44 x^3+154 x^2+162 x+115$
• $y^2=153 x^6+61 x^5+38 x^4+122 x^3+50 x^2+75 x+117$
• $y^2=97 x^6+138 x^5+23 x^4+109 x^3+83 x^2+41 x+84$
• $y^2=46 x^6+4 x^5+57 x^4+163 x^3+130 x^2+149 x+77$
• $y^2=63 x^6+20 x^5+118 x^4+147 x^3+149 x^2+77 x+51$
• $y^2=131 x^6+40 x^5+46 x^4+72 x^3+145 x^2+16 x+115$
• $y^2=154 x^6+33 x^5+63 x^4+26 x^3+57 x^2+80 x+74$
• $y^2=2 x^6+111 x^5+105 x^4+65 x^3+35 x^2+107 x+126$
• $y^2=10 x^6+54 x^5+24 x^4+158 x^3+8 x^2+34 x+129$
• $y^2=115 x^6+86 x^5+59 x^4+77 x^3+14 x^2+54 x+69$
• $y^2=74 x^6+96 x^5+128 x^4+51 x^3+70 x^2+103 x+11$
• $y^2=104 x^6+121 x^5+142 x^4+31 x^3+142 x^2+121 x+104$
• $y^2=19 x^6+104 x^5+42 x^4+155 x^3+42 x^2+104 x+19$
• $y^2=25 x^6+22 x^4+144 x^3+161 x^2+64 x+3$
• $y^2=125 x^6+110 x^4+52 x^3+137 x^2+153 x+15$
• $y^2=107 x^6+63 x^5+165 x^4+137 x^3+47 x^2+11 x+80$
• $y^2=34 x^6+148 x^5+157 x^4+17 x^3+68 x^2+55 x+66$
• $y^2=162 x^6+30 x^5+99 x^4+126 x^3+52 x^2+38 x+158$
• $y^2=142 x^6+150 x^5+161 x^4+129 x^3+93 x^2+23 x+122$
• $y^2=5 x^6+106 x^5+66 x^4+153 x^3+83 x^2+59 x+122$
• $y^2=25 x^6+29 x^5+163 x^4+97 x^3+81 x^2+128 x+109$
• $y^2=164 x^6+45 x^5+55 x^4+32 x^3+95 x^2+133 x+76$
• $y^2=152 x^6+58 x^5+108 x^4+160 x^3+141 x^2+164 x+46$
• $y^2=99 x^6+158 x^5+127 x^4+90 x^3+57 x^2+95 x+111$
• $y^2=161 x^6+122 x^5+134 x^4+116 x^3+118 x^2+141 x+54$
• $y^2=159 x^6+126 x^5+142 x^4+164 x^3+85 x^2+59 x+124$
• $y^2=127 x^6+129 x^5+42 x^4+152 x^3+91 x^2+128 x+119$
• $y^2=33 x^6+80 x^5+3 x^4+67 x^3+14 x^2+165 x+88$
• $y^2=165 x^6+66 x^5+15 x^4+x^3+70 x^2+157 x+106$
• $y^2=52 x^6+27 x^5+55 x^4+166 x^3+145 x^2+100 x+154$
• $y^2=93 x^6+135 x^5+108 x^4+162 x^3+57 x^2+166 x+102$
• $y^2=88 x^6+109 x^5+9 x^4+110 x^3+125 x^2+6 x+34$
• $y^2=106 x^6+44 x^5+45 x^4+49 x^3+124 x^2+30 x+3$
• $y^2=132 x^6+154 x^5+20 x^4+63 x^3+88 x^2+34 x+137$
• $y^2=159 x^6+102 x^5+100 x^4+148 x^3+106 x^2+3 x+17$
• $y^2=10 x^6+72 x^5+163 x^4+62 x^3+165 x^2+108 x+98$
• $y^2=50 x^6+26 x^5+147 x^4+143 x^3+157 x^2+39 x+156$
• $y^2=34 x^6+131 x^5+123 x^4+133 x^3+90 x^2+7 x+138$
• $y^2=142 x^6+32 x^5+133 x^4+81 x^3+127 x^2+148 x+22$
• $y^2=42 x^6+160 x^5+164 x^4+71 x^3+134 x^2+72 x+110$
• $y^2=35 x^6+158 x^5+83 x^4+77 x^3+19 x^2+114 x+88$
• $y^2=8 x^6+122 x^5+81 x^4+51 x^3+95 x^2+69 x+106$
• $y^2=39 x^6+64 x^5+161 x^4+20 x^3+133 x^2+29 x+165$
• $y^2=28 x^6+153 x^5+137 x^4+100 x^3+164 x^2+145 x+157$
• $y^2=107 x^6+33 x^5+8 x^4+110 x^3+96 x^2+10 x+29$
• $y^2=34 x^6+165 x^5+40 x^4+49 x^3+146 x^2+50 x+145$
• $y^2=3 x^6+50 x^5+120 x^4+96 x^3+15 x^2+6 x+61$
• $y^2=15 x^6+83 x^5+99 x^4+146 x^3+75 x^2+30 x+138$
• $y^2=123 x^6+4 x^5+108 x^4+26 x^3+161 x^2+158 x+106$
• $y^2=114 x^6+20 x^5+39 x^4+130 x^3+137 x^2+122 x+29$
• $y^2=84 x^6+58 x^5+147 x^4+63 x^3+131 x^2+x+124$
• $y^2=86 x^6+123 x^5+67 x^4+148 x^3+154 x^2+5 x+119$
• $y^2=145 x^6+79 x^5+91 x^4+15 x^3+21 x^2+27 x+79$
• $y^2=57 x^6+61 x^5+121 x^4+75 x^3+105 x^2+135 x+61$
• $y^2=70 x^6+161 x^5+122 x^4+25 x^3+74 x^2+114 x+27$
• $y^2=16 x^6+137 x^5+109 x^4+125 x^3+36 x^2+69 x+135$
• $y^2=49 x^6+137 x^5+23 x^4+62 x^3+21 x^2+82 x+81$
• $y^2=78 x^6+17 x^5+115 x^4+143 x^3+105 x^2+76 x+71$
• $y^2=15 x^6+103 x^5+117 x^4+126 x^3+79 x^2+161 x+38$
• $y^2=75 x^6+14 x^5+84 x^4+129 x^3+61 x^2+137 x+23$
• $y^2=26 x^6+3 x^5+55 x^4+109 x^3+143 x^2+40 x+96$
• $y^2=130 x^6+15 x^5+108 x^4+44 x^3+47 x^2+33 x+146$
• $y^2=66 x^6+144 x^5+33 x^4+40 x^3+24 x^2+79 x+81$
• $y^2=163 x^6+52 x^5+165 x^4+33 x^3+120 x^2+61 x+71$
• $y^2=123 x^6+140 x^5+31 x^4+154 x^3+74 x^2+25 x+23$
• $y^2=114 x^6+32 x^5+155 x^4+102 x^3+36 x^2+125 x+115$
• $y^2=45 x^6+38 x^5+103 x^4+107 x^3+88 x^2+59 x+90$
• $y^2=166 x^6+50 x^5+72 x^4+160 x^3+89 x^2+125 x+159$
• $y^2=162 x^6+83 x^5+26 x^4+132 x^3+111 x^2+124 x+127$
• $y^2=63 x^6+20 x^5+63 x^4+131 x^3+165 x^2+135 x+101$
• $y^2=148 x^6+100 x^5+148 x^4+154 x^3+157 x^2+7 x+4$
• $y^2=110 x^6+119 x^5+65 x^4+79 x^3+41 x^2+x+86$
• $y^2=49 x^6+94 x^5+158 x^4+61 x^3+38 x^2+5 x+96$
• $y^2=154 x^6+94 x^5+142 x^4+15 x^3+145 x^2+95 x+94$
• $y^2=102 x^6+136 x^5+42 x^4+75 x^3+57 x^2+141 x+136$
• $y^2=92 x^6+25 x^5+132 x^4+131 x^3+136 x^2+21 x+77$
• $y^2=126 x^6+125 x^5+159 x^4+154 x^3+12 x^2+105 x+51$
• $y^2=26 x^6+96 x^5+118 x^4+43 x^3+125 x^2+161 x+17$
• $y^2=130 x^6+146 x^5+89 x^4+48 x^3+124 x^2+137 x+85$
• $y^2=5 x^6+71 x^5+138 x^4+124 x^3+2 x^2+18 x+79$
• $y^2=76 x^6+59 x^5+78 x^4+148 x^3+156 x^2+164 x+49$
• $y^2=46 x^6+128 x^5+56 x^4+72 x^3+112 x^2+152 x+78$
• $y^2=84 x^6+56 x^5+153 x^4+41 x^3+114 x^2+58 x+4$
• $y^2=86 x^6+113 x^5+97 x^4+38 x^3+69 x^2+123 x+20$
• $y^2=70 x^6+104 x^5+122 x^4+45 x^3+87 x^2+111 x+153$
• $y^2=16 x^6+19 x^5+109 x^4+58 x^3+101 x^2+54 x+97$
• $y^2=68 x^6+68 x^5+87 x^4+134 x^3+103 x^2+140 x+6$
• $y^2=6 x^6+6 x^5+101 x^4+2 x^3+14 x^2+32 x+30$
• $y^2=74 x^6+128 x^5+7 x^4+42 x^3+125 x^2+105 x+102$
• $y^2=36 x^6+139 x^5+35 x^4+43 x^3+124 x^2+24 x+9$
• $y^2=75 x^6+16 x^5+81 x^4+107 x^3+99 x^2+9 x+145$
• $y^2=41 x^6+80 x^5+71 x^4+34 x^3+161 x^2+45 x+57$
• $y^2=108 x^6+137 x^5+37 x^4+35 x^3+37 x^2+137 x+108$
• $y^2=39 x^6+17 x^5+18 x^4+8 x^3+18 x^2+17 x+39$
• $y^2=97 x^6+75 x^5+51 x^4+86 x^3+51 x^2+75 x+97$
• $y^2=151 x^6+41 x^5+88 x^4+96 x^3+88 x^2+41 x+151$
• $y^2=43 x^6+67 x^5+60 x^4+49 x^3+8 x^2+12 x+68$
• $y^2=48 x^6+x^5+133 x^4+78 x^3+40 x^2+60 x+6$
• $y^2=51 x^6+29 x^5+65 x^4+7 x^3+60 x^2+104 x+86$
• $y^2=88 x^6+145 x^5+158 x^4+35 x^3+133 x^2+19 x+96$
• $y^2=66 x^6+118 x^5+93 x^4+114 x^3+55 x^2+60 x+83$
• $y^2=163 x^6+89 x^5+131 x^4+69 x^3+108 x^2+133 x+81$
• $y^2=162 x^6+144 x^5+21 x^4+102 x^3+31 x^2+36 x+141$
• $y^2=142 x^6+52 x^5+105 x^4+9 x^3+155 x^2+13 x+37$
• $y^2=21 x^6+158 x^5+41 x^4+3 x^3+161 x^2+156 x+61$
• $y^2=105 x^6+122 x^5+38 x^4+15 x^3+137 x^2+112 x+138$
• $y^2=101 x^6+163 x^5+128 x^4+154 x^3+112 x^2+70 x+113$
• $y^2=4 x^6+147 x^5+139 x^4+102 x^3+59 x^2+16 x+64$
• $y^2=91 x^6+92 x^5+144 x^4+91 x^3+46 x^2+45 x+145$
• $y^2=121 x^6+126 x^5+52 x^4+121 x^3+63 x^2+58 x+57$
• $y^2=123 x^6+11 x^5+136 x^4+56 x^3+90 x^2+15 x+56$
• $y^2=114 x^6+55 x^5+12 x^4+113 x^3+116 x^2+75 x+113$
• $y^2=90 x^6+103 x^5+110 x^4+51 x^3+35 x^2+93 x+29$
• $y^2=116 x^6+14 x^5+49 x^4+88 x^3+8 x^2+131 x+145$
• $y^2=48 x^6+34 x^5+158 x^4+5 x^3+41 x^2+84 x+28$
• $y^2=73 x^6+3 x^5+122 x^4+25 x^3+38 x^2+86 x+140$
• $y^2=76 x^6+65 x^5+104 x^4+148 x^3+55 x^2+151 x+119$
• $y^2=46 x^6+158 x^5+19 x^4+72 x^3+108 x^2+87 x+94$
• $y^2=121 x^6+112 x^5+91 x^4+34 x^3+33 x^2+75 x+30$
• $y^2=104 x^6+59 x^5+121 x^4+3 x^3+165 x^2+41 x+150$
• $y^2=110 x^6+152 x^5+83 x^4+113 x^3+98 x^2+34 x+67$
• $y^2=49 x^6+92 x^5+81 x^4+64 x^3+156 x^2+3 x+1$
• $y^2=51 x^6+91 x^5+164 x^4+138 x^3+74 x^2+6 x+104$
• $y^2=88 x^6+121 x^5+152 x^4+22 x^3+36 x^2+30 x+19$
• $y^2=122 x^6+158 x^5+97 x^4+151 x^3+129 x^2+91 x+85$
• $y^2=109 x^6+122 x^5+151 x^4+87 x^3+144 x^2+121 x+91$
• $y^2=54 x^6+65 x^5+65 x^4+17 x^3+155 x^2+83 x+17$
• $y^2=103 x^6+158 x^5+158 x^4+85 x^3+107 x^2+81 x+85$
• $y^2=92 x^6+71 x^5+100 x^4+108 x^3+100 x^2+71 x+92$
• $y^2=126 x^6+21 x^5+166 x^4+39 x^3+166 x^2+21 x+126$
• $y^2=36 x^6+6 x^5+34 x^4+160 x^3+124 x^2+54 x+1$
• $y^2=13 x^6+30 x^5+3 x^4+132 x^3+119 x^2+103 x+5$
• $y^2=117 x^6+33 x^5+73 x^4+148 x^3+85 x^2+83 x+19$
• $y^2=84 x^6+165 x^5+31 x^4+72 x^3+91 x^2+81 x+95$
• $y^2=114 x^6+91 x^5+70 x^4+45 x^3+13 x^2+156 x+99$
• $y^2=69 x^6+121 x^5+16 x^4+58 x^3+65 x^2+112 x+161$
• $y^2=92 x^6+22 x^5+155 x^4+66 x^3+75 x^2+85 x+7$
• $y^2=126 x^6+110 x^5+107 x^4+163 x^3+41 x^2+91 x+35$
• $y^2=109 x^6+112 x^5+28 x^4+156 x^3+68 x^2+4 x+53$
• $y^2=44 x^6+59 x^5+140 x^4+112 x^3+6 x^2+20 x+98$
• $y^2=92 x^6+115 x^5+18 x^4+68 x^3+23 x^2+12 x+157$
• $y^2=133 x^6+85 x^5+107 x^4+129 x^3+29 x^2+81 x+84$
• $y^2=164 x^6+91 x^5+34 x^4+144 x^3+145 x^2+71 x+86$
• $y^2=60 x^6+46 x^5+110 x^4+127 x^3+37 x^2+46 x+129$
• $y^2=133 x^6+63 x^5+49 x^4+134 x^3+18 x^2+63 x+144$
• $y^2=122 x^6+118 x^5+88 x^4+100 x^3+6 x^2+96 x+46$
• $y^2=109 x^6+89 x^5+106 x^4+166 x^3+30 x^2+146 x+63$
• $y^2=35 x^6+30 x^5+129 x^4+29 x^3+165 x^2+139 x+20$
• $y^2=8 x^6+150 x^5+144 x^4+145 x^3+157 x^2+27 x+100$
• $y^2=9 x^6+82 x^5+36 x^4+45 x^3+54 x^2+151 x+158$
• $y^2=45 x^6+76 x^5+13 x^4+58 x^3+103 x^2+87 x+122$
• $y^2=4 x^6+101 x^5+63 x^4+5 x^3+79 x^2+129 x+72$
• $y^2=20 x^6+4 x^5+148 x^4+25 x^3+61 x^2+144 x+26$
• $y^2=79 x^6+147 x^5+94 x^4+26 x^3+135 x^2+8 x+51$
• $y^2=61 x^6+67 x^5+136 x^4+130 x^3+7 x^2+40 x+88$
• $y^2=160 x^6+33 x^5+102 x^4+3 x^3+73 x^2+126 x+153$
• $y^2=132 x^6+165 x^5+9 x^4+15 x^3+31 x^2+129 x+97$
• $y^2=5 x^6+115 x^5+133 x^4+19 x^3+144 x^2+132 x+166$
• $y^2=25 x^6+74 x^5+164 x^4+95 x^3+52 x^2+159 x+162$
• $y^2=29 x^6+84 x^5+107 x^4+10 x^3+66 x^2+115 x+11$
• $y^2=145 x^6+86 x^5+34 x^4+50 x^3+163 x^2+74 x+55$
• $y^2=12 x^6+140 x^5+139 x^4+90 x^3+87 x^2+104 x+125$
• $y^2=60 x^6+32 x^5+27 x^4+116 x^3+101 x^2+19 x+124$
• $y^2=9 x^6+124 x^5+34 x^4+43 x^3+48 x^2+120 x+61$
• $y^2=45 x^6+119 x^5+3 x^4+48 x^3+73 x^2+99 x+138$
• $y^2=161 x^6+81 x^5+21 x^4+20 x^3+67 x^2+25 x+102$
• $y^2=137 x^6+71 x^5+105 x^4+100 x^3+x^2+125 x+9$
• $y^2=4 x^6+22 x^5+45 x^4+162 x^3+58 x^2+79 x+49$
• $y^2=30 x^6+100 x^5+73 x^4+18 x^3+165 x^2+29 x+78$
• $y^2=150 x^6+166 x^5+31 x^4+90 x^3+157 x^2+145 x+56$
• $y^2=46 x^6+76 x^5+52 x^4+79 x^3+39 x^2+134 x+43$
• $y^2=63 x^6+46 x^5+93 x^4+61 x^3+28 x^2+2 x+48$
• $y^2=108 x^6+98 x^5+118 x^4+2 x^3+61 x^2+48 x+12$
• $y^2=39 x^6+156 x^5+89 x^4+10 x^3+138 x^2+73 x+60$
• $y^2=73 x^6+113 x^5+97 x^4+157 x^3+87 x^2+120 x+109$
• $y^2=31 x^6+64 x^5+151 x^4+117 x^3+101 x^2+99 x+44$
• $y^2=6 x^6+127 x^5+35 x^4+110 x^2+29 x+164$
• $y^2=30 x^6+134 x^5+8 x^4+49 x^2+145 x+152$
• $y^2=33 x^6+137 x^5+25 x^4+34 x^3+27 x^2+119 x+66$
• $y^2=165 x^6+17 x^5+125 x^4+3 x^3+135 x^2+94 x+163$
• $y^2=51 x^6+42 x^5+159 x^4+108 x^3+114 x^2+143 x+145$
• $y^2=88 x^6+43 x^5+127 x^4+39 x^3+69 x^2+47 x+57$
• $y^2=160 x^6+8 x^5+110 x^4+53 x^3+39 x^2+71 x+43$
• $y^2=132 x^6+40 x^5+49 x^4+98 x^3+28 x^2+21 x+48$
• $y^2=11 x^6+27 x^5+113 x^4+146 x^3+13 x^2+149 x+122$
• $y^2=55 x^6+135 x^5+64 x^4+62 x^3+65 x^2+77 x+109$
• $y^2=70 x^6+14 x^5+73 x^4+111 x^3+48 x^2+119 x+160$
• $y^2=16 x^6+70 x^5+31 x^4+54 x^3+73 x^2+94 x+132$
• $y^2=74 x^6+23 x^5+26 x^4+163 x^3+106 x^2+71 x+85$
• $y^2=36 x^6+115 x^5+130 x^4+147 x^3+29 x^2+21 x+91$
• $y^2=132 x^6+135 x^5+156 x^4+165 x^3+116 x^2+138 x+109$
• $y^2=159 x^6+7 x^5+112 x^4+157 x^3+79 x^2+22 x+44$
• $y^2=16 x^6+158 x^5+14 x^4+137 x^3+59 x^2+157 x+149$
• $y^2=80 x^6+122 x^5+70 x^4+17 x^3+128 x^2+117 x+77$
• $y^2=104 x^6+20 x^5+152 x^4+34 x^3+47 x^2+78 x+144$
• $y^2=19 x^6+100 x^5+92 x^4+3 x^3+68 x^2+56 x+52$
• $y^2=9 x^6+95 x^5+32 x^4+15 x^3+51 x^2+162 x+66$
• $y^2=45 x^6+141 x^5+160 x^4+75 x^3+88 x^2+142 x+163$
• $y^2=118 x^6+158 x^5+2 x^4+37 x^3+29 x^2+162 x+92$
• $y^2=89 x^6+122 x^5+10 x^4+18 x^3+145 x^2+142 x+126$
• $y^2=64 x^6+5 x^5+118 x^4+3 x^3+153 x^2+82 x+130$
• $y^2=153 x^6+25 x^5+89 x^4+15 x^3+97 x^2+76 x+149$
• $y^2=64 x^6+11 x^5+33 x^4+71 x^3+113 x^2+157 x+136$
• $y^2=153 x^6+55 x^5+165 x^4+21 x^3+64 x^2+117 x+12$
• $y^2=42 x^6+142 x^5+121 x^4+16 x^3+130 x^2+91 x+45$
• $y^2=43 x^6+42 x^5+104 x^4+80 x^3+149 x^2+121 x+58$
• $y^2=123 x^6+40 x^5+99 x^4+52 x^3+81 x^2+114 x+149$
• $y^2=114 x^6+33 x^5+161 x^4+93 x^3+71 x^2+69 x+77$
• $y^2=64 x^6+24 x^5+164 x^4+71 x^3+23 x^2+3 x+94$
• $y^2=153 x^6+120 x^5+152 x^4+21 x^3+115 x^2+15 x+136$
• $y^2=161 x^6+102 x^5+55 x^4+110 x^3+39 x^2+43 x+102$
• $y^2=118 x^6+152 x^5+81 x^4+6 x^3+37 x^2+90 x+141$
• $y^2=89 x^6+92 x^5+71 x^4+30 x^3+18 x^2+116 x+37$
• $y^2=48 x^6+164 x^5+55 x^4+146 x^3+90 x^2+146 x+26$
• $y^2=73 x^6+152 x^5+108 x^4+62 x^3+116 x^2+62 x+130$
• $y^2=114 x^6+144 x^5+57 x^4+125 x^3+96 x^2+125 x+147$
• $y^2=69 x^6+52 x^5+118 x^4+124 x^3+146 x^2+124 x+67$
• $y^2=48 x^6+133 x^5+50 x^4+61 x^3+32 x^2+21 x+93$
• $y^2=73 x^6+164 x^5+83 x^4+138 x^3+160 x^2+105 x+131$
• $y^2=79 x^6+47 x^5+106 x^4+157 x^3+117 x^2+44 x+4$
• $y^2=61 x^6+68 x^5+29 x^4+117 x^3+84 x^2+53 x+20$
• $y^2=14 x^6+32 x^5+24 x^4+83 x^3+13 x^2+126 x+143$
• $y^2=70 x^6+160 x^5+120 x^4+81 x^3+65 x^2+129 x+47$
• $y^2=13 x^6+155 x^5+160 x^4+139 x^3+2 x^2+59 x+2$
• $y^2=65 x^6+107 x^5+132 x^4+27 x^3+10 x^2+128 x+10$
• $y^2=34 x^6+43 x^4+78 x^3+107 x^2+157 x+40$
• $y^2=3 x^6+48 x^4+56 x^3+34 x^2+117 x+33$
• $y^2=x^6+x^3+33$
• $y^2=5 x^6+5 x^3+165$
• $y^2=89 x^6+151 x^5+4 x^4+53 x^3+87 x^2+31 x+90$
• $y^2=111 x^6+87 x^5+20 x^4+98 x^3+101 x^2+155 x+116$
• $y^2=108 x^6+35 x^5+34 x^4+84 x^3+82 x^2+38 x+83$
• $y^2=39 x^6+8 x^5+3 x^4+86 x^3+76 x^2+23 x+81$
• $y^2=161 x^6+80 x^5+5 x^4+75 x^3+7 x^2+95 x+86$
• $y^2=137 x^6+66 x^5+25 x^4+41 x^3+35 x^2+141 x+96$
• $y^2=64 x^6+73 x^5+63 x^4+109 x^3+63 x^2+73 x+64$
• $y^2=153 x^6+31 x^5+148 x^4+44 x^3+148 x^2+31 x+153$
• $y^2=77 x^6+45 x^5+166 x^4+122 x^3+125 x^2+47 x+7$
• $y^2=51 x^6+58 x^5+162 x^4+109 x^3+124 x^2+68 x+35$
• $y^2=59 x^6+123 x^5+162 x^4+9 x^3+67 x^2+53 x+101$
• $y^2=128 x^6+114 x^5+142 x^4+45 x^3+x^2+98 x+4$
• $y^2=16 x^6+85 x^5+11 x^4+120 x^3+149 x^2+149 x+29$
• $y^2=80 x^6+91 x^5+55 x^4+99 x^3+77 x^2+77 x+145$
• $y^2=23 x^6+69 x^5+156 x^4+148 x^3+84 x^2+93 x+103$
• $y^2=115 x^6+11 x^5+112 x^4+72 x^3+86 x^2+131 x+14$
• $y^2=43 x^6+40 x^5+83 x^4+74 x^3+31 x^2+100 x+57$
• $y^2=48 x^6+33 x^5+81 x^4+36 x^3+155 x^2+166 x+118$
• $y^2=32 x^6+41 x^5+141 x^4+106 x^3+50 x^2+86 x+106$
• $y^2=160 x^6+38 x^5+37 x^4+29 x^3+83 x^2+96 x+29$
• $y^2=137 x^6+133 x^5+95 x^4+88 x^3+95 x^2+13 x+21$
• $y^2=17 x^6+164 x^5+141 x^4+106 x^3+141 x^2+65 x+105$
• $y^2=103 x^6+70 x^5+160 x^4+31 x^3+9 x^2+68 x+7$
• $y^2=164 x^6+28 x^5+133 x^4+13 x^3+128 x^2+79 x+51$
• $y^2=152 x^6+140 x^5+164 x^4+65 x^3+139 x^2+61 x+88$
• $y^2=47 x^6+121 x^5+161 x^4+157 x^3+86 x^2+92 x+64$
• $y^2=68 x^6+104 x^5+137 x^4+117 x^3+96 x^2+126 x+153$
• $y^2=60 x^6+52 x^5+111 x^4+115 x^3+142 x^2+23 x+127$
• $y^2=133 x^6+93 x^5+54 x^4+74 x^3+42 x^2+115 x+134$
• $y^2=139 x^6+41 x^5+13 x^4+61 x^3+49 x^2+14 x+93$
• $y^2=27 x^6+38 x^5+65 x^4+138 x^3+78 x^2+70 x+131$
• $y^2=157 x^6+99 x^5+91 x^4+57 x^3+163 x^2+20 x+113$
• $y^2=117 x^6+161 x^5+121 x^4+118 x^3+147 x^2+100 x+64$
• $y^2=58 x^6+154 x^5+132 x^4+109 x^3+97 x^2+143 x+34$
• $y^2=123 x^6+102 x^5+159 x^4+44 x^3+151 x^2+47 x+3$
• $y^2=28 x^6+123 x^5+158 x^4+142 x^3+107 x^2+121 x+120$
• $y^2=140 x^6+114 x^5+122 x^4+42 x^3+34 x^2+104 x+99$
• $y^2=68 x^6+78 x^5+145 x^4+148 x^3+148 x^2+25 x+118$
• $y^2=6 x^6+56 x^5+57 x^4+72 x^3+72 x^2+125 x+89$
• $y^2=93 x^6+112 x^5+79 x^4+13 x^3+155 x^2+44 x+134$
• $y^2=131 x^6+59 x^5+61 x^4+65 x^3+107 x^2+53 x+2$
• $y^2=20 x^6+115 x^5+19 x^4+73 x^3+16 x^2+97 x+18$
• $y^2=13 x^6+143 x^5+94 x^4+49 x^3+23 x^2+26 x+13$
• $y^2=65 x^6+47 x^5+136 x^4+78 x^3+115 x^2+130 x+65$
• $y^2=105 x^6+87 x^5+98 x^4+56 x^3+115 x^2+36 x+11$
• $y^2=24 x^6+101 x^5+156 x^4+113 x^3+74 x^2+13 x+55$
• $y^2=10 x^6+165 x^5+57 x^4+124 x^3+57 x^2+26 x+1$
• $y^2=50 x^6+157 x^5+118 x^4+119 x^3+118 x^2+130 x+5$
• $y^2=74 x^6+61 x^5+163 x^4+133 x^3+12 x^2+21$
• $y^2=58 x^6+88 x^5+65 x^4+24 x^3+36 x^2+4 x+97$
• $y^2=123 x^6+106 x^5+158 x^4+120 x^3+13 x^2+20 x+151$
• $y^2=71 x^6+153 x^5+95 x^4+120 x^3+30 x^2+125 x$
• $y^2=21 x^6+97 x^5+141 x^4+99 x^3+150 x^2+124 x$
• $y^2=13 x^6+79 x^5+132 x^4+164 x^3+129 x^2+43 x+58$
• $y^2=65 x^6+61 x^5+159 x^4+152 x^3+144 x^2+48 x+123$
• $y^2=73 x^6+137 x^5+141 x^4+59 x^3+80 x^2+86 x+118$
• $y^2=31 x^6+17 x^5+37 x^4+128 x^3+66 x^2+96 x+89$
• $y^2=18 x^6+147 x^5+63 x^4+82 x^3+17 x^2+133 x+162$
• $y^2=90 x^6+67 x^5+148 x^4+76 x^3+85 x^2+164 x+142$
• $y^2=85 x^6+26 x^5+37 x^4+105 x^3+90 x^2+153 x+115$
• $y^2=91 x^6+130 x^5+18 x^4+24 x^3+116 x^2+97 x+74$
• $y^2=123 x^6+163 x^5+118 x^4+8 x^3+141 x^2+139 x+8$
• $y^2=114 x^6+147 x^5+89 x^4+40 x^3+37 x^2+27 x+40$
• $y^2=65 x^6+13 x^5+129 x^4+125 x^3+67 x^2+77 x+26$
• $y^2=158 x^6+65 x^5+144 x^4+124 x^3+x^2+51 x+130$
• $y^2=122 x^6+98 x^5+147 x^4+46 x^3+148 x^2+24 x+99$
• $y^2=109 x^6+156 x^5+67 x^4+63 x^3+72 x^2+120 x+161$
• $y^2=59 x^6+153 x^5+146 x^4+156 x^3+110 x^2+101 x+42$
• $y^2=128 x^6+97 x^5+62 x^4+112 x^3+49 x^2+4 x+43$
• $y^2=156 x^6+58 x^5+98 x^4+117 x^3+141 x^2+68 x+107$
• $y^2=112 x^6+123 x^5+156 x^4+84 x^3+37 x^2+6 x+34$
• $y^2=92 x^6+112 x^5+152 x^4+139 x^3+x^2+54 x+96$
• $y^2=126 x^6+59 x^5+92 x^4+27 x^3+5 x^2+103 x+146$
• $y^2=10 x^6+8 x^5+86 x^4+87 x^3+103 x^2+126 x+143$
• $y^2=50 x^6+40 x^5+96 x^4+101 x^3+14 x^2+129 x+47$
• $y^2=21 x^6+50 x^5+163 x^4+101 x^3+18 x^2+13 x+136$
• $y^2=105 x^6+83 x^5+147 x^4+4 x^3+90 x^2+65 x+12$
• $y^2=21 x^6+118 x^5+90 x^4+115 x^3+131 x^2+88 x+54$
• $y^2=105 x^6+89 x^5+116 x^4+74 x^3+154 x^2+106 x+103$
• $y^2=12 x^6+32 x^5+99 x^4+146 x^3+x^2+81 x+6$
• $y^2=60 x^6+160 x^5+161 x^4+62 x^3+5 x^2+71 x+30$
• $y^2=52 x^6+101 x^5+95 x^4+67 x^3+4 x^2+40 x+4$
• $y^2=100 x^6+47 x^5+31 x^4+81 x^3+128 x^2+162 x+102$
• $y^2=166 x^6+68 x^5+155 x^4+71 x^3+139 x^2+142 x+9$
• $y^2=57 x^6+34 x^5+26 x^4+10 x^3+64 x^2+21 x+95$
• $y^2=118 x^6+3 x^5+130 x^4+50 x^3+153 x^2+105 x+141$
• $y^2=102 x^6+14 x^5+79 x^4+139 x^3+7 x^2+128 x+152$
• $y^2=9 x^6+70 x^5+61 x^4+27 x^3+35 x^2+139 x+92$
• $y^2=92 x^6+53 x^5+19 x^4+35 x^3+43 x^2+143 x+153$
• $y^2=126 x^6+98 x^5+95 x^4+8 x^3+48 x^2+47 x+97$
• $y^2=83 x^6+66 x^5+145 x^4+27 x^3+95 x^2+38 x+144$
• $y^2=81 x^6+163 x^5+57 x^4+135 x^3+141 x^2+23 x+52$
• $y^2=146 x^6+104 x^5+100 x^4+88 x^3+2 x^2+46 x+125$
• $y^2=62 x^6+19 x^5+166 x^4+106 x^3+10 x^2+63 x+124$
• $y^2=43 x^6+126 x^5+90 x^4+44 x^3+9 x^2+146 x+72$
• $y^2=48 x^6+129 x^5+116 x^4+53 x^3+45 x^2+62 x+26$
• $y^2=29 x^6+135 x^5+166 x^4+87 x^3+96 x^2+50 x+32$
• $y^2=145 x^6+7 x^5+162 x^4+101 x^3+146 x^2+83 x+160$
• $y^2=82 x^6+61 x^5+76 x^4+150 x^3+139 x^2+59 x+100$
• $y^2=76 x^6+138 x^5+46 x^4+82 x^3+27 x^2+128 x+166$
• $y^2=166 x^6+81 x^5+80 x^4+124 x^3+136 x^2+8 x+18$
• $y^2=162 x^6+71 x^5+66 x^4+119 x^3+12 x^2+40 x+90$
• $y^2=35 x^6+162 x^5+165 x^4+154 x^3+45 x^2+29 x+150$
• $y^2=8 x^6+142 x^5+157 x^4+102 x^3+58 x^2+145 x+82$
• $y^2=138 x^6+70 x^5+15 x^4+72 x^3+54 x^2+140 x+71$
• $y^2=22 x^6+16 x^5+75 x^4+26 x^3+103 x^2+32 x+21$
• $y^2=109 x^6+x^5+107 x^4+104 x^3+65 x^2+81 x+159$
• $y^2=44 x^6+5 x^5+34 x^4+19 x^3+158 x^2+71 x+127$
• $y^2=137 x^6+118 x^5+26 x^4+17 x^3+7 x^2+35 x+32$
• $y^2=17 x^6+89 x^5+130 x^4+85 x^3+35 x^2+8 x+160$
• $y^2=163 x^6+50 x^5+125 x^4+49 x^3+104 x^2+127 x+82$
• $y^2=147 x^6+83 x^5+124 x^4+78 x^3+19 x^2+134 x+76$
• $y^2=43 x^6+90 x^5+108 x^4+122 x^3+108 x^2+31 x+90$
• $y^2=48 x^6+116 x^5+39 x^4+109 x^3+39 x^2+155 x+116$
• $y^2=57 x^6+12 x^5+123 x^4+108 x^3+64 x^2+79 x+73$
• $y^2=118 x^6+60 x^5+114 x^4+39 x^3+153 x^2+61 x+31$
• $y^2=164 x^6+160 x^5+71 x^4+109 x^3+58 x^2+152 x+124$
• $y^2=152 x^6+132 x^5+21 x^4+44 x^3+123 x^2+92 x+119$
• $y^2=154 x^6+161 x^5+42 x^4+48 x^3+149 x^2+92 x+127$
• $y^2=102 x^6+137 x^5+43 x^4+73 x^3+77 x^2+126 x+134$
• $y^2=x^6+x^3+6$
• $y^2=5 x^6+5 x^3+30$
• $y^2=137 x^6+101 x^5+119 x^4+54 x^3+16 x^2+49 x+117$
• $y^2=17 x^6+4 x^5+94 x^4+103 x^3+80 x^2+78 x+84$
• $y^2=142 x^6+43 x^5+8 x^3+98 x^2+166 x+90$
• $y^2=42 x^6+48 x^5+40 x^3+156 x^2+162 x+116$
• $y^2=48 x^6+67 x^5+166 x^4+159 x^3+86 x^2+92 x+79$
• $y^2=73 x^6+x^5+162 x^4+127 x^3+96 x^2+126 x+61$
• $y^2=102 x^6+96 x^5+87 x^4+10 x^3+121 x^2+135 x+112$
• $y^2=9 x^6+146 x^5+101 x^4+50 x^3+104 x^2+7 x+59$
• $y^2=57 x^6+10 x^5+103 x^4+69 x^3+98 x^2+150 x+5$
• $y^2=118 x^6+50 x^5+14 x^4+11 x^3+156 x^2+82 x+25$
• $y^2=12 x^6+76 x^5+61 x^4+111 x^3+66 x^2+86 x+12$
• $y^2=60 x^6+46 x^5+138 x^4+54 x^3+163 x^2+96 x+60$
• $y^2=118 x^6+59 x^5+139 x^4+35 x^3+26 x^2+94 x+147$
• $y^2=89 x^6+128 x^5+27 x^4+8 x^3+130 x^2+136 x+67$
• $y^2=42 x^6+124 x^5+38 x^4+163 x^3+117 x^2+102 x+127$
• $y^2=43 x^6+119 x^5+23 x^4+147 x^3+84 x^2+9 x+134$
• $y^2=85 x^6+138 x^5+116 x^4+42 x^3+51 x^2+17 x+95$
• $y^2=91 x^6+22 x^5+79 x^4+43 x^3+88 x^2+85 x+141$
• $y^2=123 x^6+87 x^5+35 x^4+65 x^3+61 x^2+109 x+52$
• $y^2=114 x^6+101 x^5+8 x^4+158 x^3+138 x^2+44 x+93$
• $y^2=29 x^6+53 x^5+9 x^4+76 x^3+147 x^2+107 x+100$
• $y^2=145 x^6+98 x^5+45 x^4+46 x^3+67 x^2+34 x+166$
• $y^2=71 x^5+121 x^4+34 x^3+118 x^2+141 x+159$
• $y^2=21 x^5+104 x^4+3 x^3+89 x^2+37 x+127$
• $y^2=20 x^6+67 x^5+52 x^4+138 x^3+73 x^2+39 x+161$
• $y^2=100 x^6+x^5+93 x^4+22 x^3+31 x^2+28 x+137$
• $y^2=137 x^6+119 x^5+92 x^4+111 x^3+119 x+133$
• $y^2=17 x^6+94 x^5+126 x^4+54 x^3+94 x+164$
• $y^2=54 x^6+81 x^5+136 x^4+74 x^3+69 x^2+154 x+112$
• $y^2=103 x^6+71 x^5+12 x^4+36 x^3+11 x^2+102 x+59$
• $y^2=8 x^6+96 x^5+13 x^4+74 x^3+142 x^2+134 x+136$
• $y^2=40 x^6+146 x^5+65 x^4+36 x^3+42 x^2+2 x+12$
• $y^2=127 x^6+92 x^5+43 x^4+86 x^3+52 x^2+100 x+91$
• $y^2=134 x^6+126 x^5+48 x^4+96 x^3+93 x^2+166 x+121$
• $y^2=137 x^6+45 x^5+153 x^4+109 x^3+101 x^2+40 x+25$
• $y^2=17 x^6+58 x^5+97 x^4+44 x^3+4 x^2+33 x+125$
• $y^2=6 x^6+x^5+33 x^4+160 x^3+107 x^2+122 x+81$
• $y^2=30 x^6+5 x^5+165 x^4+132 x^3+34 x^2+109 x+71$
• $y^2=154 x^6+28 x^5+73 x^4+40 x^3+55 x^2+79 x+156$
• $y^2=102 x^6+140 x^5+31 x^4+33 x^3+108 x^2+61 x+112$
• $y^2=141 x^6+38 x^5+55 x^4+71 x^3+150 x^2+112 x+162$
• $y^2=37 x^6+23 x^5+108 x^4+21 x^3+82 x^2+59 x+142$
• $y^2=152 x^6+163 x^5+98 x^4+106 x^3+98 x^2+163 x+152$
• $y^2=92 x^6+147 x^5+156 x^4+29 x^3+156 x^2+147 x+92$
• $y^2=x^6+123 x^5+8 x^4+153 x^3+162 x^2+116 x+144$
• $y^2=5 x^6+114 x^5+40 x^4+97 x^3+142 x^2+79 x+52$
• $y^2=145 x^6+110 x^5+74 x^4+48 x^3+148 x^2+34 x+129$
• $y^2=57 x^6+49 x^5+36 x^4+73 x^3+72 x^2+3 x+144$
• $y^2=52 x^6+116 x^5+87 x^4+67 x^3+87 x^2+116 x+52$
• $y^2=93 x^6+79 x^5+101 x^4+x^3+101 x^2+79 x+93$
• $y^2=16 x^6+64 x^5+3 x^4+74 x^3+63 x^2+137 x+1$
• $y^2=80 x^6+153 x^5+15 x^4+36 x^3+148 x^2+17 x+5$
• $y^2=87 x^6+142 x^5+153 x^4+23 x^3+59 x^2+92 x+126$
• $y^2=101 x^6+42 x^5+97 x^4+115 x^3+128 x^2+126 x+129$
• $y^2=3 x^6+74 x^5+84 x^4+78 x^3+22 x^2+76 x+15$
• $y^2=15 x^6+36 x^5+86 x^4+56 x^3+110 x^2+46 x+75$
• $y^2=91 x^6+23 x^5+77 x^4+136 x^3+31 x^2+60 x+75$
• $y^2=121 x^6+115 x^5+51 x^4+12 x^3+155 x^2+133 x+41$
• $y^2=154 x^6+10 x^5+130 x^4+97 x^3+78 x^2+66 x+138$
• $y^2=102 x^6+50 x^5+149 x^4+151 x^3+56 x^2+163 x+22$
• $y^2=84 x^6+75 x^5+28 x^4+26 x^3+47 x^2+97 x+76$
• $y^2=86 x^6+41 x^5+140 x^4+130 x^3+68 x^2+151 x+46$
• $y^2=138 x^6+7 x^5+112 x^4+91 x^3+41 x^2+66 x+2$
• $y^2=22 x^6+35 x^5+59 x^4+121 x^3+38 x^2+163 x+10$
• $y^2=28 x^6+27 x^5+88 x^4+8 x^3+74 x^2+150 x+138$
• $y^2=140 x^6+135 x^5+106 x^4+40 x^3+36 x^2+82 x+22$
• $y^2=80 x^6+67 x^5+123 x^4+154 x^3+51 x^2+5 x+10$
• $y^2=66 x^6+x^5+114 x^4+102 x^3+88 x^2+25 x+50$
• $y^2=99 x^6+122 x^5+82 x^4+87 x^3+100 x^2+131 x+73$
• $y^2=161 x^6+109 x^5+76 x^4+101 x^3+166 x^2+154 x+31$
• $y^2=104 x^6+107 x^5+94 x^4+64 x^3+79 x^2+35 x+77$
• $y^2=19 x^6+34 x^5+136 x^4+153 x^3+61 x^2+8 x+51$
• $y^2=41 x^6+83 x^5+53 x^4+156 x^3+91 x^2+159 x+67$
• $y^2=38 x^6+81 x^5+98 x^4+112 x^3+121 x^2+127 x+1$
• $y^2=87 x^6+103 x^5+39 x^4+91 x^3+135 x^2+98 x+56$
• $y^2=101 x^6+14 x^5+28 x^4+121 x^3+7 x^2+156 x+113$
• $y^2=86 x^6+144 x^5+150 x^4+27 x^3+72 x^2+11 x+149$
• $y^2=96 x^6+52 x^5+82 x^4+135 x^3+26 x^2+55 x+77$
• $y^2=67 x^6+36 x^5+30 x^4+121 x^3+147 x^2+75 x+155$
• $y^2=x^6+13 x^5+150 x^4+104 x^3+67 x^2+41 x+107$
• $y^2=81 x^6+104 x^5+10 x^4+66 x^3+156 x^2+120 x+99$
• $y^2=71 x^6+19 x^5+50 x^4+163 x^3+112 x^2+99 x+161$
• $y^2=52 x^6+78 x^5+77 x^4+65 x^3+120 x^2+42 x+129$
• $y^2=93 x^6+56 x^5+51 x^4+158 x^3+99 x^2+43 x+144$
• $y^2=26 x^6+7 x^5+144 x^4+131 x^3+112 x^2+11 x+4$
• $y^2=33 x^6+122 x^5+8 x^4+132 x^3+70 x^2+136 x+17$
• $y^2=165 x^6+109 x^5+40 x^4+159 x^3+16 x^2+12 x+85$
• $y^2=163 x^6+55 x^5+60 x^4+44 x^3+124 x^2+44 x+4$
• $y^2=147 x^6+108 x^5+133 x^4+53 x^3+119 x^2+53 x+20$
• $y^2=110 x^6+38 x^5+26 x^4+145 x^3+134 x^2+7 x+83$
• $y^2=49 x^6+23 x^5+130 x^4+57 x^3+2 x^2+35 x+81$
• $y^2=134 x^6+58 x^5+44 x^4+103 x^3+24 x^2+154 x+39$
• $y^2=2 x^6+123 x^5+53 x^4+14 x^3+120 x^2+102 x+28$
• $y^2=5 x^6+111 x^5+143 x^4+62 x^3+78 x^2+98 x+106$
• $y^2=25 x^6+54 x^5+47 x^4+143 x^3+56 x^2+156 x+29$
• $y^2=101 x^6+124 x^5+103 x^4+65 x^3+160 x^2+128 x$
• $y^2=4 x^6+119 x^5+14 x^4+158 x^3+132 x^2+139 x$
• $y^2=103 x^6+66 x^5+42 x^4+136 x^3+8 x^2+113 x+106$
• $y^2=14 x^6+163 x^5+43 x^4+12 x^3+40 x^2+64 x+29$
• $y^2=122 x^6+114 x^5+165 x^4+127 x^3+165 x^2+36 x+28$
• $y^2=109 x^6+69 x^5+157 x^4+134 x^3+157 x^2+13 x+140$
• $y^2=120 x^6+63 x^5+47 x^4+6 x^3+28 x^2+105 x+155$
• $y^2=99 x^6+148 x^5+68 x^4+30 x^3+140 x^2+24 x+107$
• $y^2=85 x^6+25 x^5+4 x^4+64 x^3+54 x^2+56 x+150$
• $y^2=91 x^6+125 x^5+20 x^4+153 x^3+103 x^2+113 x+82$
• $y^2=84 x^6+138 x^5+39 x^4+85 x^3+122 x^2+122 x$
• $y^2=86 x^6+22 x^5+28 x^4+91 x^3+109 x^2+109 x$
• $y^2=77 x^6+63 x^5+25 x^4+110 x^3+85 x^2+75 x+136$
• $y^2=51 x^6+148 x^5+125 x^4+49 x^3+91 x^2+41 x+12$
• $y^2=126 x^6+2 x^5+117 x^4+56 x^3+10 x^2+144 x+142$
• $y^2=129 x^6+10 x^5+84 x^4+113 x^3+50 x^2+52 x+42$
• $y^2=93 x^6+35 x^5+151 x^4+157 x^3+24 x^2+144 x+97$
• $y^2=131 x^6+8 x^5+87 x^4+117 x^3+120 x^2+52 x+151$
• $y^2=38 x^6+155 x^5+31 x^4+78 x^3+97 x^2+18 x+35$
• $y^2=108 x^6+155 x^5+78 x^4+163 x^3+164 x^2+6 x+141$
• $y^2=39 x^6+107 x^5+56 x^4+147 x^3+152 x^2+30 x+37$
• $y^2=41 x^6+115 x^5+165 x^4+32 x^3+2 x^2+124 x+80$
• $y^2=38 x^6+74 x^5+157 x^4+160 x^3+10 x^2+119 x+66$
• $y^2=4 x^6+8 x^5+38 x^4+122 x^3+166 x^2+78 x+161$
• $y^2=20 x^6+40 x^5+23 x^4+109 x^3+162 x^2+56 x+137$
• $y^2=89 x^6+14 x^5+18 x^4+155 x^3+153 x^2+93 x+69$
• $y^2=89 x^6+87 x^5+60 x^4+2 x^3+136 x^2+82 x+145$
• $y^2=111 x^6+101 x^5+133 x^4+10 x^3+12 x^2+76 x+57$
• $y^2=12 x^6+73 x^5+142 x^4+126 x^3+20 x^2+8 x+105$
• $y^2=60 x^6+31 x^5+42 x^4+129 x^3+100 x^2+40 x+24$
• $y^2=27 x^6+113 x^5+27 x^4+20 x^3+129 x^2+47 x+54$
• $y^2=135 x^6+64 x^5+135 x^4+100 x^3+144 x^2+68 x+103$
• $y^2=x^6+122 x^5+158 x^4+126 x^3+155 x^2+87 x+157$
• $y^2=5 x^6+109 x^5+122 x^4+129 x^3+107 x^2+101 x+117$
• $y^2=97 x^6+42 x^5+131 x^4+70 x^3+123 x^2+119 x+131$
• $y^2=151 x^6+43 x^5+154 x^4+16 x^3+114 x^2+94 x+154$
• $y^2=124 x^6+33 x^5+100 x^4+11 x^3+100 x^2+33 x+124$
• $y^2=119 x^6+165 x^5+166 x^4+55 x^3+166 x^2+165 x+119$
• $y^2=134 x^6+92 x^5+161 x^4+116 x^3+50 x^2+56 x+44$
• $y^2=2 x^6+126 x^5+137 x^4+79 x^3+83 x^2+113 x+53$
• $y^2=131 x^6+88 x^5+109 x^4+112 x^3+164 x^2+53 x+9$
• $y^2=154 x^6+106 x^5+44 x^4+59 x^3+152 x^2+98 x+45$
• $y^2=95 x^6+161 x^5+91 x^4+94 x^3+153 x^2+58 x+151$
• $y^2=141 x^6+137 x^5+121 x^4+136 x^3+97 x^2+123 x+87$
• $y^2=100 x^6+34 x^4+43 x^3+62 x^2+137 x+151$
• $y^2=166 x^6+3 x^4+48 x^3+143 x^2+17 x+87$
• $y^2=69 x^6+19 x^5+58 x^4+50 x^3+85 x^2+124 x+104$
• $y^2=11 x^6+95 x^5+123 x^4+83 x^3+91 x^2+119 x+19$
• $y^2=118 x^6+7 x^5+30 x^4+124 x^3+47 x^2+69 x+107$
• $y^2=89 x^6+35 x^5+150 x^4+119 x^3+68 x^2+11 x+34$
• $y^2=157 x^6+105 x^5+117 x^4+18 x^3+152 x^2+108 x+64$
• $y^2=117 x^6+24 x^5+84 x^4+90 x^3+92 x^2+39 x+153$
• $y^2=46 x^6+96 x^5+112 x^4+133 x^3+115 x^2+57 x+96$
• $y^2=42 x^6+30 x^5+71 x^4+135 x^3+77 x^2+103 x+43$
• $y^2=43 x^6+150 x^5+21 x^4+7 x^3+51 x^2+14 x+48$
• $y^2=91 x^6+68 x^5+95 x^4+164 x^3+149 x^2+22 x+114$
• $y^2=121 x^6+6 x^5+141 x^4+152 x^3+77 x^2+110 x+69$
• $y^2=148 x^6+140 x^5+80 x^4+81 x^3+70 x^2+45 x+63$
• $y^2=72 x^6+32 x^5+66 x^4+71 x^3+16 x^2+58 x+148$
• $y^2=153 x^6+116 x^5+6 x^4+162 x^3+6 x^2+116 x+153$
• $y^2=97 x^6+79 x^5+30 x^4+142 x^3+30 x^2+79 x+97$
• $y^2=55 x^6+112 x^5+112 x^4+68 x^3+114 x^2+104 x+137$
• $y^2=108 x^6+59 x^5+59 x^4+6 x^3+69 x^2+19 x+17$
• $y^2=105 x^6+163 x^5+127 x^4+48 x^3+17 x^2+55 x+23$
• $y^2=24 x^6+147 x^5+134 x^4+73 x^3+85 x^2+108 x+115$
• $y^2=98 x^6+121 x^5+94 x^4+124 x^3+111 x^2+117 x+102$
• $y^2=156 x^6+104 x^5+136 x^4+119 x^3+54 x^2+84 x+9$
• $y^2=20 x^6+39 x^5+87 x^4+153 x^3+123 x^2+15 x+7$
• $y^2=100 x^6+28 x^5+101 x^4+97 x^3+114 x^2+75 x+35$
• $y^2=140 x^6+64 x^5+50 x^4+82 x^3+124 x^2+158 x+36$
• $y^2=32 x^6+153 x^5+83 x^4+76 x^3+119 x^2+122 x+13$
• $y^2=43 x^6+51 x^5+119 x^4+61 x^3+7 x^2+55 x+116$
• $y^2=48 x^6+88 x^5+94 x^4+138 x^3+35 x^2+108 x+79$
• $y^2=85 x^6+72 x^5+16 x^4+160 x^3+87 x^2+17 x+162$
• $y^2=91 x^6+26 x^5+80 x^4+132 x^3+101 x^2+85 x+142$
• $y^2=153 x^6+x^5+8 x^4+31 x^3+125 x^2+33 x+143$
• $y^2=97 x^6+5 x^5+40 x^4+155 x^3+124 x^2+165 x+47$
• $y^2=84 x^6+54 x^5+101 x^4+66 x^3+40 x^2+116 x+8$
• $y^2=86 x^6+103 x^5+4 x^4+163 x^3+33 x^2+79 x+40$
• $y^2=106 x^6+161 x^5+132 x^4+148 x^3+134 x^2+66 x+153$
• $y^2=29 x^6+137 x^5+159 x^4+72 x^3+2 x^2+163 x+97$
• $y^2=147 x^6+102 x^5+35 x^4+49 x^3+60 x^2+103 x+14$
• $y^2=67 x^6+9 x^5+8 x^4+78 x^3+133 x^2+14 x+70$
• $y^2=50 x^6+40 x^5+77 x^4+57 x^3+99 x^2+70 x+42$
• $y^2=83 x^6+33 x^5+51 x^4+118 x^3+161 x^2+16 x+43$
• $y^2=152 x^6+78 x^5+5 x^4+75 x^3+162 x^2+2 x+81$
• $y^2=92 x^6+56 x^5+25 x^4+41 x^3+142 x^2+10 x+71$
• $y^2=21 x^6+121 x^5+29 x^4+162 x^3+41 x^2+96 x+111$
• $y^2=105 x^6+104 x^5+145 x^4+142 x^3+38 x^2+146 x+54$
• $y^2=118 x^6+124 x^5+52 x^4+150 x^3+106 x^2+57 x+53$
• $y^2=89 x^6+119 x^5+93 x^4+82 x^3+29 x^2+118 x+98$
• $y^2=140 x^6+151 x^5+107 x^4+21 x^3+99 x^2+103 x+34$
• $y^2=32 x^6+87 x^5+34 x^4+105 x^3+161 x^2+14 x+3$
• $y^2=84 x^6+112 x^5+29 x^4+30 x^3+32 x^2+3 x+2$
• $y^2=86 x^6+59 x^5+145 x^4+150 x^3+160 x^2+15 x+10$
• $y^2=94 x^6+76 x^4+9 x^3+84 x^2+160 x+72$
• $y^2=136 x^6+46 x^4+45 x^3+86 x^2+132 x+26$
• $y^2=165 x^6+54 x^5+74 x^4+2 x^3+164 x^2+88 x+126$
• $y^2=157 x^6+103 x^5+36 x^4+10 x^3+152 x^2+106 x+129$
• $y^2=45 x^6+112 x^5+79 x^4+83 x^3+41 x^2+77 x+158$
• $y^2=58 x^6+59 x^5+61 x^4+81 x^3+38 x^2+51 x+122$
• $y^2=157 x^6+150 x^5+61 x^4+90 x^3+18 x^2+96 x+112$
• $y^2=117 x^6+82 x^5+138 x^4+116 x^3+90 x^2+146 x+59$
• $y^2=114 x^6+79 x^5+38 x^4+159 x^3+41 x^2+34 x+55$
• $y^2=69 x^6+61 x^5+23 x^4+127 x^3+38 x^2+3 x+108$
• $y^2=38 x^6+101 x^5+65 x^4+44 x^3+47 x^2+29 x+23$
• $y^2=23 x^6+4 x^5+158 x^4+53 x^3+68 x^2+145 x+115$
• $y^2=135 x^6+14 x^5+87 x^4+139 x^3+79 x^2+160 x+103$
• $y^2=7 x^6+70 x^5+101 x^4+27 x^3+61 x^2+132 x+14$
• $y^2=115 x^6+145 x^5+97 x^4+49 x^3+156 x^2+109 x+82$
• $y^2=74 x^6+57 x^5+151 x^4+78 x^3+112 x^2+44 x+76$
• $y^2=138 x^6+101 x^5+27 x^4+116 x^3+26 x^2+48 x+65$
• $y^2=22 x^6+4 x^5+135 x^4+79 x^3+130 x^2+73 x+158$
• $y^2=84 x^6+61 x^5+134 x^4+83 x^3+20 x^2+48 x+68$
• $y^2=86 x^6+138 x^5+2 x^4+81 x^3+100 x^2+73 x+6$
• $y^2=111 x^6+94 x^5+140 x^4+153 x^3+22 x^2+126 x+100$
• $y^2=54 x^6+136 x^5+32 x^4+97 x^3+110 x^2+129 x+166$
• $y^2=71 x^6+136 x^5+71 x^4+131 x^3+27 x^2+33 x+15$
• $y^2=21 x^6+12 x^5+21 x^4+154 x^3+135 x^2+165 x+75$
• $y^2=139 x^6+90 x^5+129 x^4+10 x^3+99 x^2+76 x+144$
• $y^2=27 x^6+116 x^5+144 x^4+50 x^3+161 x^2+46 x+52$
• $y^2=166 x^6+159 x^5+130 x^4+122 x^3+68 x^2+77 x+88$
• $y^2=90 x^6+88 x^5+17 x^4+36 x^3+47 x^2+121 x+63$
• $y^2=116 x^6+106 x^5+85 x^4+13 x^3+68 x^2+104 x+148$
• $y^2=133 x^6+89 x^5+107 x^4+17 x^3+15 x^2+148 x+71$
• $y^2=164 x^6+111 x^5+34 x^4+85 x^3+75 x^2+72 x+21$
• $y^2=128 x^6+95 x^5+111 x^4+101 x^3+138 x^2+120 x+144$
• $y^2=139 x^6+141 x^5+54 x^4+4 x^3+22 x^2+99 x+52$
• $y^2=87 x^6+7 x^5+130 x^4+77 x^3+110 x^2+63 x+109$
• $y^2=121 x^6+162 x^5+31 x^4+103 x^3+38 x^2+163 x+124$
• $y^2=104 x^6+142 x^5+155 x^4+14 x^3+23 x^2+147 x+119$
• $y^2=38 x^6+147 x^5+134 x^4+145 x^3+15 x^2+20 x+159$
• $y^2=23 x^6+67 x^5+2 x^4+57 x^3+75 x^2+100 x+127$
• $y^2=145 x^6+42 x^5+109 x^4+111 x^3+76 x^2+63 x+159$
• $y^2=57 x^6+43 x^5+44 x^4+54 x^3+46 x^2+148 x+127$
• $y^2=94 x^6+94 x^5+110 x^4+68 x^3+151 x^2+126 x+138$
• $y^2=136 x^6+136 x^5+49 x^4+6 x^3+87 x^2+129 x+22$
• $y^2=117 x^6+18 x^5+151 x^4+57 x^3+79 x^2+23 x+141$
• $y^2=53 x^6+32 x^5+5 x^4+75 x^3+83 x^2+142 x+91$
• $y^2=98 x^6+160 x^5+25 x^4+41 x^3+81 x^2+42 x+121$
• $y^2=44 x^6+34 x^5+136 x^4+6 x^3+96 x^2+92 x+19$
• $y^2=53 x^6+3 x^5+12 x^4+30 x^3+146 x^2+126 x+95$
• $y^2=6 x^6+23 x^5+20 x^4+147 x^3+127 x^2+45 x+76$
• $y^2=30 x^6+115 x^5+100 x^4+67 x^3+134 x^2+58 x+46$
• $y^2=x^6+x^3+124$
• $y^2=5 x^6+5 x^3+119$
• $y^2=45 x^6+34 x^5+156 x^4+16 x^3+156 x^2+34 x+45$
• $y^2=58 x^6+3 x^5+112 x^4+80 x^3+112 x^2+3 x+58$
• $y^2=28 x^6+122 x^5+5 x^4+72 x^3+90 x^2+14 x+15$
• $y^2=140 x^6+109 x^5+25 x^4+26 x^3+116 x^2+70 x+75$
• $y^2=127 x^6+4 x^5+79 x^4+121 x^3+49 x^2+91 x+103$
• $y^2=134 x^6+20 x^5+61 x^4+104 x^3+78 x^2+121 x+14$
• $y^2=92 x^6+110 x^5+135 x^4+112 x^3+133 x^2+132 x+43$
• $y^2=126 x^6+49 x^5+7 x^4+59 x^3+164 x^2+159 x+48$
• $y^2=66 x^6+110 x^5+118 x^4+74 x^3+24 x^2+21 x+52$
• $y^2=163 x^6+49 x^5+89 x^4+36 x^3+120 x^2+105 x+93$
• $y^2=79 x^6+11 x^5+17 x^4+17 x^3+53 x^2+42 x+26$
• $y^2=61 x^6+55 x^5+85 x^4+85 x^3+98 x^2+43 x+130$
• $y^2=45 x^6+117 x^5+18 x^4+58 x^3+110 x^2+151 x+26$
• $y^2=58 x^6+84 x^5+90 x^4+123 x^3+49 x^2+87 x+130$
• $y^2=33 x^6+58 x^5+99 x^4+91 x^3+32 x^2+14 x+64$
• $y^2=165 x^6+123 x^5+161 x^4+121 x^3+160 x^2+70 x+153$
• $y^2=151 x^6+106 x^5+141 x^4+65 x^3+124 x^2+50 x+146$
• $y^2=87 x^6+29 x^5+37 x^4+158 x^3+119 x^2+83 x+62$
• $y^2=70 x^6+7 x^5+134 x^4+119 x^3+64 x^2+143 x+164$
• $y^2=16 x^6+35 x^5+2 x^4+94 x^3+153 x^2+47 x+152$
• $y^2=x^6+x^3+162$
• $y^2=5 x^6+5 x^3+142$
• $y^2=37 x^6+7 x^5+13 x^4+48 x^3+15 x^2+36 x+159$
• $y^2=18 x^6+35 x^5+65 x^4+73 x^3+75 x^2+13 x+127$
• $y^2=139 x^6+111 x^5+16 x^4+40 x^3+17 x^2+95 x+114$
• $y^2=27 x^6+54 x^5+80 x^4+33 x^3+85 x^2+141 x+69$
• $y^2=140 x^5+11 x^4+150 x^3+150 x^2+76 x+24$
• $y^2=32 x^5+55 x^4+82 x^3+82 x^2+46 x+120$
• $y^2=8 x^6+19 x^5+132 x^4+104 x^3+103 x^2+148 x+12$
• $y^2=40 x^6+95 x^5+159 x^4+19 x^3+14 x^2+72 x+60$
• $y^2=67 x^6+61 x^5+83 x^4+63 x^3+18 x^2+10 x+27$
• $y^2=x^6+138 x^5+81 x^4+148 x^3+90 x^2+50 x+135$
• $y^2=20 x^6+24 x^5+146 x^4+124 x^3+36 x^2+36 x+157$
• $y^2=100 x^6+120 x^5+62 x^4+119 x^3+13 x^2+13 x+117$
• $y^2=90 x^6+61 x^5+72 x^4+50 x^3+100 x^2+136 x+71$
• $y^2=104 x^6+72 x^5+81 x^4+119 x^3+149 x^2+110 x+122$
• $y^2=19 x^6+26 x^5+71 x^4+94 x^3+77 x^2+49 x+109$
• $y^2=146 x^6+124 x^5+107 x^4+16 x^3+121 x^2+x+89$
• $y^2=62 x^6+119 x^5+34 x^4+80 x^3+104 x^2+5 x+111$
• $y^2=166 x^6+139 x^5+101 x^4+145 x^3+111 x^2+78 x+52$
• $y^2=162 x^6+27 x^5+4 x^4+57 x^3+54 x^2+56 x+93$
• $y^2=20 x^6+150 x^5+70 x^4+63 x^3+32 x^2+137 x+127$
• $y^2=165 x^6+16 x^5+82 x^4+69 x^3+20 x^2+56 x+83$
• $y^2=157 x^6+80 x^5+76 x^4+11 x^3+100 x^2+113 x+81$
• $y^2=149 x^6+96 x^5+115 x^4+154 x^3+4 x^2+9 x+27$
• $y^2=77 x^6+146 x^5+74 x^4+102 x^3+20 x^2+45 x+135$
• $y^2=63 x^6+57 x^5+163 x^4+9 x^3+36 x^2+74 x+146$
• $y^2=148 x^6+118 x^5+147 x^4+45 x^3+13 x^2+36 x+62$
• $y^2=57 x^6+60 x^5+122 x^4+62 x^3+140 x^2+63 x+92$
• $y^2=118 x^6+133 x^5+109 x^4+143 x^3+32 x^2+148 x+126$
• $y^2=77 x^6+117 x^5+127 x^4+26 x^3+23 x^2+59 x+38$
• $y^2=51 x^6+84 x^5+134 x^4+130 x^3+115 x^2+128 x+23$
• $y^2=69 x^6+107 x^5+119 x^4+96 x^3+112 x^2+157 x+7$
• $y^2=11 x^6+34 x^5+94 x^4+146 x^3+59 x^2+117 x+35$
• $y^2=12 x^6+153 x^5+30 x^4+85 x^3+55 x^2+128 x+103$
• $y^2=60 x^6+97 x^5+150 x^4+91 x^3+108 x^2+139 x+14$
• $y^2=160 x^6+123 x^5+105 x^4+138 x^3+141 x^2+53 x+5$
• $y^2=132 x^6+114 x^5+24 x^4+22 x^3+37 x^2+98 x+25$
• $y^2=77 x^6+81 x^5+29 x^4+92 x^3+96 x^2+75 x+22$
• $y^2=51 x^6+71 x^5+145 x^4+126 x^3+146 x^2+41 x+110$
• $y^2=143 x^6+96 x^5+161 x^4+14 x^3+101 x^2+160 x+46$
• $y^2=47 x^6+146 x^5+137 x^4+70 x^3+4 x^2+132 x+63$
• $y^2=25 x^6+33 x^5+81 x^4+121 x^3+27 x^2+88 x+69$
• $y^2=125 x^6+165 x^5+71 x^4+104 x^3+135 x^2+106 x+11$
• $y^2=151 x^6+58 x^5+14 x^4+8 x^3+23 x^2+163 x+51$
• $y^2=144 x^6+54 x^4+105 x^3+91 x^2+14 x+65$
• $y^2=52 x^6+103 x^4+24 x^3+121 x^2+70 x+158$
• $y^2=100 x^6+11 x^5+158 x^4+81 x^3+124 x^2+146 x+79$
• $y^2=166 x^6+55 x^5+122 x^4+71 x^3+119 x^2+62 x+61$
• $y^2=3 x^6+140 x^5+135 x^4+8 x^3+24 x^2+152 x+82$
• $y^2=15 x^6+32 x^5+7 x^4+40 x^3+120 x^2+92 x+76$
• $y^2=159 x^6+65 x^5+74 x^4+59 x^3+151 x^2+15 x+97$
• $y^2=127 x^6+158 x^5+36 x^4+128 x^3+87 x^2+75 x+151$
• $y^2=117 x^6+89 x^5+141 x^4+88 x^3+115 x^2+78 x+130$
• $y^2=84 x^6+111 x^5+37 x^4+106 x^3+74 x^2+56 x+149$
• $y^2=103 x^6+75 x^5+113 x^4+23 x^3+3 x^2+x+155$
• $y^2=14 x^6+41 x^5+64 x^4+115 x^3+15 x^2+5 x+107$
• $y^2=100 x^6+155 x^5+54 x^4+156 x^3+87 x^2+19 x+68$
• $y^2=166 x^6+107 x^5+103 x^4+112 x^3+101 x^2+95 x+6$
• $y^2=42 x^6+62 x^5+57 x^4+37 x^3+125 x^2+17 x+79$
• $y^2=43 x^6+143 x^5+118 x^4+18 x^3+124 x^2+85 x+61$
• $y^2=54 x^6+145 x^5+8 x^4+164 x^3+66 x^2+58 x+101$
• $y^2=103 x^6+57 x^5+40 x^4+152 x^3+163 x^2+123 x+4$
• $y^2=27 x^6+48 x^5+41 x^4+17 x^3+106 x^2+148 x+119$
• $y^2=135 x^6+73 x^5+38 x^4+85 x^3+29 x^2+72 x+94$
• $y^2=70 x^6+39 x^5+71 x^4+165 x^3+98 x^2+3 x+32$
• $y^2=16 x^6+28 x^5+21 x^4+157 x^3+156 x^2+15 x+160$
• $y^2=115 x^6+64 x^5+124 x^4+149 x^3+123 x^2+74 x+157$
• $y^2=74 x^6+153 x^5+119 x^4+77 x^3+114 x^2+36 x+117$
• $y^2=45 x^6+82 x^5+55 x^4+89 x^3+20 x^2+133 x+94$
• $y^2=58 x^6+76 x^5+108 x^4+111 x^3+100 x^2+164 x+136$
• $y^2=49 x^6+37 x^5+12 x^4+143 x^3+117 x^2+108 x+157$
• $y^2=78 x^6+18 x^5+60 x^4+47 x^3+84 x^2+39 x+117$
• $y^2=51 x^6+116 x^5+87 x^4+70 x^3+133 x^2+66 x+80$
• $y^2=88 x^6+79 x^5+101 x^4+16 x^3+164 x^2+163 x+66$
• $y^2=79 x^6+20 x^5+31 x^4+87 x^3+25 x^2+69 x+21$
• $y^2=61 x^6+100 x^5+155 x^4+101 x^3+125 x^2+11 x+105$
• $y^2=49 x^6+17 x^5+136 x^4+124 x^3+46 x^2+138 x+72$
• $y^2=78 x^6+85 x^5+12 x^4+119 x^3+63 x^2+22 x+26$
• $y^2=90 x^6+21 x^5+106 x^4+48 x^3+130 x^2+100 x+57$
• $y^2=116 x^6+105 x^5+29 x^4+73 x^3+149 x^2+166 x+118$
• $y^2=36 x^6+145 x^5+116 x^4+25 x^3+98 x^2+99 x+89$
• $y^2=13 x^6+57 x^5+79 x^4+125 x^3+156 x^2+161 x+111$
• $y^2=89 x^6+12 x^5+83 x^4+39 x^3+45 x^2+102 x+19$
• $y^2=111 x^6+60 x^5+81 x^4+28 x^3+58 x^2+9 x+95$
• $y^2=127 x^6+155 x^5+41 x^4+155 x^3+142 x^2+96 x+50$
• $y^2=134 x^6+107 x^5+38 x^4+107 x^3+42 x^2+146 x+83$
• $y^2=107 x^6+59 x^5+150 x^4+102 x^3+129 x^2+67 x+33$
• $y^2=34 x^6+128 x^5+82 x^4+9 x^3+144 x^2+x+165$
• $y^2=40 x^6+100 x^5+165 x^4+29 x^3+52 x^2+132 x+30$
• $y^2=33 x^6+166 x^5+157 x^4+145 x^3+93 x^2+159 x+150$
• $y^2=81 x^6+97 x^5+3 x^4+49 x^3+118 x^2+135 x+124$
• $y^2=71 x^6+151 x^5+15 x^4+78 x^3+89 x^2+7 x+119$
• $y^2=17 x^6+6 x^5+60 x^4+100 x^3+162 x^2+154 x+43$
• $y^2=85 x^6+30 x^5+133 x^4+166 x^3+142 x^2+102 x+48$
• $y^2=90 x^6+63 x^5+138 x^4+160 x^3+112 x^2+132 x+135$
• $y^2=116 x^6+148 x^5+22 x^4+132 x^3+59 x^2+159 x+7$
• $y^2=79 x^6+31 x^5+70 x^4+125 x^3+129 x^2+6 x+143$
• $y^2=61 x^6+155 x^5+16 x^4+124 x^3+144 x^2+30 x+47$
• $y^2=87 x^6+24 x^5+22 x^4+61 x^3+104 x^2+102 x+155$
• $y^2=101 x^6+120 x^5+110 x^4+138 x^3+19 x^2+9 x+107$
• $y^2=55 x^6+63 x^5+52 x^4+163 x^3+52 x^2+63 x+55$
• $y^2=108 x^6+148 x^5+93 x^4+147 x^3+93 x^2+148 x+108$
• $y^2=55 x^6+36 x^5+74 x^4+96 x^3+77 x^2+145 x+45$
• $y^2=108 x^6+13 x^5+36 x^4+146 x^3+51 x^2+57 x+58$
• $y^2=100 x^6+121 x^5+57 x^4+66 x^3+83 x^2+133 x+125$
• $y^2=166 x^6+104 x^5+118 x^4+163 x^3+81 x^2+164 x+124$
• $y^2=160 x^6+105 x^5+121 x^4+119 x^3+91 x^2+152 x+136$
• $y^2=132 x^6+24 x^5+104 x^4+94 x^3+121 x^2+92 x+12$
• $y^2=25 x^6+96 x^5+41 x^4+134 x^3+130 x^2+125 x+160$
• $y^2=125 x^6+146 x^5+38 x^4+2 x^3+149 x^2+124 x+132$
• $y^2=105 x^6+94 x^5+74 x^4+85 x^3+46 x+71$
• $y^2=24 x^6+136 x^5+36 x^4+91 x^3+63 x+21$
• $y^2=97 x^6+95 x^5+33 x^4+46 x^3+152 x^2+55 x+76$
• $y^2=151 x^6+141 x^5+165 x^4+63 x^3+92 x^2+108 x+46$
• $y^2=18 x^6+80 x^5+127 x^4+163 x^3+72 x^2+145 x+162$
• $y^2=90 x^6+66 x^5+134 x^4+147 x^3+26 x^2+57 x+142$
• $y^2=58 x^6+124 x^5+77 x^4+74 x^3+68 x^2+97 x+2$
• $y^2=14 x^6+55 x^5+143 x^4+93 x^3+43 x^2+110 x+150$
• $y^2=128 x^6+95 x^5+101 x^4+116 x^3+38 x^2+109 x+103$
• $y^2=139 x^6+141 x^5+4 x^4+79 x^3+23 x^2+44 x+14$
• $y^2=156 x^6+36 x^5+78 x^4+90 x^3+35 x^2+128 x+77$
• $y^2=112 x^6+13 x^5+56 x^4+116 x^3+8 x^2+139 x+51$
• $y^2=128 x^6+30 x^5+94 x^4+163 x^3+119 x^2+68 x+156$
• $y^2=84 x^6+138 x^5+119 x^4+148 x^3+119 x^2+138 x+84$
• $y^2=86 x^6+22 x^5+94 x^4+72 x^3+94 x^2+22 x+86$
• $y^2=89 x^6+27 x^5+128 x^4+109 x^3+128 x^2+27 x+89$
• $y^2=111 x^6+135 x^5+139 x^4+44 x^3+139 x^2+135 x+111$
• $y^2=163 x^6+118 x^5+76 x^4+141 x^3+97 x^2+9 x+140$
• $y^2=147 x^6+89 x^5+46 x^4+37 x^3+151 x^2+45 x+32$
• $y^2=144 x^6+87 x^5+61 x^4+91 x^3+23 x^2+3 x+94$
• $y^2=52 x^6+101 x^5+138 x^4+121 x^3+115 x^2+15 x+136$
• $y^2=10 x^6+73 x^5+154 x^4+12 x^3+72 x^2+119 x+8$
• $y^2=50 x^6+31 x^5+102 x^4+60 x^3+26 x^2+94 x+40$
• $y^2=103 x^6+75 x^5+68 x^4+21 x^3+126 x^2+36 x+61$
• $y^2=14 x^6+41 x^5+6 x^4+105 x^3+129 x^2+13 x+138$
• $y^2=28 x^6+43 x^5+30 x^4+163 x^3+68 x^2+26 x+29$
• $y^2=140 x^6+48 x^5+150 x^4+147 x^3+6 x^2+130 x+145$
• $y^2=70 x^6+72 x^5+121 x^4+85 x^3+107 x^2+144 x+35$
• $y^2=16 x^6+26 x^5+104 x^4+91 x^3+34 x^2+52 x+8$
• $y^2=58 x^6+127 x^5+143 x^4+75 x^3+143 x^2+127 x+58$
• $y^2=123 x^6+134 x^5+47 x^4+41 x^3+47 x^2+134 x+123$
• $y^2=148 x^6+139 x^5+116 x^4+39 x^3+36 x^2+16 x+115$
• $y^2=72 x^6+27 x^5+79 x^4+28 x^3+13 x^2+80 x+74$
• $y^2=53 x^6+14 x^5+74 x^4+132 x^3+138 x^2+15 x+45$
• $y^2=98 x^6+70 x^5+36 x^4+159 x^3+22 x^2+75 x+58$
• $y^2=40 x^6+53 x^5+71 x^4+14 x^3+75 x^2+86 x+116$
• $y^2=33 x^6+98 x^5+21 x^4+70 x^3+41 x^2+96 x+79$
• $y^2=95 x^6+27 x^5+73 x^4+90 x^3+55 x^2+52 x+27$
• $y^2=141 x^6+135 x^5+31 x^4+116 x^3+108 x^2+93 x+135$
• $y^2=58 x^6+18 x^5+159 x^4+27 x^3+68 x^2+107 x+21$
• $y^2=123 x^6+90 x^5+127 x^4+135 x^3+6 x^2+34 x+105$
• $y^2=32 x^6+140 x^5+66 x^4+157 x^3+146 x^2+x+41$
• $y^2=54 x^6+33 x^5+109 x^4+26 x^3+103 x^2+48 x+8$
• $y^2=103 x^6+165 x^5+44 x^4+130 x^3+14 x^2+73 x+40$
• $y^2=112 x^6+155 x^5+5 x^4+78 x^3+5 x^2+155 x+112$
• $y^2=59 x^6+107 x^5+25 x^4+56 x^3+25 x^2+107 x+59$
• $y^2=93 x^6+115 x^5+60 x^4+29 x^3+104 x^2+89 x+132$
• $y^2=131 x^6+74 x^5+133 x^4+145 x^3+19 x^2+111 x+159$
• $y^2=88 x^6+57 x^5+75 x^4+138 x^3+36 x^2+136 x+53$
• $y^2=162 x^6+26 x^5+72 x^4+85 x^3+28 x^2+144 x+151$
• $y^2=142 x^6+130 x^5+26 x^4+91 x^3+140 x^2+52 x+87$
• $y^2=96 x^6+149 x^5+88 x^4+132 x^3+148 x^2+164 x+121$
• $y^2=146 x^6+77 x^5+106 x^4+159 x^3+72 x^2+152 x+104$
• $y^2=154 x^6+146 x^5+64 x^4+25 x^3+122 x^2+166 x+59$
• $y^2=102 x^6+62 x^5+153 x^4+125 x^3+109 x^2+162 x+128$
• $y^2=83 x^6+29 x^5+66 x^4+71 x^3+69 x^2+78 x+111$
• $y^2=81 x^6+145 x^5+163 x^4+21 x^3+11 x^2+56 x+54$
• $y^2=13 x^6+59 x^5+71 x^4+54 x^3+146 x^2+2 x+119$
• $y^2=65 x^6+128 x^5+21 x^4+103 x^3+62 x^2+10 x+94$
• $y^2=96 x^6+166 x^5+104 x^4+18 x^3+97 x^2+98 x+81$
• $y^2=146 x^6+162 x^5+19 x^4+90 x^3+151 x^2+156 x+71$
• $y^2=9 x^6+151 x^5+147 x^4+13 x^3+73 x^2+147 x+96$
• $y^2=45 x^6+87 x^5+67 x^4+65 x^3+31 x^2+67 x+146$
• $y^2=26 x^6+86 x^5+122 x^4+76 x^3+9 x^2+123 x+82$
• $y^2=130 x^6+96 x^5+109 x^4+46 x^3+45 x^2+114 x+76$
• $y^2=26 x^6+4 x^5+143 x^4+49 x^3+50 x^2+102 x+46$
• $y^2=130 x^6+20 x^5+47 x^4+78 x^3+83 x^2+9 x+63$
• $y^2=20 x^6+165 x^5+47 x^4+144 x^3+31 x^2+126 x+6$
• $y^2=100 x^6+157 x^5+68 x^4+52 x^3+155 x^2+129 x+30$
• $y^2=129 x^6+153 x^5+46 x^4+35 x^3+164 x^2+12 x+36$
• $y^2=144 x^6+97 x^5+63 x^4+8 x^3+152 x^2+60 x+13$
• $y^2=46 x^6+102 x^5+x^4+91 x^3+46 x^2+68 x+19$
• $y^2=141 x^6+68 x^5+74 x^4+97 x^3+142 x^2+26 x+27$
• $y^2=37 x^6+6 x^5+36 x^4+151 x^3+42 x^2+130 x+135$
• $y^2=81 x^6+139 x^5+126 x^4+84 x^3+70 x^2+x+84$
• $y^2=71 x^6+27 x^5+129 x^4+86 x^3+16 x^2+5 x+86$
• $y^2=163 x^6+131 x^5+161 x^4+28 x^3+128 x^2+153 x+144$
• $y^2=147 x^6+154 x^5+137 x^4+140 x^3+139 x^2+97 x+52$
• $y^2=x^6+14 x^5+144 x^4+5 x^3+60 x^2+103 x+127$
• $y^2=5 x^6+70 x^5+52 x^4+25 x^3+133 x^2+14 x+134$
• $y^2=106 x^6+15 x^5+5 x^4+148 x^3+147 x^2+125 x+110$
• $y^2=29 x^6+75 x^5+25 x^4+72 x^3+67 x^2+124 x+49$
• $y^2=22 x^6+25 x^5+31 x^4+40 x^3+162 x^2+162 x+50$
• $y^2=110 x^6+125 x^5+155 x^4+33 x^3+142 x^2+142 x+83$
• $y^2=73 x^6+166 x^5+26 x^4+46 x^3+24 x^2+68 x+19$
• $y^2=31 x^6+162 x^5+130 x^4+63 x^3+120 x^2+6 x+95$
• $y^2=156 x^6+135 x^5+51 x^4+152 x^3+27 x^2+126 x+134$
• $y^2=112 x^6+7 x^5+88 x^4+92 x^3+135 x^2+129 x+2$
• $y^2=26 x^6+100 x^5+142 x^4+12 x^3+125 x^2+2 x+67$
• $y^2=130 x^6+166 x^5+42 x^4+60 x^3+124 x^2+10 x+1$
• $y^2=65 x^6+164 x^5+77 x^4+123 x^3+109 x^2+131 x+129$
• $y^2=158 x^6+152 x^5+51 x^4+114 x^3+44 x^2+154 x+144$
• $y^2=161 x^6+8 x^5+151 x^4+154 x^3+117 x^2+6 x+109$
• $y^2=137 x^6+40 x^5+87 x^4+102 x^3+84 x^2+30 x+44$
• $y^2=54 x^6+154 x^5+64 x^4+89 x^3+85 x^2+68 x+140$
• $y^2=103 x^6+102 x^5+153 x^4+111 x^3+91 x^2+6 x+32$
• $y^2=83 x^6+140 x^5+69 x^4+48 x^3+143 x^2+10 x+38$
• $y^2=81 x^6+32 x^5+11 x^4+73 x^3+47 x^2+50 x+23$
• $y^2=95 x^6+15 x^5+41 x^4+36 x^3+x^2+121 x$
• $y^2=141 x^6+75 x^5+38 x^4+13 x^3+5 x^2+104 x$
• $y^2=44 x^6+156 x^5+113 x^4+69 x^3+2 x^2+103 x+4$
• $y^2=53 x^6+112 x^5+64 x^4+11 x^3+10 x^2+14 x+20$
• $y^2=126 x^6+42 x^5+156 x^4+84 x^3+27 x^2+53 x+12$
• $y^2=129 x^6+43 x^5+112 x^4+86 x^3+135 x^2+98 x+60$
• $y^2=110 x^6+158 x^5+143 x^4+90 x^3+15 x^2+84 x+24$
• $y^2=49 x^6+122 x^5+47 x^4+116 x^3+75 x^2+86 x+120$
• $y^2=45 x^6+11 x^5+12 x^4+127 x^3+32 x^2+12 x+22$
• $y^2=58 x^6+55 x^5+60 x^4+134 x^3+160 x^2+60 x+110$
• $y^2=148 x^6+124 x^5+116 x^4+72 x^3+140 x^2+116 x+111$
• $y^2=72 x^6+119 x^5+79 x^4+26 x^3+32 x^2+79 x+54$
• $y^2=32 x^6+132 x^5+109 x^4+94 x^3+166 x+35$
• $y^2=11 x^6+136 x^5+97 x^4+13 x^3+11 x^2+141 x+158$
• $y^2=55 x^6+12 x^5+151 x^4+65 x^3+55 x^2+37 x+122$
• $y^2=33 x^6+26 x^5+84 x^4+52 x^3+77 x^2+122 x+82$
• $y^2=165 x^6+130 x^5+86 x^4+93 x^3+51 x^2+109 x+76$
• $y^2=77 x^6+43 x^5+99 x^4+29 x^3+96 x^2+134 x+152$
• $y^2=51 x^6+48 x^5+161 x^4+145 x^3+146 x^2+2 x+92$
• $y^2=59 x^6+82 x^5+24 x^4+15 x^3+66 x^2+136 x+18$
• $y^2=128 x^6+76 x^5+120 x^4+75 x^3+163 x^2+12 x+90$
• $y^2=156 x^6+107 x^5+93 x^4+43 x^3+151 x^2+15 x+38$
• $y^2=112 x^6+34 x^5+131 x^4+48 x^3+87 x^2+75 x+23$
• $y^2=86 x^6+94 x^5+165 x^4+83 x^3+119 x^2+127 x+93$
• $y^2=96 x^6+136 x^5+157 x^4+81 x^3+94 x^2+134 x+131$
• $y^2=2 x^6+82 x^5+150 x^4+112 x^3+37 x^2+130 x+155$
• $y^2=10 x^6+76 x^5+82 x^4+59 x^3+18 x^2+149 x+107$
• $y^2=115 x^6+134 x^5+132 x^4+145 x^3+133 x^2+156 x+30$
• $y^2=74 x^6+2 x^5+159 x^4+57 x^3+164 x^2+112 x+150$
• $y^2=109 x^6+54 x^5+94 x^4+73 x^3+86 x^2+136 x+136$
• $y^2=44 x^6+103 x^5+136 x^4+31 x^3+96 x^2+12 x+12$
• $y^2=41 x^6+126 x^5+162 x^4+6 x^3+143 x^2+115 x+144$
• $y^2=38 x^6+129 x^5+142 x^4+30 x^3+47 x^2+74 x+52$
• $y^2=24 x^6+158 x^5+81 x^4+136 x^3+136 x^2+83 x+116$
• $y^2=120 x^6+122 x^5+71 x^4+12 x^3+12 x^2+81 x+79$
• $y^2=51 x^6+76 x^5+63 x^4+123 x^3+77 x^2+127 x+142$
• $y^2=88 x^6+46 x^5+148 x^4+114 x^3+51 x^2+134 x+42$
• $y^2=18 x^6+62 x^5+140 x^4+93 x^3+122 x^2+83 x+36$
• $y^2=90 x^6+143 x^5+32 x^4+131 x^3+109 x^2+81 x+13$
• $y^2=3 x^6+3 x^5+93 x^4+44 x^3+77 x^2+93 x+77$
• $y^2=15 x^6+15 x^5+131 x^4+53 x^3+51 x^2+131 x+51$
• $y^2=29 x^6+14 x^5+4 x^4+77 x^3+110 x^2+135 x+100$
• $y^2=145 x^6+70 x^5+20 x^4+51 x^3+49 x^2+7 x+166$
• $y^2=139 x^6+13 x^5+94 x^4+81 x^3+73 x^2+21 x+25$
• $y^2=27 x^6+65 x^5+136 x^4+71 x^3+31 x^2+105 x+125$
• $y^2=74 x^6+142 x^5+92 x^4+149 x^3+26 x^2+128 x+140$
• $y^2=36 x^6+42 x^5+126 x^4+77 x^3+130 x^2+139 x+32$
• $y^2=50 x^6+119 x^5+146 x^4+110 x^3+55 x^2+48 x+58$
• $y^2=83 x^6+94 x^5+62 x^4+49 x^3+108 x^2+73 x+123$
• $y^2=48 x^6+102 x^5+137 x^4+51 x^3+160 x^2+7 x+57$
• $y^2=64 x^6+55 x^5+33 x^4+162 x^3+38 x^2+x+54$
• $y^2=153 x^6+108 x^5+165 x^4+142 x^3+23 x^2+5 x+103$
• $y^2=84 x^6+56 x^5+71 x^4+2 x^3+40 x^2+95 x+25$
• $y^2=86 x^6+113 x^5+21 x^4+10 x^3+33 x^2+141 x+125$
• $y^2=46 x^6+111 x^5+84 x^4+151 x^3+83 x^2+136 x+137$
• $y^2=96 x^6+115 x^5+65 x^4+115 x^3+128 x^2+116 x+108$
• $y^2=146 x^6+74 x^5+158 x^4+74 x^3+139 x^2+79 x+39$
• $y^2=115 x^6+39 x^5+62 x^4+166 x^3+5 x^2+146 x+132$
• $y^2=74 x^6+28 x^5+143 x^4+162 x^3+25 x^2+62 x+159$
• $y^2=87 x^6+54 x^5+133 x^4+56 x^3+90 x^2+80 x+68$
• $y^2=101 x^6+103 x^5+164 x^4+113 x^3+116 x^2+66 x+6$
• $y^2=135 x^6+5 x^5+18 x^4+123 x^3+124 x^2+69 x+155$
• $y^2=7 x^6+25 x^5+90 x^4+114 x^3+119 x^2+11 x+107$
• $y^2=126 x^6+44 x^5+80 x^4+140 x^3+67 x^2+41 x+5$
• $y^2=129 x^6+53 x^5+66 x^4+32 x^3+x^2+38 x+25$
• $y^2=26 x^6+60 x^5+148 x^4+106 x^3+40 x^2+47 x+154$
• $y^2=130 x^6+133 x^5+72 x^4+29 x^3+33 x^2+68 x+102$
• $y^2=57 x^6+90 x^5+89 x^4+121 x^3+124 x^2+84 x+66$
• $y^2=118 x^6+116 x^5+111 x^4+104 x^3+119 x^2+86 x+163$
• $y^2=96 x^6+142 x^5+54 x^4+148 x^3+112 x^2+151 x+30$
• $y^2=146 x^6+42 x^5+103 x^4+72 x^3+59 x^2+87 x+150$
• $y^2=108 x^6+56 x^5+148 x^4+158 x^3+121 x^2+47 x+15$
• $y^2=39 x^6+113 x^5+72 x^4+122 x^3+104 x^2+68 x+75$
• $y^2=24 x^6+146 x^5+153 x^4+159 x^3+85 x^2+156 x+107$
• $y^2=120 x^6+62 x^5+97 x^4+127 x^3+91 x^2+112 x+34$
• $y^2=129 x^6+155 x^4+107 x^2+93$
• $y^2=40 x^6+42 x^4+43 x^2+157$
• $y^2=152 x^6+30 x^5+46 x^4+35 x^3+77 x^2+6 x+104$
• $y^2=92 x^6+150 x^5+63 x^4+8 x^3+51 x^2+30 x+19$
• $y^2=125 x^6+77 x^5+166 x^4+41 x^3+39 x^2+142 x+88$
• $y^2=124 x^6+51 x^5+162 x^4+38 x^3+28 x^2+42 x+106$
• $y^2=76 x^6+33 x^5+6 x^4+136 x^3+127 x^2+58 x+154$
• $y^2=46 x^6+165 x^5+30 x^4+12 x^3+134 x^2+123 x+102$
• $y^2=157 x^6+100 x^5+156 x^4+164 x^3+133 x^2+28 x+147$
• $y^2=117 x^6+166 x^5+112 x^4+152 x^3+164 x^2+140 x+67$
• $y^2=6 x^6+98 x^5+20 x^4+99 x^3+149 x^2+29 x+83$
• $y^2=30 x^6+156 x^5+100 x^4+161 x^3+77 x^2+145 x+81$
• $y^2=86 x^6+90 x^5+103 x^4+81 x^3+134 x^2+159 x+97$
• $y^2=96 x^6+116 x^5+14 x^4+71 x^3+2 x^2+127 x+151$
• $y^2=18 x^6+121 x^5+35 x^4+11 x^3+48 x^2+57 x+16$
• $y^2=90 x^6+104 x^5+8 x^4+55 x^3+73 x^2+118 x+80$
• $y^2=51 x^6+110 x^5+131 x^4+70 x^3+58 x^2+104 x+77$
• $y^2=88 x^6+49 x^5+154 x^4+16 x^3+123 x^2+19 x+51$
• $y^2=17 x^6+5 x^5+163 x^4+126 x^3+155 x^2+108 x+19$
• $y^2=85 x^6+25 x^5+147 x^4+129 x^3+107 x^2+39 x+95$
• $y^2=105 x^6+80 x^5+137 x^4+165 x^3+92 x^2+83 x+63$
• $y^2=24 x^6+66 x^5+17 x^4+157 x^3+126 x^2+81 x+148$
• $y^2=110 x^6+99 x^5+98 x^4+83 x^3+95 x^2+61 x+146$
• $y^2=2 x^6+138 x^5+102 x^4+18 x^3+100 x^2+166 x+129$
• $y^2=10 x^6+22 x^5+9 x^4+90 x^3+166 x^2+162 x+144$
• $y^2=60 x^6+93 x^5+145 x^4+40 x^3+109 x^2+75 x+83$
• $y^2=133 x^6+131 x^5+57 x^4+33 x^3+44 x^2+41 x+81$
• $y^2=139 x^6+68 x^5+159 x^4+122 x^3+144 x^2+13 x+13$
• $y^2=27 x^6+6 x^5+127 x^4+109 x^3+52 x^2+65 x+65$
• $y^2=10 x^6+143 x^5+10 x^4+130 x^3+10 x^2+143 x+10$
• $y^2=50 x^6+47 x^5+50 x^4+149 x^3+50 x^2+47 x+50$
• $y^2=152 x^6+162 x^5+142 x^4+94 x^3+82 x^2+112 x+93$
• $y^2=92 x^6+142 x^5+42 x^4+136 x^3+76 x^2+59 x+131$
• $y^2=33 x^6+50 x^5+151 x^4+38 x^3+166 x^2+85 x+63$
• $y^2=165 x^6+83 x^5+87 x^4+23 x^3+162 x^2+91 x+148$
• $y^2=162 x^6+92 x^5+52 x^4+33 x^3+138 x^2+82 x+14$
• $y^2=142 x^6+126 x^5+93 x^4+165 x^3+22 x^2+76 x+70$
• $y^2=157 x^6+47 x^5+143 x^4+135 x^3+132 x^2+96 x+156$
• $y^2=117 x^6+68 x^5+47 x^4+7 x^3+159 x^2+146 x+112$
• $y^2=75 x^6+64 x^5+40 x^4+52 x^3+163 x^2+148 x+91$
• $y^2=41 x^6+153 x^5+33 x^4+93 x^3+147 x^2+72 x+121$
• $y^2=34 x^6+155 x^5+89 x^4+91 x^3+157 x^2+136 x+11$
• $y^2=3 x^6+107 x^5+111 x^4+121 x^3+117 x^2+12 x+55$
• $y^2=52 x^6+87 x^5+166 x^4+70 x^3+151 x^2+42 x+135$
• $y^2=93 x^6+101 x^5+162 x^4+16 x^3+87 x^2+43 x+7$
• $y^2=127 x^6+60 x^5+42 x^4+16 x^3+59 x^2+61 x+4$
• $y^2=134 x^6+133 x^5+43 x^4+80 x^3+128 x^2+138 x+20$
• $y^2=125 x^6+13 x^5+159 x^4+113 x^3+62 x^2+58 x+90$
• $y^2=124 x^6+65 x^5+127 x^4+64 x^3+143 x^2+123 x+116$
• $y^2=124 x^6+2 x^5+43 x^4+5 x^3+29 x^2+91 x+137$
• $y^2=119 x^6+10 x^5+48 x^4+25 x^3+145 x^2+121 x+17$
• $y^2=104 x^6+105 x^5+70 x^4+94 x^3+131 x^2+2 x+97$
• $y^2=19 x^6+24 x^5+16 x^4+136 x^3+154 x^2+10 x+151$
• $y^2=165 x^6+95 x^5+88 x^4+35 x^3+153 x^2+142 x+112$
• $y^2=157 x^6+141 x^5+106 x^4+8 x^3+97 x^2+42 x+59$
• $y^2=122 x^6+152 x^5+69 x^4+29 x^3+103 x^2+4 x+34$
• $y^2=109 x^6+92 x^5+11 x^4+145 x^3+14 x^2+20 x+3$
• $y^2=140 x^6+35 x^5+94 x^4+38 x^3+97 x^2+33 x+165$
• $y^2=32 x^6+8 x^5+136 x^4+23 x^3+151 x^2+165 x+157$
• $y^2=141 x^6+127 x^5+131 x^4+37 x^3+160 x^2+84 x+28$
• $y^2=37 x^6+134 x^5+154 x^4+18 x^3+132 x^2+86 x+140$
• $y^2=94 x^6+153 x^5+151 x^4+29 x^3+76 x^2+155 x+106$
• $y^2=136 x^6+97 x^5+87 x^4+145 x^3+46 x^2+107 x+29$
• $y^2=72 x^6+118 x^5+71 x^4+97 x^3+69 x^2+89 x+138$
• $y^2=26 x^6+89 x^5+21 x^4+151 x^3+11 x^2+111 x+22$
• $y^2=84 x^6+11 x^5+5 x^4+39 x^3+147 x^2+107 x+86$
• $y^2=98 x^6+64 x^5+161 x^4+77 x^3+15 x^2+104 x+113$
• $y^2=156 x^6+153 x^5+137 x^4+51 x^3+75 x^2+19 x+64$
• $y^2=99 x^6+15 x^5+59 x^4+82 x^3+68 x^2+166 x+104$
• $y^2=161 x^6+75 x^5+128 x^4+76 x^3+6 x^2+162 x+19$
• $y^2=113 x^6+93 x^5+55 x^4+70 x^3+109 x^2+10 x+52$
• $y^2=64 x^6+131 x^5+108 x^4+16 x^3+44 x^2+50 x+93$
• $y^2=80 x^6+127 x^5+146 x^4+49 x^3+23 x^2+142 x+110$
• $y^2=66 x^6+134 x^5+62 x^4+78 x^3+115 x^2+42 x+49$
• $y^2=61 x^6+24 x^5+37 x^4+38 x^3+125 x^2+56 x+99$
• $y^2=138 x^6+120 x^5+18 x^4+23 x^3+124 x^2+113 x+161$
• $y^2=138 x^6+124 x^5+82 x^4+149 x^3+75 x^2+48 x+98$
• $y^2=17 x^6+73 x^5+20 x^4+92 x^3+88 x^2+3 x+111$
• $y^2=85 x^6+31 x^5+100 x^4+126 x^3+106 x^2+15 x+54$
• $y^2=160 x^6+16 x^4+144 x^3+146 x^2+84 x+19$
• $y^2=132 x^6+80 x^4+52 x^3+62 x^2+86 x+95$
• $y^2=116 x^6+56 x^5+37 x^4+10 x^3+16 x^2+109 x+105$
• $y^2=79 x^6+113 x^5+18 x^4+50 x^3+80 x^2+44 x+24$
• $y^2=74 x^6+93 x^5+69 x^4+91 x^3+164 x^2+124 x+67$
• $y^2=36 x^6+131 x^5+11 x^4+121 x^3+152 x^2+119 x+1$
• $y^2=x^6+x^3+144$
• $y^2=5 x^6+5 x^3+52$
• $y^2=161 x^6+85 x^5+160 x^4+113 x^3+156 x^2+155 x+19$
• $y^2=137 x^6+91 x^5+132 x^4+64 x^3+112 x^2+107 x+95$
• $y^2=84 x^6+62 x^5+3 x^4+161 x^3+8 x^2+9 x+147$
• $y^2=86 x^6+143 x^5+15 x^4+137 x^3+40 x^2+45 x+67$
• $y^2=14 x^6+62 x^5+21 x^4+125 x^3+48 x^2+24 x+7$
• $y^2=70 x^6+143 x^5+105 x^4+124 x^3+73 x^2+120 x+35$
• $y^2=155 x^6+78 x^5+109 x^4+95 x^3+77 x^2+102 x+51$
• $y^2=107 x^6+56 x^5+44 x^4+141 x^3+51 x^2+9 x+88$
• $y^2=65 x^6+88 x^5+60 x^4+46 x^3+112 x^2+61 x+128$
• $y^2=158 x^6+106 x^5+133 x^4+63 x^3+59 x^2+138 x+139$
• $y^2=109 x^6+84 x^5+41 x^4+19 x^3+113 x^2+148 x+42$
• $y^2=44 x^6+86 x^5+38 x^4+95 x^3+64 x^2+72 x+43$
• $y^2=99 x^6+74 x^5+79 x^4+46 x^3+68 x^2+52 x+51$
• $y^2=161 x^6+36 x^5+61 x^4+63 x^3+6 x^2+93 x+88$
• $y^2=116 x^6+145 x^5+76 x^4+128 x^3+62 x^2+4 x+89$
• $y^2=79 x^6+57 x^5+46 x^4+139 x^3+143 x^2+20 x+111$
• $y^2=89 x^6+140 x^5+149 x^4+87 x^3+139 x^2+90 x+118$
• $y^2=111 x^6+32 x^5+77 x^4+101 x^3+27 x^2+116 x+89$
• $y^2=76 x^6+108 x^5+150 x^4+71 x^3+120 x^2+89 x+133$
• $y^2=46 x^6+39 x^5+82 x^4+21 x^3+99 x^2+111 x+164$
• $y^2=92 x^6+165 x^5+78 x^4+139 x^3+118 x^2+46 x+89$
• $y^2=126 x^6+157 x^5+56 x^4+27 x^3+89 x^2+63 x+111$
• $y^2=33 x^6+34 x^5+57 x^4+118 x^3+57 x^2+34 x+33$
• $y^2=165 x^6+3 x^5+118 x^4+89 x^3+118 x^2+3 x+165$
• $y^2=136 x^6+73 x^5+76 x^4+66 x^3+75 x^2+132 x+125$
• $y^2=12 x^6+31 x^5+46 x^4+163 x^3+41 x^2+159 x+124$
• $y^2=146 x^6+49 x^5+102 x^4+140 x^3+98 x^2+32 x+8$
• $y^2=62 x^6+78 x^5+9 x^4+32 x^3+156 x^2+160 x+40$
• $y^2=147 x^6+71 x^5+50 x^4+124 x^3+48 x^2+37 x+70$
• $y^2=67 x^6+21 x^5+83 x^4+119 x^3+73 x^2+18 x+16$
• $y^2=99 x^6+4 x^5+128 x^4+70 x^3+78 x^2+107 x+37$
• $y^2=161 x^6+20 x^5+139 x^4+16 x^3+56 x^2+34 x+18$
• $y^2=106 x^6+25 x^5+100 x^4+91 x^3+101 x^2+164 x+30$
• $y^2=29 x^6+125 x^5+166 x^4+121 x^3+4 x^2+152 x+150$
• $y^2=153 x^6+2 x^5+47 x^4+61 x^3+16 x^2+42 x+95$
• $y^2=97 x^6+10 x^5+68 x^4+138 x^3+80 x^2+43 x+141$
• $y^2=105 x^6+11 x^5+33 x^4+96 x^3+81 x^2+111 x+164$
• $y^2=82 x^6+54 x^5+88 x^4+70 x^3+54 x^2+137 x+51$
• $y^2=76 x^6+103 x^5+106 x^4+16 x^3+103 x^2+17 x+88$
• $y^2=117 x^6+144 x^5+130 x^4+164 x^3+14 x+68$
• $y^2=84 x^6+52 x^5+149 x^4+152 x^3+70 x+6$
• $y^2=45 x^6+123 x^5+85 x^4+39 x^3+85 x^2+123 x+45$
• $y^2=58 x^6+114 x^5+91 x^4+28 x^3+91 x^2+114 x+58$
• $y^2=154 x^6+89 x^5+100 x^4+17 x^3+11 x^2+115 x+74$
• $y^2=102 x^6+111 x^5+166 x^4+85 x^3+55 x^2+74 x+36$
• $y^2=9 x^6+46 x^5+55 x^4+31 x^3+36 x^2+85 x+135$
• $y^2=45 x^6+63 x^5+108 x^4+155 x^3+13 x^2+91 x+7$
• $y^2=25 x^6+121 x^5+145 x^4+10 x^3+143 x^2+144 x+44$
• $y^2=125 x^6+104 x^5+57 x^4+50 x^3+47 x^2+52 x+53$
• $y^2=x^6+123 x^5+100 x^4+85 x^3+119 x^2+92 x+51$
• $y^2=5 x^6+114 x^5+166 x^4+91 x^3+94 x^2+126 x+88$
• $y^2=110 x^6+132 x^5+57 x^4+43 x^3+152 x^2+138 x+98$
• $y^2=49 x^6+159 x^5+118 x^4+48 x^3+92 x^2+22 x+156$
• $y^2=6 x^6+153 x^5+25 x^4+17 x^3+82 x^2+39 x+146$
• $y^2=30 x^6+97 x^5+125 x^4+85 x^3+76 x^2+28 x+62$
• $y^2=19 x^6+166 x^5+26 x^4+4 x^3+113 x^2+93 x+1$
• $y^2=95 x^6+162 x^5+130 x^4+20 x^3+64 x^2+131 x+5$
• $y^2=117 x^6+121 x^4+104 x^2+96$
• $y^2=52 x^6+76 x^4+46 x^2+154$
• $y^2=109 x^6+110 x^5+97 x^4+92 x^3+106 x^2+103 x+8$
• $y^2=44 x^6+49 x^5+151 x^4+126 x^3+29 x^2+14 x+40$
• $y^2=16 x^6+130 x^5+45 x^4+105 x^3+103 x^2+158 x+106$
• $y^2=80 x^6+149 x^5+58 x^4+24 x^3+14 x^2+122 x+29$
• $y^2=24 x^6+143 x^5+123 x^4+35 x^3+94 x^2+55 x+103$
• $y^2=120 x^6+47 x^5+114 x^4+8 x^3+136 x^2+108 x+14$
• $y^2=79 x^6+98 x^5+50 x^4+121 x^3+149 x^2+124 x+73$
• $y^2=117 x^6+37 x^5+16 x^4+38 x^3+111 x+148$
• $y^2=84 x^6+18 x^5+80 x^4+23 x^3+54 x+72$
• $y^2=92 x^6+76 x^5+103 x^4+66 x^3+22 x^2+77 x+13$
• $y^2=126 x^6+46 x^5+14 x^4+163 x^3+110 x^2+51 x+65$
• $y^2=129 x^6+12 x^5+87 x^4+137 x^3+6 x^2+48 x+71$
• $y^2=144 x^6+60 x^5+101 x^4+17 x^3+30 x^2+73 x+21$
• $y^2=145 x^6+72 x^5+83 x^4+82 x^3+133 x^2+11 x+84$
• $y^2=57 x^6+26 x^5+81 x^4+76 x^3+164 x^2+55 x+86$
• $y^2=123 x^6+133 x^5+126 x^4+69 x^3+159 x^2+85 x+154$
• $y^2=114 x^6+164 x^5+129 x^4+11 x^3+127 x^2+91 x+102$
• $y^2=144 x^6+147 x^5+28 x^4+94 x^3+28 x^2+147 x+144$
• $y^2=52 x^6+67 x^5+140 x^4+136 x^3+140 x^2+67 x+52$
• $y^2=7 x^6+40 x^5+8 x^4+59 x^3+124 x^2+91 x+3$
• $y^2=35 x^6+33 x^5+40 x^4+128 x^3+119 x^2+121 x+15$
• $y^2=89 x^6+155 x^5+64 x^4+3 x^3+61 x^2+35 x+52$
• $y^2=111 x^6+107 x^5+153 x^4+15 x^3+138 x^2+8 x+93$
• $y^2=9 x^6+14 x^5+94 x^4+40 x^3+22 x^2+27 x+50$
• $y^2=45 x^6+70 x^5+136 x^4+33 x^3+110 x^2+135 x+83$
• $y^2=138 x^6+69 x^5+116 x^4+124 x^3+66 x^2+104 x+55$
• $y^2=22 x^6+11 x^5+79 x^4+119 x^3+163 x^2+19 x+108$
• $y^2=4 x^6+105 x^5+120 x^4+135 x^3+140 x^2+129 x+28$
• $y^2=20 x^6+24 x^5+99 x^4+7 x^3+32 x^2+144 x+140$
• $y^2=51 x^6+69 x^4+50 x^3+77 x^2+43 x+76$
• $y^2=88 x^6+11 x^4+83 x^3+51 x^2+48 x+46$
• $y^2=21 x^6+141 x^5+75 x^4+124 x^3+75 x^2+141 x+21$
• $y^2=105 x^6+37 x^5+41 x^4+119 x^3+41 x^2+37 x+105$
• $y^2=84 x^6+21 x^5+32 x^4+28 x^3+152 x^2+17 x+144$
• $y^2=145 x^6+19 x^5+61 x^4+6 x^3+61 x^2+19 x+145$
• $y^2=57 x^6+95 x^5+138 x^4+30 x^3+138 x^2+95 x+57$
• $y^2=66 x^6+63 x^5+111 x^4+115 x^3+60 x^2+72 x+55$
• $y^2=163 x^6+148 x^5+54 x^4+74 x^3+133 x^2+26 x+108$
• $y^2=30 x^6+104 x^5+17 x^4+135 x^3+150 x^2+123 x+64$
• $y^2=150 x^6+19 x^5+85 x^4+7 x^3+82 x^2+114 x+153$
• $y^2=63 x^6+82 x^5+40 x^4+10 x^3+96 x^2+39 x+137$
• $y^2=148 x^6+76 x^5+33 x^4+50 x^3+146 x^2+28 x+17$
• $y^2=38 x^6+162 x^5+155 x^4+70 x^3+131 x^2+155 x+157$
• $y^2=23 x^6+142 x^5+107 x^4+16 x^3+154 x^2+107 x+117$
• $y^2=103 x^6+165 x^5+60 x^4+125 x^3+117 x^2+124 x+6$
• $y^2=14 x^6+157 x^5+133 x^4+124 x^3+84 x^2+119 x+30$
• $y^2=122 x^6+122 x^5+161 x^4+147 x^3+36 x^2+120 x+24$
• $y^2=109 x^6+109 x^5+137 x^4+67 x^3+13 x^2+99 x+120$
• $y^2=146 x^6+10 x^5+69 x^4+101 x^3+122 x^2+107 x+13$
• $y^2=62 x^6+50 x^5+11 x^4+4 x^3+109 x^2+34 x+65$
• $y^2=137 x^6+18 x^5+124 x^4+158 x^3+42 x^2+67 x+159$
• $y^2=34 x^6+147 x^5+123 x^4+37 x^3+14 x^2+46 x+64$
• $y^2=3 x^6+67 x^5+114 x^4+18 x^3+70 x^2+63 x+153$
• $y^2=52 x^6+27 x^5+81 x^4+136 x^3+118 x^2+7 x+118$
• $y^2=93 x^6+135 x^5+71 x^4+12 x^3+89 x^2+35 x+89$
• $y^2=128 x^6+5 x^5+106 x^4+27 x^3+87 x^2+87 x+18$
• $y^2=139 x^6+25 x^5+29 x^4+135 x^3+101 x^2+101 x+90$
• $y^2=126 x^6+47 x^5+10 x^4+56 x^3+165 x^2+153 x+15$
• $y^2=129 x^6+68 x^5+50 x^4+113 x^3+157 x^2+97 x+75$
• $y^2=52 x^6+132 x^5+44 x^4+101 x^3+164 x^2+109 x+141$
• $y^2=93 x^6+159 x^5+53 x^4+4 x^3+152 x^2+44 x+37$
• $y^2=144 x^6+141 x^5+4 x^4+42 x^3+135 x^2+3 x+150$
• $y^2=52 x^6+37 x^5+20 x^4+43 x^3+7 x^2+15 x+82$
• $y^2=8 x^6+32 x^5+150 x^4+33 x^3+65 x^2+140 x+161$
• $y^2=40 x^6+160 x^5+82 x^4+165 x^3+158 x^2+32 x+137$
• $y^2=111 x^6+84 x^5+52 x^4+77 x^3+127 x^2+25 x+137$
• $y^2=4 x^6+152 x^5+131 x^4+59 x^3+25 x^2+46 x+166$
• $y^2=20 x^6+92 x^5+154 x^4+128 x^3+125 x^2+63 x+162$
• $y^2=33 x^6+89 x^5+60 x^4+33 x^3+60 x^2+89 x+33$
• $y^2=165 x^6+111 x^5+133 x^4+165 x^3+133 x^2+111 x+165$
• $y^2=134 x^5+161 x^4+151 x^3+149 x^2+115 x+157$
• $y^2=2 x^5+137 x^4+87 x^3+77 x^2+74 x+117$
• $y^2=13 x^6+28 x^5+85 x^4+31 x^3+51 x^2+96 x+74$
• $y^2=65 x^6+140 x^5+91 x^4+155 x^3+88 x^2+146 x+36$
• $y^2=163 x^6+146 x^5+126 x^4+x^3+117 x^2+163 x+116$
• $y^2=147 x^6+62 x^5+129 x^4+5 x^3+84 x^2+147 x+79$
• $y^2=98 x^6+128 x^5+70 x^4+147 x^3+85 x^2+57 x+36$
• $y^2=156 x^6+139 x^5+16 x^4+67 x^3+91 x^2+118 x+13$
• $y^2=83 x^6+94 x^5+115 x^4+125 x^3+33 x^2+121 x+159$
• $y^2=81 x^6+136 x^5+74 x^4+124 x^3+165 x^2+104 x+127$
• $y^2=28 x^6+85 x^5+53 x^4+95 x^3+76 x^2+157 x+11$
• $y^2=140 x^6+91 x^5+98 x^4+141 x^3+46 x^2+117 x+55$
• $y^2=7 x^6+17 x^5+68 x^4+125 x^3+149 x^2+86 x+91$
• $y^2=35 x^6+85 x^5+6 x^4+124 x^3+77 x^2+96 x+121$
• $y^2=93 x^6+68 x^5+24 x^4+75 x^3+125 x^2+83 x+120$
• $y^2=101 x^6+26 x^5+147 x^4+83 x^3+65 x^2+57 x+117$
• $y^2=4 x^6+130 x^5+67 x^4+81 x^3+158 x^2+118 x+84$
• $y^2=2 x^6+116 x^5+68 x^4+49 x^3+108 x^2+50 x+105$
• $y^2=10 x^6+79 x^5+6 x^4+78 x^3+39 x^2+83 x+24$
• $y^2=45 x^6+26 x^5+84 x^4+130 x^3+105 x^2+85 x+23$
• $y^2=58 x^6+130 x^5+86 x^4+149 x^3+24 x^2+91 x+115$
• $y^2=105 x^6+86 x^5+150 x^4+35 x^3+65 x^2+73 x+63$
• $y^2=24 x^6+96 x^5+82 x^4+8 x^3+158 x^2+31 x+148$
• $y^2=103 x^6+163 x^5+23 x^4+125 x^3+140 x^2+62 x+34$
• $y^2=14 x^6+147 x^5+115 x^4+124 x^3+32 x^2+143 x+3$
• $y^2=21 x^6+116 x^5+77 x^4+139 x^3+20 x^2+95 x+24$
• $y^2=105 x^6+79 x^5+51 x^4+27 x^3+100 x^2+141 x+120$
• $y^2=x^6+x^3+97$
• $y^2=5 x^6+5 x^3+151$
• $y^2=78 x^6+64 x^5+69 x^4+156 x^3+42 x^2+38 x+68$
• $y^2=56 x^6+153 x^5+11 x^4+112 x^3+43 x^2+23 x+6$
• $y^2=56 x^6+148 x^5+161 x^4+162 x^3+161 x^2+148 x+56$
• $y^2=113 x^6+72 x^5+137 x^4+142 x^3+137 x^2+72 x+113$
• $y^2=145 x^6+151 x^5+53 x^4+23 x^3+17 x^2+143 x+106$
• $y^2=57 x^6+87 x^5+98 x^4+115 x^3+85 x^2+47 x+29$
• $y^2=114 x^6+137 x^5+104 x^4+42 x^3+104 x^2+19 x+164$
• $y^2=69 x^6+17 x^5+19 x^4+43 x^3+19 x^2+95 x+152$
• $y^2=52 x^6+105 x^5+26 x^4+159 x^3+31 x^2+78 x+159$
• $y^2=93 x^6+24 x^5+130 x^4+127 x^3+155 x^2+56 x+127$
• $y^2=163 x^6+142 x^5+138 x^4+30 x^3+22 x^2+26 x+112$
• $y^2=147 x^6+42 x^5+22 x^4+150 x^3+110 x^2+130 x+59$
• $y^2=14 x^6+104 x^5+129 x^4+147 x^3+141 x^2+42 x+148$
• $y^2=70 x^6+19 x^5+144 x^4+67 x^3+37 x^2+43 x+72$
• $y^2=9 x^6+91 x^5+148 x^4+45 x^3+20 x^2+7 x+40$
• $y^2=45 x^6+121 x^5+72 x^4+58 x^3+100 x^2+35 x+33$
• $y^2=111 x^6+165 x^5+135 x^4+69 x^3+139 x^2+121 x+9$
• $y^2=54 x^6+157 x^5+7 x^4+11 x^3+27 x^2+104 x+45$
• $y^2=59 x^6+48 x^5+23 x^4+149 x^3+47 x^2+9 x+103$
• $y^2=128 x^6+73 x^5+115 x^4+77 x^3+68 x^2+45 x+14$
• $y^2=99 x^6+48 x^5+5 x^4+113 x^3+121 x^2+94 x+49$
• $y^2=161 x^6+73 x^5+25 x^4+64 x^3+104 x^2+136 x+78$
• $y^2=90 x^6+8 x^5+91 x^4+56 x^3+44 x^2+142 x+32$
• $y^2=116 x^6+40 x^5+121 x^4+113 x^3+53 x^2+42 x+160$
• $y^2=18 x^6+17 x^5+16 x^4+159 x^3+154 x^2+39 x+47$
• $y^2=90 x^6+85 x^5+80 x^4+127 x^3+102 x^2+28 x+68$
• $y^2=7 x^6+97 x^5+43 x^4+96 x^3+128 x^2+97 x+166$
• $y^2=35 x^6+151 x^5+48 x^4+146 x^3+139 x^2+151 x+162$
• $y^2=152 x^6+91 x^5+166 x^4+164 x^3+132 x^2+83 x+58$
• $y^2=31 x^6+39 x^5+76 x^4+79 x^3+113 x^2+2 x+122$
• $y^2=155 x^6+28 x^5+46 x^4+61 x^3+64 x^2+10 x+109$
• $y^2=21 x^6+90 x^5+30 x^4+136 x^3+115 x^2+127 x+16$
• $y^2=105 x^6+116 x^5+150 x^4+12 x^3+74 x^2+134 x+80$
• $y^2=19 x^6+77 x^5+17 x^4+95 x^3+132 x^2+5 x+115$
• $y^2=95 x^6+51 x^5+85 x^4+141 x^3+159 x^2+25 x+74$
• $y^2=86 x^6+69 x^5+156 x^4+133 x^3+21 x^2+97 x+117$
• $y^2=96 x^6+11 x^5+112 x^4+164 x^3+105 x^2+151 x+84$
• $y^2=67 x^6+152 x^5+126 x^4+79 x^3+130 x^2+162 x+8$
• $y^2=x^6+92 x^5+129 x^4+61 x^3+149 x^2+142 x+40$
• $y^2=27 x^6+112 x^5+103 x^4+112 x^3+71 x^2+159 x+48$
• $y^2=135 x^6+59 x^5+14 x^4+59 x^3+21 x^2+127 x+73$
• $y^2=63 x^6+11 x^5+139 x^4+106 x^3+107 x^2+137 x+113$
• $y^2=162 x^6+34 x^5+28 x^4+116 x^3+89 x^2+20 x+130$
• $y^2=142 x^6+3 x^5+140 x^4+79 x^3+111 x^2+100 x+149$
• $y^2=30 x^6+19 x^5+66 x^4+24 x^3+62 x^2+89 x+138$
• $y^2=150 x^6+95 x^5+163 x^4+120 x^3+143 x^2+111 x+22$
• $y^2=34 x^6+25 x^4+125 x^2+75$
• $y^2=135 x^6+5 x^4+25 x^2+8$
• $y^2=7 x^6+6 x^5+119 x^4+125 x^3+101 x^2+8 x+84$
• $y^2=35 x^6+30 x^5+94 x^4+124 x^3+4 x^2+40 x+86$
• $y^2=84 x^6+138 x^5+74 x^4+4 x^3+47 x^2+110 x+123$
• $y^2=86 x^6+22 x^5+36 x^4+20 x^3+68 x^2+49 x+114$
• $y^2=31 x^6+6 x^5+53 x^4+69 x^3+36 x^2+153 x+137$
• $y^2=155 x^6+30 x^5+98 x^4+11 x^3+13 x^2+97 x+17$
• $y^2=26 x^6+9 x^5+127 x^4+56 x^3+55 x^2+103 x+90$
• $y^2=130 x^6+45 x^5+134 x^4+113 x^3+108 x^2+14 x+116$
• $y^2=31 x^6+4 x^5+70 x^4+34 x^3+58 x^2+43 x+162$
• $y^2=155 x^6+20 x^5+16 x^4+3 x^3+123 x^2+48 x+142$
• $y^2=13 x^6+9 x^5+33 x^4+110 x^3+97 x^2+75 x+143$
• $y^2=65 x^6+45 x^5+165 x^4+49 x^3+151 x^2+41 x+47$
• $y^2=158 x^6+88 x^5+33 x^4+71 x^3+33 x^2+88 x+158$
• $y^2=122 x^6+106 x^5+165 x^4+21 x^3+165 x^2+106 x+122$
• $y^2=35 x^6+148 x^5+81 x^4+12 x^3+134 x^2+20 x+91$
• $y^2=8 x^6+72 x^5+71 x^4+60 x^3+2 x^2+100 x+121$
• $y^2=10 x^6+95 x^5+162 x^4+91 x^3+166 x^2+100 x+118$
• $y^2=50 x^6+141 x^5+142 x^4+121 x^3+162 x^2+166 x+89$
• $y^2=62 x^6+43 x^5+96 x^4+122 x^3+63 x^2+20 x+95$
• $y^2=143 x^6+48 x^5+146 x^4+109 x^3+148 x^2+100 x+141$
• $y^2=39 x^6+161 x^5+2 x^4+41 x^3+2 x^2+74 x+138$
• $y^2=28 x^6+137 x^5+10 x^4+38 x^3+10 x^2+36 x+22$
• $y^2=137 x^6+78 x^5+73 x^4+120 x^3+126 x^2+25 x+154$
• $y^2=17 x^6+56 x^5+31 x^4+99 x^3+129 x^2+125 x+102$
• $y^2=82 x^6+48 x^5+60 x^4+29 x^3+92 x^2+86 x+10$
• $y^2=76 x^6+73 x^5+133 x^4+145 x^3+126 x^2+96 x+50$
• $y^2=30 x^5+59 x^4+17 x^3+59 x^2+30 x$
• $y^2=150 x^5+128 x^4+85 x^3+128 x^2+150 x$
• $y^2=14 x^6+39 x^5+139 x^4+143 x^3+138 x^2+63 x+98$
• $y^2=70 x^6+28 x^5+27 x^4+47 x^3+22 x^2+148 x+156$
• $y^2=106 x^6+78 x^5+32 x^4+63 x^3+28 x^2+104 x+153$
• $y^2=29 x^6+56 x^5+160 x^4+148 x^3+140 x^2+19 x+97$
• $y^2=100 x^6+75 x^5+49 x^4+62 x^3+19 x^2+71 x+78$
• $y^2=166 x^6+41 x^5+78 x^4+143 x^3+95 x^2+21 x+56$
• $y^2=106 x^6+84 x^5+76 x^4+85 x^3+156 x^2+108 x+125$
• $y^2=29 x^6+86 x^5+46 x^4+91 x^3+112 x^2+39 x+124$
• $y^2=103 x^6+22 x^5+155 x^4+4 x^3+155 x^2+22 x+103$
• $y^2=14 x^6+110 x^5+107 x^4+20 x^3+107 x^2+110 x+14$
• $y^2=163 x^6+41 x^5+40 x^4+44 x^3+122 x^2+138 x+92$
• $y^2=147 x^6+38 x^5+33 x^4+53 x^3+109 x^2+22 x+126$
• $y^2=106 x^6+101 x^5+51 x^4+27 x^3+103 x^2+163 x+24$
• $y^2=29 x^6+4 x^5+88 x^4+135 x^3+14 x^2+147 x+120$
• $y^2=78 x^6+141 x^5+59 x^4+161 x^3+43 x^2+42 x+106$
• $y^2=56 x^6+37 x^5+128 x^4+137 x^3+48 x^2+43 x+29$
• $y^2=70 x^6+95 x^5+42 x^4+56 x^3+165 x^2+138 x+124$
• $y^2=16 x^6+141 x^5+43 x^4+113 x^3+157 x^2+22 x+119$
• $y^2=62 x^6+120 x^5+102 x^4+100 x^3+123 x^2+128 x+163$
• $y^2=143 x^6+99 x^5+9 x^4+166 x^3+114 x^2+139 x+147$
• $y^2=56 x^6+130 x^5+137 x^4+80 x^3+60 x^2+136 x+128$
• $y^2=113 x^6+149 x^5+17 x^4+66 x^3+133 x^2+12 x+139$
• $y^2=51 x^6+19 x^5+74 x^4+159 x^3+24 x^2+42 x+140$
• $y^2=88 x^6+95 x^5+36 x^4+127 x^3+120 x^2+43 x+32$
• $y^2=52 x^6+24 x^5+19 x^4+103 x^3+130 x^2+22 x+77$
• $y^2=93 x^6+120 x^5+95 x^4+14 x^3+149 x^2+110 x+51$
• $y^2=81 x^6+35 x^5+55 x^4+23 x^3+128 x^2+153 x+44$
• $y^2=71 x^6+8 x^5+108 x^4+115 x^3+139 x^2+97 x+53$
• $y^2=165 x^6+20 x^5+90 x^4+23 x^3+137 x^2+153 x+105$
• $y^2=157 x^6+100 x^5+116 x^4+115 x^3+17 x^2+97 x+24$
• $y^2=156 x^6+57 x^5+39 x^4+145 x^3+143 x^2+34 x+31$
• $y^2=112 x^6+118 x^5+28 x^4+57 x^3+47 x^2+3 x+155$
• $y^2=163 x^6+97 x^5+65 x^4+98 x^3+99 x^2+6 x+5$
• $y^2=147 x^6+151 x^5+158 x^4+156 x^3+161 x^2+30 x+25$
• $y^2=48 x^6+139 x^5+134 x^4+37 x^3+55 x^2+112 x+100$
• $y^2=73 x^6+27 x^5+2 x^4+18 x^3+108 x^2+59 x+166$
• $y^2=88 x^6+109 x^5+58 x^4+50 x^3+118 x^2+70 x+62$
• $y^2=106 x^6+44 x^5+123 x^4+83 x^3+89 x^2+16 x+143$
• $y^2=63 x^6+153 x^5+144 x^4+19 x^3+104 x^2+114 x+102$
• $y^2=148 x^6+97 x^5+52 x^4+95 x^3+19 x^2+69 x+9$
• $y^2=88 x^6+148 x^5+130 x^4+107 x^3+152 x^2+123 x+122$
• $y^2=106 x^6+72 x^5+149 x^4+34 x^3+92 x^2+114 x+109$
• $y^2=9 x^6+130 x^5+55 x^4+26 x^3+126 x^2+24 x+7$
• $y^2=45 x^6+149 x^5+108 x^4+130 x^3+129 x^2+120 x+35$
• $y^2=2 x^6+126 x^5+146 x^4+147 x^3+37 x^2+8 x+83$
• $y^2=10 x^6+129 x^5+62 x^4+67 x^3+18 x^2+40 x+81$
• $y^2=123 x^6+85 x^5+88 x^4+73 x^3+79 x^2+12 x+23$
• $y^2=114 x^6+91 x^5+106 x^4+31 x^3+61 x^2+60 x+115$
• $y^2=51 x^6+93 x^5+91 x^4+34 x^3+88 x^2+32 x+108$
• $y^2=88 x^6+131 x^5+121 x^4+3 x^3+106 x^2+160 x+39$
• $y^2=41 x^6+94 x^5+48 x^4+93 x^3+113 x^2+98 x+13$
• $y^2=10 x^6+117 x^5+93 x^4+163 x^3+7 x+151$

Decomposition and endomorphism algebra

All geometric endomorphisms are defined over $\F_{167^{2}}$.

Endomorphism algebra over $\F_{167}$

The isogeny class factors as 1.167.am $\times$ 1.167.m and its endomorphism algebra is a direct product of the endomorphism algebras for each isotypic factor. The endomorphism algebra for each factor is:

• 1.167.am : \(\Q(\sqrt{-131}) \).
• 1.167.m : \(\Q(\sqrt{-131}) \).

Endomorphism algebra over $\overline{\F}_{167}$

The base change of $A$ to $\F_{167^{2}}$ is 1.27889.hi^2 and its endomorphism algebra is $\mathrm{M}_{2}($\(\Q(\sqrt{-131}) \)$)$

Base change

This is a primitive isogeny class.

Twists

Below are some of the twists of this isogeny class.

Twist	Extension degree	Common base change
2.167.ay_sk	$2$	(not in LMFDB)
2.167.y_sk	$2$	(not in LMFDB)
2.167.a_ahi	$4$	(not in LMFDB)

Additional information

This isogeny class contains the most Jacobians (6375) of any in the database.