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## Results (1-50 of at least 1000)

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Label $A$ $\chi$ $\operatorname{ord}(\chi)$ Dim. Orbits Decomposition AL-decomposition.
4001.2.a $31.948$ $$\chi_{4001}(1, \cdot)$$ $1$ $333$ $2$ $$149$$+$$184$$ $149$+$184$
4002.2.a $31.956$ $$\chi_{4002}(1, \cdot)$$ $1$ $101$ $37$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$\cdots$$+$$2$$+$$3$$+$$3$$+$$4$$+$$\cdots$$+$$4$$+$$5$$+$$6$$+$$7$$+$$7$$+$$8$$+$$8$$+$$8$$ $6$+$5$+$8$+$7$+$4$+$8$+$6$+$6$+$8$+$5$+$4$+$9$+$5$+$9$+$9$+$2$
4003.2.a $31.964$ $$\chi_{4003}(1, \cdot)$$ $1$ $333$ $3$ $$2$$+$$152$$+$$179$$ $154$+$179$
4004.2.a $31.972$ $$\chi_{4004}(1, \cdot)$$ $1$ $60$ $11$ $$1$$+$$1$$+$$1$$+$$4$$+$$4$$+$$5$$+$$6$$+$$9$$+$$9$$+$$10$$+$$10$$ $0$+$0$+$0$+$0$+$0$+$0$+$0$+$0$+$10$+$6$+$4$+$10$+$6$+$10$+$10$+$4$
4004.2.e $31.972$ $$\chi_{4004}(3849, \cdot)$$ $2$ $96$ $2$ $$48$$+$$48$$
4004.2.m $31.972$ $$\chi_{4004}(2157, \cdot)$$ $2$ $68$ $3$ $$2$$+$$30$$+$$36$$
4005.2.a $31.980$ $$\chi_{4005}(1, \cdot)$$ $1$ $148$ $24$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$\cdots$$+$$2$$+$$3$$+$$3$$+$$4$$+$$4$$+$$4$$+$$6$$+$$7$$+$$8$$+$$9$$+$$10$$+$$10$$+$$10$$+$$12$$+$$12$$+$$17$$+$$17$$ $13$+$17$+$17$+$13$+$23$+$21$+$21$+$23$
4006.2.a $31.988$ $$\chi_{4006}(1, \cdot)$$ $1$ $166$ $9$ $$1$$+$$1$$+$$1$$+$$2$$+$$2$$+$$31$$+$$40$$+$$42$$+$$46$$ $40$+$43$+$47$+$36$
4007.2.a $31.996$ $$\chi_{4007}(1, \cdot)$$ $1$ $334$ $2$ $$139$$+$$195$$ $139$+$195$
4008.2.a $32.004$ $$\chi_{4008}(1, \cdot)$$ $1$ $82$ $13$ $$1$$+$$\cdots$$+$$1$$+$$3$$+$$5$$+$$7$$+$$8$$+$$9$$+$$10$$+$$11$$+$$12$$+$$13$$ $10$+$11$+$14$+$7$+$8$+$11$+$9$+$12$
4009.2.a $32.012$ $$\chi_{4009}(1, \cdot)$$ $1$ $315$ $6$ $$1$$+$$3$$+$$71$$+$$75$$+$$82$$+$$83$$ $75$+$84$+$82$+$74$
4010.2.a $32.020$ $$\chi_{4010}(1, \cdot)$$ $1$ $135$ $15$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$9$$+$$10$$+$$12$$+$$15$$+$$17$$+$$20$$+$$22$$+$$22$$ $16$+$18$+$21$+$13$+$22$+$12$+$9$+$24$
4011.2.a $32.028$ $$\chi_{4011}(1, \cdot)$$ $1$ $191$ $13$ $$1$$+$$\cdots$$+$$1$$+$$3$$+$$18$$+$$18$$+$$19$$+$$19$$+$$26$$+$$27$$+$$28$$+$$29$$ $19$+$29$+$29$+$19$+$29$+$19$+$19$+$28$
4012.2.a $32.036$ $$\chi_{4012}(1, \cdot)$$ $1$ $76$ $10$ $$1$$+$$1$$+$$1$$+$$2$$+$$2$$+$$3$$+$$12$$+$$15$$+$$18$$+$$21$$ $0$+$0$+$0$+$0$+$19$+$17$+$19$+$21$
4012.2.b $32.036$ $$\chi_{4012}(237, \cdot)$$ $2$ $86$ $2$ $$40$$+$$46$$
4013.2.a $32.044$ $$\chi_{4013}(1, \cdot)$$ $1$ $334$ $3$ $$1$$+$$157$$+$$176$$ $157$+$177$
4014.2.a $32.052$ $$\chi_{4014}(1, \cdot)$$ $1$ $92$ $26$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$2$$+$$2$$+$$3$$+$$\cdots$$+$$3$$+$$4$$+$$5$$+$$6$$+$$6$$+$$6$$+$$7$$+$$7$$+$$8$$+$$8$$+$$8$$ $9$+$9$+$18$+$10$+$9$+$9$+$10$+$18$
4014.2.d $32.052$ $$\chi_{4014}(4013, \cdot)$$ $2$ $72$ $1$ $$72$$
4015.2.a $32.060$ $$\chi_{4015}(1, \cdot)$$ $1$ $239$ $9$ $$1$$+$$23$$+$$23$$+$$27$$+$$27$$+$$31$$+$$32$$+$$37$$+$$38$$ $32$+$27$+$27$+$32$+$38$+$23$+$23$+$37$
4016.2.a $32.068$ $$\chi_{4016}(1, \cdot)$$ $1$ $125$ $13$ $$2$$+$$2$$+$$4$$+$$5$$+$$5$$+$$6$$+$$7$$+$$9$$+$$12$$+$$14$$+$$17$$+$$19$$+$$23$$ $21$+$42$+$31$+$31$
4017.2.a $32.076$ $$\chi_{4017}(1, \cdot)$$ $1$ $203$ $12$ $$1$$+$$1$$+$$1$$+$$2$$+$$16$$+$$19$$+$$24$$+$$25$$+$$25$$+$$25$$+$$32$$+$$32$$ $26$+$24$+$25$+$27$+$32$+$18$+$19$+$32$
4018.2.a $32.084$ $$\chi_{4018}(1, \cdot)$$ $1$ $138$ $47$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$\cdots$$+$$2$$+$$3$$+$$\cdots$$+$$3$$+$$4$$+$$\cdots$$+$$4$$+$$6$$+$$\cdots$$+$$6$$+$$10$$+$$\cdots$$+$$10$$ $18$+$16$+$16$+$19$+$20$+$14$+$13$+$22$
4019.2.a $32.092$ $$\chi_{4019}(1, \cdot)$$ $1$ $335$ $2$ $$149$$+$$186$$ $149$+$186$
4020.2.a $32.100$ $$\chi_{4020}(1, \cdot)$$ $1$ $44$ $9$ $$1$$+$$4$$+$$4$$+$$4$$+$$5$$+$$6$$+$$6$$+$$7$$+$$7$$ $0$+$0$+$0$+$0$+$0$+$0$+$0$+$0$+$7$+$4$+$5$+$6$+$5$+$6$+$7$+$4$
4020.2.f $32.100$ $$\chi_{4020}(401, \cdot)$$ $2$ $92$ $2$ $$46$$+$$46$$
4020.2.g $32.100$ $$\chi_{4020}(1609, \cdot)$$ $2$ $64$ $3$ $$2$$+$$24$$+$$38$$
4020.2.q $32.100$ $$\chi_{4020}(841, \cdot)$$ $3$ $92$ $13$ $$2$$+$$\cdots$$+$$2$$+$$4$$+$$12$$+$$14$$+$$22$$+$$24$$
4021.2.a $32.108$ $$\chi_{4021}(1, \cdot)$$ $1$ $334$ $3$ $$1$$+$$151$$+$$182$$ $152$+$182$
4022.2.a $32.116$ $$\chi_{4022}(1, \cdot)$$ $1$ $168$ $6$ $$1$$+$$3$$+$$31$$+$$37$$+$$46$$+$$50$$ $37$+$47$+$50$+$34$
4023.2.a $32.124$ $$\chi_{4023}(1, \cdot)$$ $1$ $198$ $8$ $$18$$+$$18$$+$$24$$+$$24$$+$$25$$+$$25$$+$$32$$+$$32$$ $43$+$57$+$56$+$42$
4024.2.a $32.132$ $$\chi_{4024}(1, \cdot)$$ $1$ $126$ $7$ $$1$$+$$1$$+$$1$$+$$28$$+$$29$$+$$33$$+$$33$$ $29$+$34$+$34$+$29$
4025.2.a $32.140$ $$\chi_{4025}(1, \cdot)$$ $1$ $210$ $31$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$2$$+$$3$$+$$3$$+$$4$$+$$\cdots$$+$$4$$+$$5$$+$$5$$+$$5$$+$$8$$+$$\cdots$$+$$8$$+$$12$$+$$12$$+$$14$$+$$\cdots$$+$$14$$+$$21$$+$$21$$ $27$+$22$+$31$+$18$+$29$+$27$+$21$+$35$
4026.2.a $32.148$ $$\chi_{4026}(1, \cdot)$$ $1$ $101$ $29$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$2$$+$$2$$+$$3$$+$$3$$+$$3$$+$$4$$+$$\cdots$$+$$4$$+$$5$$+$$5$$+$$6$$+$$6$$+$$7$$+$$7$$+$$7$$+$$8$$+$$9$$ $7$+$5$+$7$+$6$+$8$+$5$+$3$+$9$+$6$+$6$+$5$+$8$+$4$+$9$+$10$+$3$
4027.2.a $32.156$ $$\chi_{4027}(1, \cdot)$$ $1$ $335$ $3$ $$2$$+$$159$$+$$174$$ $159$+$176$
4028.2.a $32.164$ $$\chi_{4028}(1, \cdot)$$ $1$ $78$ $6$ $$1$$+$$1$$+$$19$$+$$\cdots$$+$$19$$ $0$+$0$+$0$+$0$+$19$+$19$+$20$+$20$
4028.2.c $32.164$ $$\chi_{4028}(3497, \cdot)$$ $2$ $82$ $1$ $$82$$
4029.2.a $32.172$ $$\chi_{4029}(1, \cdot)$$ $1$ $207$ $12$ $$1$$+$$1$$+$$2$$+$$3$$+$$18$$+$$22$$+$$22$$+$$25$$+$$25$$+$$25$$+$$31$$+$$32$$ $22$+$32$+$25$+$25$+$25$+$25$+$22$+$31$
4030.2.a $32.180$ $$\chi_{4030}(1, \cdot)$$ $1$ $121$ $18$ $$1$$+$$2$$+$$6$$+$$\cdots$$+$$6$$+$$7$$+$$7$$+$$7$$+$$8$$+$$\cdots$$+$$8$$+$$9$$+$$9$$+$$9$$ $7$+$9$+$10$+$6$+$8$+$7$+$6$+$9$+$8$+$7$+$6$+$9$+$6$+$8$+$9$+$6$
4031.2.a $32.188$ $$\chi_{4031}(1, \cdot)$$ $1$ $323$ $5$ $$2$$+$$59$$+$$61$$+$$98$$+$$103$$ $61$+$103$+$100$+$59$
4032.2.a $32.196$ $$\chi_{4032}(1, \cdot)$$ $1$ $60$ $50$ $$1$$+$$\cdots$$+$$1$$+$$2$$+$$\cdots$$+$$2$$ $6$+$8$+$9$+$8$+$6$+$4$+$9$+$10$
4032.2.b $32.196$ $$\chi_{4032}(3583, \cdot)$$ $2$ $78$ $18$ $$2$$+$$\cdots$$+$$2$$+$$4$$+$$\cdots$$+$$4$$+$$8$$+$$8$$+$$8$$+$$16$$
4032.2.c $32.196$ $$\chi_{4032}(2017, \cdot)$$ $2$ $60$ $18$ $$2$$+$$\cdots$$+$$2$$+$$4$$+$$\cdots$$+$$4$$+$$8$$+$$8$$
4032.2.h $32.196$ $$\chi_{4032}(575, \cdot)$$ $2$ $48$ $8$ $$4$$+$$\cdots$$+$$4$$+$$8$$+$$8$$+$$12$$
4032.2.i $32.196$ $$\chi_{4032}(1889, \cdot)$$ $2$ $64$ $3$ $$8$$+$$8$$+$$48$$
4032.2.j $32.196$ $$\chi_{4032}(2591, \cdot)$$ $2$ $48$ $6$ $$4$$+$$\cdots$$+$$4$$+$$16$$+$$16$$
4032.2.k $32.196$ $$\chi_{4032}(3905, \cdot)$$ $2$ $64$ $8$ $$4$$+$$\cdots$$+$$4$$+$$8$$+$$8$$+$$16$$+$$16$$
4032.2.p $32.196$ $$\chi_{4032}(1567, \cdot)$$ $2$ $80$ $11$ $$4$$+$$\cdots$$+$$4$$+$$8$$+$$\cdots$$+$$8$$+$$12$$+$$12$$
4032.2.v $32.196$ $$\chi_{4032}(1583, \cdot)$$ $4$ $96$ $5$ $$4$$+$$4$$+$$12$$+$$36$$+$$40$$
4033.2.a $32.204$ $$\chi_{4033}(1, \cdot)$$ $1$ $325$ $6$ $$1$$+$$1$$+$$77$$+$$79$$+$$82$$+$$85$$ $80$+$83$+$85$+$77$
4034.2.a $32.212$ $$\chi_{4034}(1, \cdot)$$ $1$ $169$ $4$ $$33$$+$$35$$+$$49$$+$$52$$ $35$+$49$+$52$+$33$
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