Upload Queues Completed Work

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  • "Rational Khovanov Polynomial", "AllKnots[12, NonAlternating]"
  • "Kauffman", "AllKnots[12]"
  • "HOMFLYPT", "AllKnots[12]"
  • "HOMFLYPT", "TorusKnots[17]"
  • "QuantumInvariant/G2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A4/0,1,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A3/1,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "Alexander", "AllKnots[12]"
  • "QuantumInvariant/A1/6", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A1/6", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A3/1,0,1", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A1/2", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A1/2", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A1/8", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A3/1,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A3/1,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A3/0,1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/B2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A1/1", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A1/3", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A4/0,1,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "Signature", "AllKnots[12]"
  • "QuantumInvariant/A2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=5&]"
  • "QuantumInvariant/A1/1", "Select[AllKnots[{3,11}],First[BR[#]]<=5&]"
  • "QuantumInvariant/A3/1,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=5&]"
  • "QuantumInvariant/A2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/B2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A2/2,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/D4/0,1,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A1/2", "Select[AllKnots[{3,11}],First[BR[#]]<=5&]"
  • "QuantumInvariant/A1/1", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A4/1,0,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "Determinant", "AllKnots[12]"
  • "QuantumInvariant/A1/7", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/B2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A1/1", "Select[AllKnots[{3,11}],First[BR[#]]<=6&]"
  • "QuantumInvariant/D4/1,0,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A2/1,1", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/D4/1,0,0,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A1/5", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/G2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A1/1", "Select[AllKnots[{3,11}],First[BR[#]]<=7&]"
  • "QuantumInvariant/A3/0,1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A3/1,0,1", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A1/1", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/G2/0,1", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A1/5", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A2/2,0", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A1/4", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A1/2", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/B2/0,1", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/G2/1,0", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A1/3", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A1/4", "Select[AllKnots[{3,11}],First[BR[#]]<=4&]"
  • "QuantumInvariant/A1/4", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A1/3", "Select[AllKnots[{3,11}],First[BR[#]]<=2&]"
  • "QuantumInvariant/A2/1,1", "Select[AllKnots[{3,11}],First[BR[#]]<=3&]"
  • "QuantumInvariant/A1/2", "Select[AllKnots[{3,11}],First[BR[#]]<=6&]"
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