Solutions to The Second Test Of Course 13

1)  An operator-based Hamiltonian is the inertia of a superstringular phenomenon.

2)  An operational-based Hamiltonian is the momentum of a superstringular phenomenon.

3)  An operand of a Hamiltonian is the space that a superstring is operating through.

4)  Imaginary exchange is a substringular exchange of substringular indices that are delineated as such off of the relative Real Reimmanian plane.

5) The Imaginary exchange of Real Residue involves the relative wobbling of a discrete substringular Hamiltonian operator as it functions during BRST.

6)  As a superstring of discrete energy permittivity closes, this action acts as a Hamiltonian operation that happens via the Fujikawa Coupling as according to the Green Function in the relative forward holomorphic direction.

7)  As a superstring opens, this action acts as a Hamiltonian operation that happens via the inverse of the Fujikawa Coupling as according to the Green Function in the relative reverse holomorphic direction.

8)  When a superstring both begins to open while yet also moves radially one Planck radian during an inverse of the the Fujikawa Coupling, the Hamiltonian operation then performs two Noether-based tasks at once -- making the directly related Hamiltonian format to be multifunctional in the relative reverse holomorphic direction.

9)  As a superstring begins to close as it simultaneously moves radially one Planck radian via the Fujikawa Coupling, the directly related Hamiltonian is here multifunctional in the relative forward holomorphic direction.

10)  As a superstring both begins to open -- while yet also moves transversally one Planck-length during the duration that works to bind two group instantons, such a multifunctional Hamiltonian is still Noether-based in the relative reverse holomorphic direction , yet, it will then have more of a chance here at being less conformally invariant -- and thus the said superstring will have more of a potential at becoming tachyonic.

11)  When a superstring both begins to close while yet also moves transversally by on Planck-length, this multifunctional Hamiltonian operation is still Noether-based, yet, this said superstring will then have more of a chance at being less conformally invariant -- and thus this said superstring will have more of a chance at becoming tachyonic.