  GH^{(0)}_{\mathcal{J}}(M) &=& {\mathbb{C}}\left\langle \left[e^0+\operatorname{i}\,e^0-\operatorname{i}\,e^{000}-\operatorname{i}\,e^{000}+e^{000}+e^{000}-e^{00000}-\operatorname{i}\,e^{00000}\right] \right\rangle \;, \\[00pt]  GH^{(0)}_{\mathcal{J}}(M) &=& {\mathbb{C}}\left\langle \left[e^{00}+\operatorname{i}\,e^{00}-\operatorname{i}\,e^{0000}+e^{0000}\right],\; \left[0-\operatorname{i}\,e^{00}-\operatorname{i}\,e^{00}-e^{0000}\right],\; \right. \\[0pt]  && \left. \left[e^{00}+\operatorname{i}\,e^{00}+\operatorname{i}\,e^{00}-e^{00}+\operatorname{i}\,e^{0000}