1 line
3.1 KiB
JSON
1 line
3.1 KiB
JSON
{"graph":{"latexPreamble":"\\newcommand\\ensuremath[1]{#1}\n\\newcommand\\BB{{\\ensuremath{\\mathcal{B}}}}\n\\newcommand\\TT{{\\ensuremath{\\mathcal{T}}}}\n\\newcommand\\UU{{\\ensuremath{\\mathcal{U}}}}\n\\newcommand\\CC{{\\ensuremath{\\mathcal{C}}}}\n\\newcommand\\El{{\\ensuremath{\\operatorname{\\mathcal{E}l}}}}\n\\newcommand\\ii{{\\ensuremath{\\mathbf{i}}}}\n\\newcommand\\Cstr{{\\ensuremath{\\operatorname{\\mathcal{C}str}}}}\n\\newcommand\\Set{{\\ensuremath{\\operatorname{\\mathcal{S}et}}}}\n\\newcommand\\Hom{{\\ensuremath{\\operatorname{\\mathcal{H}om}}}}\n\\newcommand\\this{{\\ensuremath{\\operatorname{\\texttt{this}}}}}\n\\newcommand\\Hbar{{\\ensuremath{\\overline{H}}}}\n\\newcommand\\dash{{\\;\\textrm{---}\\;}}\n\n\\newcommand\\inj{\\operatorname{inj}}\n\\newcommand\\id{\\operatorname{id}}","tabs":[{"active":true,"edges":[{"from":0,"id":7,"label":{"kind":"normal","label":"R_0^i\\inj_1^i","style":{"alignment":"left","bend":0,"color":"black","dashed":false,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":1},{"from":1,"id":8,"label":{"kind":"normal","label":"R_0^i\\{g,h\\}","style":{"alignment":"left","bend":0,"color":"black","dashed":true,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":2},{"from":0,"id":9,"label":{"kind":"normal","label":"R_0^ig","style":{"alignment":"right","bend":0.10000000000000003,"color":"black","dashed":false,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":2},{"from":3,"id":10,"label":{"kind":"normal","label":"g","style":{"alignment":"left","bend":-0.1,"color":"black","dashed":false,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":2},{"from":3,"id":11,"label":{"kind":"normal","label":"\\inj_2^i","style":{"alignment":"right","bend":0,"color":"black","dashed":false,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":1},{"from":4,"id":12,"label":{"kind":"normal","label":"\\inj_1^i","style":{"alignment":"left","bend":0,"color":"black","dashed":false,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":5},{"from":5,"id":13,"label":{"kind":"normal","label":"\\{g,h\\}","style":{"alignment":"left","bend":0,"color":"black","dashed":true,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":6},{"from":4,"id":14,"label":{"kind":"normal","label":"g","style":{"alignment":"right","bend":0.10000000000000003,"color":"black","dashed":false,"head":"default","kind":"normal","position":0.5,"tail":"none"},"zindex":0},"to":6}],"nodes":[{"id":0,"label":{"isMath":true,"label":"R_0^iX","pos":[370,84],"zindex":0}},{"id":1,"label":{"isMath":true,"label":"R_0^i(X \\tl^i Y)","pos":[551,84],"zindex":0}},{"id":2,"label":{"isMath":true,"label":"R_0^iZ","pos":[551,167],"zindex":0}},{"id":3,"label":{"isMath":true,"label":"Y","pos":[727,84],"zindex":0}},{"id":4,"label":{"isMath":true,"label":"X","pos":[100,84],"zindex":0}},{"id":5,"label":{"isMath":true,"label":"X \\tl^i Y","pos":[249,84],"zindex":0}},{"id":6,"label":{"isMath":true,"label":"Z","pos":[249,167],"zindex":0}}],"sizeGrid":200,"title":"1"}]},"version":12} |