![]() ![]() ![]() Unless it really calls for it, and the whole group approves of it. On the same topic, you cannot simply teleport an entire group to somewhere, even if that means they can teleport back.If you want to "kill" an entity, the process has to be long and to where an epic fight happens. No one can insta-kill entities in SAFF anymore, nor have another character do it for them.OP weapons are allowed, just so long as they don't make infinite damage. ![]() Rules are essentially the same as the Random Forum Fights, but there must be a plot.Story Arc Forum Fight! Chapter 11 Part 1 SAFF Rules Thank you very much. - TimewornKaiju (from other thread) We follow this by examining a geodesic bicombing on the nonempty compact subsets of X" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">XX, assuming X" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">XX is a proper metric space.IMPORTANT: Please discuss about the plans for the storyline on this thread in the RFF wiki before proceeding with your posts. If X" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">XX is a normed space or an R" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">RR-tree, this same method produces a consistent convex bicombing on CB(X)" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">CB(X)CB(X). We show that if (X,d)" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">(X,d)(X,d) is a metric space which admits a consistent convex geodesic bicombing, then we can construct a conical bicombing on CB(X)" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">CB(X)CB(X), the hyperspace of nonempty, closed, bounded, and convex subsets of X" role="presentation" style="box-sizing: inherit display: inline line-height: normal word-spacing: normal overflow-wrap: normal white-space: nowrap float: none direction: ltr max-width: none max-height: none min-width: 0px min-height: 0px border: 0px padding: 0px margin: 0px position: relative ">XX (with the Hausdorff metric).
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