Imagine a basketball game. It's 4 minutes before half time. Team A has 54 points. Team B has 45 points.
After today, the second quarter will end. There will be a new score we observe. It will be half time.
Imagine, someone using a viable parallel, because the rules of basketball have shit in common with becoming the Democrat nominee for President. The opposing team would need to be awarded 1.5 points for even basket the other team scored.
Biden has 898 delegates and Sanders has 745 delegates. The game is won when someone gets 1991 which is a majority.
Neither Biden nor Sanders have half that amount yet. Biden and Sanders together don't have that amount either.
Sanders does not currently need 1.5 as much as Biden in remaining delegates:
redoing math here...
To win a majority, one needs 1991 delegates. If that is the least majority one can win by, then it would mean there are 3981 delegates in total.
There are currently this many delegates already allocated: 898 (Bid) + 745 (San) + 72 (War) + 61 (Blo) + 26 (But) +7 (Klo) +2 (Tul) = 1811 delegates.
To win a PLURALITY, i.e. Bernie needs more delegates than Biden, then
Let x = the number of remaining delegates Bernie gets
then 1811-x = the number of remaining delegates Biden gets
Bernie's delegates > Biden's delegates
Bernie's current + Bernie's future delegates > Biden's current + Biden's future delegates
745 + x > 898 + (1811 -x)
x + x > 898 + 1811 - 745
2x > 1964
x > 982
Minimum needed = 983.
Therefore, Biden's delegates = 1811 - 983 = 828.
Bernie to Biden ratio of remaining delegates = 983 / 828 ~=
1.187
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Question of Biden winning a PLURALITY:
Biden only needs to stop Bernie from getting 983. If Bernie gets 982. So, Biden can get it, if he gets 829.
Biden to Bernie ratio = 829 / 982 ~= .844.
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Bernie will concede if Biden wins the plurality, which ought to be accomplished since it is a low bar.
Biden does not need 1.5 x as much of remaining delegates for a win prior to a brokered convention.