From 00bd9cf18997148e3edec5c3173325debc88e66c Mon Sep 17 00:00:00 2001
From: Robbert Krebbers
Date: Tue, 18 Feb 2020 22:22:40 +0100
Subject: [PATCH] Remove more new lines.

docs/proof_mode.md  5 
1 file changed, 5 deletions()
diff git a/docs/proof_mode.md b/docs/proof_mode.md
index a80b31ff..202403f3 100644
 a/docs/proof_mode.md
+++ b/docs/proof_mode.md
@@ 276,12 +276,10 @@ _specification patterns_ to express splitting of hypotheses:
 `H` : use the hypothesis `H` (it should match the premise exactly). If `H` is
spatial, it will be consumed.

 `(H spat1 .. spatn)` : first recursively specialize the hypothesis `H` using
the specialization patterns `spat1 .. spatn`, and finally use the result of
the specialization of `H` (it should match the premise exactly). If `H` is
spatial, it will be consumed.

 `[H1 .. Hn]` and `[H1 .. Hn //]` : generate a goal for the premise with the
(spatial) hypotheses `H1 ... Hn` and all intuitionistic hypotheses. The
spatial hypotheses among `H1 ... Hn` will be consumed, and will not be
@@ 291,13 +289,11 @@ _specification patterns_ to express splitting of hypotheses:
 `[H1 ... Hn]` and `[H1 ... Hn //]` : the negated forms of the above
patterns, where the goal for the premise will have all spatial premises except
`H1 .. Hn`.

 `[> H1 ... Hn]` and `[> H1 ... Hn //]` : like the above patterns, but these
patterns can only be used if the goal is a modality `M`, in which case
the goal for the premise will be wrapped in the modality `M`.
 `[> H1 ... Hn]` and `[> H1 ... Hn //]` : the negated forms of the above
patterns.

 `[# $H1 .. $Hn]` and `[# $H1 .. $Hn //]` : generate a goal for a persistent
premise in which all hypotheses are available. This pattern does not consume
any hypotheses; all hypotheses are available in the goal for the premise, as
@@ 307,7 +303,6 @@ _specification patterns_ to express splitting of hypotheses:
 `[%]` and `[% //]` : generate a Coq goal for a pure premise. This pattern
does not consume any hypotheses. The pattern can be terminated with a `//`,
which causes `done` to be called to close the goal.

 `[$]` : solve the premise by framing. It will first repeatedly frame the
spatial hypotheses, and then repeatedly frame the intuitionistic hypotheses.
Spatial hypothesis that are not framed are carried over to the subsequent

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