From 4b5549027452eff0826b98c76b3361b520e17eba Mon Sep 17 00:00:00 2001
From: Martin Quinson <martin.quinson@loria.fr>
Date: Wed, 12 Sep 2018 01:17:36 +0200
Subject: [PATCH] tuto smpi: add a picture explaining how it works

---
 docs/source/tuto_smpi.rst                 |   7 +-
 docs/source/tuto_smpi/img/big-picture.png | Bin 0 -> 41184 bytes
 docs/source/tuto_smpi/img/big-picture.svg | 774 ++++++++++++++++++++++
 3 files changed, 780 insertions(+), 1 deletion(-)
 create mode 100644 docs/source/tuto_smpi/img/big-picture.png
 create mode 100644 docs/source/tuto_smpi/img/big-picture.svg

diff --git a/docs/source/tuto_smpi.rst b/docs/source/tuto_smpi.rst
index 082bbb109b..f7f2476d6d 100644
--- a/docs/source/tuto_smpi.rst
+++ b/docs/source/tuto_smpi.rst
@@ -37,7 +37,7 @@ only plan to debug your application in a reproducible setup, without
 any performance-related analysis.
 
 How does it work?
------------------
+^^^^^^^^^^^^^^^^^
 
 In SMPI, communications are simulated while computations are
 emulated. This means that while computations occur as they would in
@@ -61,7 +61,12 @@ to predict the time taken by each communications. Any computations
 occuring between two MPI calls are benchmarked, and the corresponding
 time is reported into the simulator.
 
+.. image:: /tuto_smpi/img/big-picture.png
+   :align: center
+
+
 Describing Your Platform
 ========================
 
+       
 ..  LocalWords:  SimGrid
diff --git a/docs/source/tuto_smpi/img/big-picture.png b/docs/source/tuto_smpi/img/big-picture.png
new file mode 100644
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\ No newline at end of file
-- 
2.20.1