diff --git a/doc/.gitignore b/doc/.gitignore
index babaabaf598c25330fc3cd985a1d94bf94b21ea4..6364c2dd6b79b643fc425495d03f96178acf5050 100644
--- a/doc/.gitignore
+++ b/doc/.gitignore
@@ -1 +1,3 @@
-acronyms.md
\ No newline at end of file
+acronyms.md
+*.aux
+*.log
\ No newline at end of file
diff --git a/doc/Makefile b/doc/Makefile
index 10f58a25f2213ce39433f765b72b877b6dc3d0da..4a9592d165337467663c8564507d30b15d9e6c5d 100644
--- a/doc/Makefile
+++ b/doc/Makefile
@@ -10,6 +10,9 @@ PLANTUML_DIAGRAMS_PNG := $(addprefix images/diagram_, $(addsuffix .png, $(notdir
 
 all: diagrams logbook.md rapport.md rapport.pdf
 
+abstract.pdf: abstract/abstract.tex
+	(cd abstract && pdflatex -output-directory ../ $<)
+
 logbook.md: logbook.gpp.md markdown.gpp gitlab-markdown.gpp $(PLANTUML_DIAGRAMS_SVG) $(PLANTUML_DIAGRAMS_PNG)
 	$(GPP) -DGITLAB_MARKDOWN -DSTANDALONE_LOGBOOK $< | ./trimstart.py > $@
 
@@ -19,7 +22,7 @@ rapport.md: rapport.gpp.md logbook.gpp.md markdown.gpp gitlab-markdown.gpp csv2b
 rapport.tex: rapport.gpp.md diagrams markdown.gpp pandoc-pdf-markdown.gpp logbook.gpp.md csv2barchart.py templates/default.latex $(PLANTUML_DIAGRAMS_SVG) $(PLANTUML_DIAGRAMS_PNG)
 	$(GPP) -DPANDOC_PDF $< | ./trimstart.py | pandoc --standalone --pdf-engine=xelatex --template=templates/default.latex -o $@
 
-rapport.pdf: rapport.gpp.md markdown.gpp pandoc-pdf-markdown.gpp logbook.gpp.md csv2barchart.py templates/default.latex $(PLANTUML_DIAGRAMS_SVG) $(PLANTUML_DIAGRAMS_PNG)
+rapport.pdf: rapport.gpp.md markdown.gpp pandoc-pdf-markdown.gpp logbook.gpp.md csv2barchart.py templates/default.latex abstract.pdf statement.pdf $(PLANTUML_DIAGRAMS_SVG) $(PLANTUML_DIAGRAMS_PNG)
 	$(GPP) -DPANDOC_PDF $< | ./trimstart.py | pandoc --pdf-engine=xelatex --template=templates/default.latex -o $@
 
 diagrams: $(PLANTUML_DIAGRAMS_SVG) $(PLANTUML_DIAGRAMS_PNG)
diff --git a/doc/abstract.pdf b/doc/abstract.pdf
new file mode 100644
index 0000000000000000000000000000000000000000..436575e3839e2e2f89ce22f05a21c43456896900
Binary files /dev/null and b/doc/abstract.pdf differ
diff --git a/doc/abstract/abstract.tex b/doc/abstract/abstract.tex
new file mode 100644
index 0000000000000000000000000000000000000000..479c0131abce8d8c9346b2a16e37b69c97d24ca8
--- /dev/null
+++ b/doc/abstract/abstract.tex
@@ -0,0 +1,59 @@
+% !TeX spellcheck = fr_FR
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%%                                                                             %
+%% HEPIA BACHELOR ABSTRACT LATEX TEMPLATE                                      %
+%% version 0.10 - 2020/04/25                                                    %                                                                             %
+%%                                                                             %
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+
+%% To fill up by the student
+\newcommand{\Session}{Printemps 2020}
+\newcommand{\Author}{Dimitri Lizzi}
+\newcommand{\Professor}{Florent GLÜCK}
+\newcommand{\Client}{Centre Informatique}
+\newcommand{\Convention}{non}
+\newcommand{\Confidentiel}{non}
+
+\input{config/conf}
+%\usepackage{showframe}	% Prints document frame
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% DOCUMENT STARTS BELOW %%%%%%%%%%%%%%%%%%%%%%%%%
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\begin{document}
+\chapter*{Résumé}
+%% HEADER IMAGES
+\tikz[remember picture,overlay] \node[shift={(4.655cm,-1.95cm)}] at (current page.north west)
+{\includegraphics[width=5.86cm,height=3.31cm]{template/images/title/hepia_logo}};
+\begin{spacing}{0.956}
+\vspace{0.5cm}
+
+%% CONTENT STARTS HERE
+Votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte. Votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, Votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte, votre texte (\textbf{250 mots minimum et 300 mots maximum dans la police utilisée pour votre mémoire}).
+
+
+\vfill
+\begin{center}
+	{\includegraphics[]{template/images/abstract/image}}\\*
+\vfill
+%% CONTENT ENDS HERE
+
+
+
+{
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%%%%%%%%%%%%%%%%%%%%%%%%%% DO NOT MODIFY THE TABLE BELOW %%%%%%%%%%%%%%%%%%%%%%%
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+	\begin{tabular*}{16cm}{p{7.59cm} p{7.58cm}}
+		\small Candidat-e:					&	\small Professeur-e(s) responsable(s):\\*[10pt]
+		\small\textbf{\textsc{\Author}}		&	\small\textbf{\textsc{\Professor}}\\*[10pt]
+		\footnotesize  Filière d’études : ITI	&	\footnotesize  \textbf{En collaboration avec:} \Client\\*[10pt]
+		\footnotesize  {} & \footnotesize  Travail de bachelor soumis à une convention de stage en entreprise: \Convention\\*[20pt]
+		\footnotesize  {} & \footnotesize  Travail soumis à un contrat de confidentialité: \Confidentiel\\*[10pt]
+	\end{tabular*}\\*[1.9cm]
+}
+
+\end{center}
+\end{spacing}
+\end{document}          
diff --git a/doc/abstract/config/conf.tex b/doc/abstract/config/conf.tex
new file mode 100644
index 0000000000000000000000000000000000000000..506d79fe31327ccf957b062bb3698bca64642c3d
--- /dev/null
+++ b/doc/abstract/config/conf.tex
@@ -0,0 +1,59 @@
+\documentclass[12pt]
+			{report}	% Set document to report class
+\usepackage[T1]
+			{fontenc}	% Font enconding
+\usepackage[utf8]
+			{inputenc}	% Set input encoding to utf-8, thus allow for non-ASCII characters
+\usepackage[french]
+			{babel}		% set document to default language to french
+\usepackage[cm]
+			{fullpage}	% Set margins to full page
+\usepackage[a4paper,includehead,headheight=24pt,left=2.5cm, right=2.5cm, bottom=2.5cm, top=1.26cm]
+			{geometry}	% Configure document geometry
+
+\usepackage{tikz}		% Image and drawing related package
+\usepackage{helvet}		% Helvetica font ~ Arial
+\usepackage{mathptmx}	% Times font ~ Times New Roman
+
+
+\usepackage[sfmath,notextcomp]{kpfonts} % Calibri replacement, font is \sf
+
+\usepackage[scaled=0.85]
+			{beramono}	% Vera mononspace {fvm}
+\usepackage	{berasans}	% Vera sans {fvs}
+
+%% This defines the default sans serif, roman and monospace fonts
+\renewcommand{\sfdefault}
+				{phv}	% helvetica as sans serif font
+\renewcommand{\rmdefault}
+				{ptm}	% times as roman (serif) font
+\renewcommand{\ttdefault}
+				{fvm}	% Vera mononspace as monospace font
+\usepackage{bold-extra}	% Allow custom typsettings horrors like bold Small Caps
+\usepackage{slantsc}	% Allow custom typsettings horrors like slanted Small Caps
+\usepackage{numprint}	% number notation related package, e.g 10'000'000
+\usepackage{setspace}	% linespacing related package
+
+
+\usepackage{lipsum}		% Lorem Ipsum generator
+%\usepackage{showframe}	% Print document frame
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% CUSTOM HEADER %%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\usepackage{fancyhdr}
+\pagestyle{fancy}
+\renewcommand{\headrulewidth}{0pt}
+\fancyhf{}
+\fancypagestyle{plain}{
+	\fancyhf{}%
+	\fancyhead[L,C]{}
+	\fancyhead[R]{\fontsize{11pt}{12.4pt} \sf \textbf{\\*\Session\\*[1.2pt]Session de bachelor}}
+	\fancyfoot[L,C,R]{}
+	\renewcommand{\headrulewidth}{0pt}
+	\renewcommand{\footrulewidth}{0pt}
+}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% CUSTOM CHAPTER TITLES %%%%%%%%%%%%%%%%%%%%%%%%%
+\usepackage{titlesec}
+\titleformat{\chapter}[hang]{\centering \bfseries\scshape\Large}{\thechapter.}{1pc}{}
+\titleformat{name=\chapter,numberless}[hang]{\fontsize{15.5}{18.7}\centering\bfseries\scshape}{}{1pc}{}
+\titlespacing{\chapter}{0pt}{3em}{-12pt}
\ No newline at end of file
diff --git a/doc/abstract/template/images/abstract/image.png b/doc/abstract/template/images/abstract/image.png
new file mode 100644
index 0000000000000000000000000000000000000000..a28c8004c796ab8d2a42158711bb70524dc03f56
--- /dev/null
+++ b/doc/abstract/template/images/abstract/image.png
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:13de9390b20521c1b0bc8cbe3961a877af8f2897188fe3e37b0811b7744c253c
+size 8426
diff --git a/doc/abstract/template/images/title/hepia_logo.jpg b/doc/abstract/template/images/title/hepia_logo.jpg
new file mode 100644
index 0000000000000000000000000000000000000000..4cc3147652641f1b5e3171cedbd0d4e412651883
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diff --git a/doc/abstract/template/images/title/hes-so_geneve_logo.emf b/doc/abstract/template/images/title/hes-so_geneve_logo.emf
new file mode 100644
index 0000000000000000000000000000000000000000..16c24b590748ed1a212df1aadbc92f2eeaa320a5
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diff --git a/doc/abstract/template/images/title/hes-so_geneve_logo.png b/doc/abstract/template/images/title/hes-so_geneve_logo.png
new file mode 100644
index 0000000000000000000000000000000000000000..e874478b4b056d1aab3ca8dba54af574c122bd75
--- /dev/null
+++ b/doc/abstract/template/images/title/hes-so_geneve_logo.png
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:a3c1afa5f5957d3223df24bb8c050629027da75074e46861c9d118a644e5e945
+size 66301
diff --git a/doc/abstract/template/images/title/hes-so_geneve_logo.svg b/doc/abstract/template/images/title/hes-so_geneve_logo.svg
new file mode 100644
index 0000000000000000000000000000000000000000..b9f547e9f625665fcb01e3ecd7f872af510dbe05
--- /dev/null
+++ b/doc/abstract/template/images/title/hes-so_geneve_logo.svg
@@ -0,0 +1,5 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
+<svg width="80mm" height="23mm" viewBox="0 0 8000 2300" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" stroke-width="28.222" stroke-linejoin="round" xml:space="preserve">
+ <image x="0" y="0" width="8000" height="2290" preserveAspectRatio="none" 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"/>
+</svg>
\ No newline at end of file
diff --git a/doc/abstract/template/images/title/title.png b/doc/abstract/template/images/title/title.png
new file mode 100644
index 0000000000000000000000000000000000000000..58b05d87c3fbd02330820b63208b549c621099c0
--- /dev/null
+++ b/doc/abstract/template/images/title/title.png
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:e3fb21237d2425a33029728f1431521b68fd3fbac732ca6b99238a6197cff98a
+size 15775
diff --git a/doc/rapport.gpp.md b/doc/rapport.gpp.md
index 74cf9ccd348ccff5c3b101b9cee0840f210edea4..b1fe5a9ad8aefe77712a9d4c5bad9db46e7c895c 100644
--- a/doc/rapport.gpp.md
+++ b/doc/rapport.gpp.md
@@ -47,9 +47,6 @@ header-includes: |
     \setlength{\parskip}{9pt}
     
     \OnehalfSpacing
-abstract: |
-    \pagebreak
-    TODO: Abstract + illustration
 ---
 !!comment{
 ```
@@ -89,10 +86,25 @@ abstract: |
 
 !!tableofcontents
 !!newpage
+
+!!chapterwithoutnumber{Remerciements}
+
+**TODO: remerciements**
+
+!!ifdef{PANDOC_PDF}
+\addcontentsline{toc}{chapter}{Résumé}
+\includepdf{abstract.pdf}
+
+\addcontentsline{toc}{chapter}{Énoncé}
+\includepdf{statement.pdf}
+!!endif
+
 !!listofacronyms
 !!newpage
+
 !!listoffigures
 !!newpage
+
 !!listoftables
 
 # Introduction
@@ -141,7 +153,7 @@ d’un travail déjà existant.
 
 ## Déroulement
 
-Ce projet n'e pas n'a pas été réalisé dans les locaux d'!!acronym{HEPIA}
+Ce projet n'a pas n'a pas été réalisé dans les locaux d'!!acronym{HEPIA}
 mais à distance, depuis la maison, en partie à cause de la situation
 sanitaire due au COVID-19 mais aussi parce qu'il est effectué dans le
 cadre d'un bachelor en cours du soir, en parallèle à une activité
@@ -154,19 +166,26 @@ mercredis, afin d'assurer un suivi du projet.
 ## Matériel à disposition
 
 Deux mini-ordinateurs ont étés prêtés par !!acronym{HEPIA} pour la durée
-du projet, afin d'effectuer des tests sur du matériel réel. Ces
-ordinateurs ont les spécifications suivantes:
+du projet, afin d'effectuer des tests sur du matériel réel. Les
+spécifications de ces ordinateurs sont définies dans la table
+!!ref{mini_pc_specs}.
+
+!!tableheader{mini_pc_specs}{Spécifications techniques des ordinateurs mis à disposition}
+
+| Caractéristique | Description                                                         |
+|:----------------|:--------------------------------------------------------------------|
+| Constructeur    | _DELL_                                                              |
+| Modèle          | _Optiplex 7060 micro_                                               |
+| Processeur      | _Intel® Core™ i7-8700 @ 3.20GHz_                                    |
+| Mémoire vive    | 8 GiB (2 barettes 4GiB _SODIMM DDR4 Synchronous_ 2666 MHz (0.4 ns)) |
+| Disque          | _TOSHIBA KSG60ZMV_ SSD 476GiB (512GB)                               |
+| Réseau          | _Intel e1000e Gigabit Ethernet_                                     |
 
-- Constructeur: _DELL_
-- Modèle: _Optiplex 7060 micro_
-- Processeur: _Intel® Core™ i7-8700 @ 3.20GHz_
-- Mémoire vive: 8 GiB (2 barettes 4GiB _SODIMM DDR4 Synchronous_ 2666
-  MHz (0.4 ns))
-- Disque: _TOSHIBA KSG60ZMV_ SSD 476GiB (512GB)
-- Réseau: _Intel e1000e Gigabit Ethernet_
 
 ## Méthodologie
 
+Le travail a été découpé en
+
 # Cas d'utilisation
 
 L'aspect fonctionnel du système à réaliser est décrit avec un diagramme
diff --git a/doc/rapport.md b/doc/rapport.md
index efeb3740719aa89ac4536e84faaf460c39abb157..73ca5ae8a37893dcd3aa1d9f18848bc2aa998179 100644
--- a/doc/rapport.md
+++ b/doc/rapport.md
@@ -4,6 +4,13 @@
 
 
 
+
+# Remerciements
+
+**TODO: remerciements**
+
+
+
 # Liste des acronymes
 
 - **BIOS**: _Basic Input Output System_: système de base d'entrée sortie
@@ -71,6 +78,8 @@
 
 
 
+
+
 # Introduction
 
 ## Contexte
@@ -115,28 +124,40 @@ d’un travail déjà existant.
 - Si le temps le permet: optimisation de la bande passante du réseau
   dans le cas de nombreux téléchargements effectués en parallèle.
 
-## Méthodologie de travail
+## Déroulement
 
-Il n'a pas été réalisé dans les locaux d'<abbr title="Haute école du paysage, d’ingénierie et d’architecture de Genève ">HEPIA</abbr> mais à
-distance, en partie à cause de la situation sanitaire due au COVID-19
-mais aussi parce qu'il est effectué dans le cadre d'un bachelor en cours
-du soir, en parallèle à une activité professionnelle à 80%.
+Ce projet n'e pas n'a pas été réalisé dans les locaux d'<abbr title="Haute école du paysage, d’ingénierie et d’architecture de Genève ">HEPIA</abbr>
+mais à distance, depuis la maison, en partie à cause de la situation
+sanitaire due au COVID-19 mais aussi parce qu'il est effectué dans le
+cadre d'un bachelor en cours du soir, en parallèle à une activité
+professionnelle à 80%.
 
 Des rendez-vous hebdomadaires avec le professeur responsable Florent
 Glück ainsi que l'assistant Sébastien Chassot ont été organisés tous les
 mercredis, afin d'assurer un suivi du projet.
 
-Deux mini-ordinateurs ont étés prêtés pour la durée du projet, afin
-d'effectuer des tests sur du matériel réel. Ces ordinateurs ont les
-spécifications suivantes:
-
-- Constructeur: _DELL_
-- Modèle: _Optiplex 7060 micro_
-- Processeur: _Intel® Core™ i7-8700  3.20GHz_
-- Mémoire vive: 8 GiB (2 barettes 4GiB _SODIMM DDR4 Synchronous_ 2666
-  MHz (0.4 ns))
-- Disque: _TOSHIBA KSG60ZMV_ SSD 476GiB (512GB)
-- Réseau: _Intel e1000e Gigabit Ethernet_
+## Matériel à disposition
+
+Deux mini-ordinateurs ont étés prêtés par <abbr title="Haute école du paysage, d’ingénierie et d’architecture de Genève ">HEPIA</abbr> pour la durée
+du projet, afin d'effectuer des tests sur du matériel réel. Les
+spécifications de ces ordinateurs sont définies dans la table
+![ci-dessous](#mini_pc_specs).
+
+
+Spécifications techniques des ordinateurs mis à disposition: <a name="mini_pc_specs"/>
+
+
+| Caractéristique | Description                                                         |
+|:----------------|:--------------------------------------------------------------------|
+| Constructeur    | _DELL_                                                              |
+| Modèle          | _Optiplex 7060 micro_                                               |
+| Processeur      | _Intel® Core™ i7-8700  3.20GHz_                                    |
+| Mémoire vive    | 8 GiB (2 barettes 4GiB _SODIMM DDR4 Synchronous_ 2666 MHz (0.4 ns)) |
+| Disque          | _TOSHIBA KSG60ZMV_ SSD 476GiB (512GB)                               |
+| Réseau          | _Intel e1000e Gigabit Ethernet_                                     |
+
+
+## Méthodologie
 
 # Cas d'utilisation
 
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