Create a directory structure

2019-12-05 20:38:45 +01:00
parent f83ab628bb
commit 4b1f248b56
11 changed files with 26 additions and 397 deletions
--- a/CV-Amin-Kasrou-Aouam-en.yml
+++ b/CV-Amin-Kasrou-Aouam-en.yml
@@ -1,83 +0,0 @@
---
-# Personal details
-name:          Amin Kasrou Aouam
-phone:         +34 658591161
-email:         akasroua@gmail.com
-gitlab:        akasroua
-#publications:  '\*'
-
-#headline:      |
-
-about:         |
-  Computer Engineering student ready to step his toes in the job market.
-
-education:
- years:
-    start: 2017
-    end: present
-  degree:      Bachelor
-  focus:       Computer Engineering
-  institution:  "Universidad de Granada"
-  campus: Ceuta
-
- years:
-    start: 2015
-    end: 2017
-  degree:      Bachelor
-  focus:       Medicine
-  campus: Sevilla
-  institution:  "Universidad de Sevilla"
-
- years:
-    start: 2013
-    end: 2015
-  degree:      Bachelor
-  focus:       Medicine
-  campus: Châtenay-Malabry
-  institution:  "Université Paris-Sud"
-
-programming:
-  - C++
-  - Java
-  - Python
-  - Shell scripting
-
-technologies:
-  - UNIX-like systems
-  - \LaTeX
-  - Git
-  - LEMP - FEMP Stack
-
-languages:
- language: English
-  proficiency: Fluent
-
- language: Spanish
-  proficiency: Native
-
- language: French
-  proficiency: Native
-
- language: Darija (Moroccan dialect)
-  proficiency: Native
-
-courses:
- name: Fundamentals of Robotics
-  institution: Adams Formación
-
- name: Python Programming
-  institution: Universidad de Granada
-
- name: Programming and distribution of mobile apps for Android and iOS devices
-  institution: Universidad de Granada
-
- name: Arduino
-  institution: Universidad de Granada
-#experience:
-#- company:     Trinity College, Cambridge
-#  years:
-#    start:     '1669'
-#    end:       '1702'
-#  position:    Lucasian Professor of Mathematics
-#  description: "Mainly mathematical sciences, but also the study of alchemy and biblical chronology. I generalized the binomial theorem to allow real exponents other than nonnegative integers. Also devised a method for finding successively better approximations to the roots (or zeroes) of a real-valued function, it's called ``Newton's method''"
---