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Les défis de la clandestinité : comment les tueurs islamistes éc

Les défis de la clandestinité constituent un enjeu majeur pour les autorités européennes. En effet, les tueurs islamistes utilisent des méthodes de plus en plus sophistiquées pour échapper à la surveillance. Cette capacité à rester dans l'ombre pose des défis de sécurité considérables. Pour comprendre ces phénomènes, il est essentiel d'analyser les stratégies employées par ces groupes et les faiblesses des systèmes de surveillance actuels. Vous pouvez visionner ce

pour en savoir plus.

Índice
  1. Se cacher d'un tueur islamiste en Europe devient de plus en plus difficile
  2. Rêve de liberté et de secret

Se cacher d'un tueur islamiste en Europe devient de plus en plus difficile

La situation en Europe est devenue de plus en plus préoccupante en ce qui concerne la sécurité et la lutte contre le terrorisme islamiste. Les autorités ont du mal à traquer et à arrêter les terroristes qui se cachent parmi la population. Les réseaux sociaux et les technologies de communication ont rendu plus facile pour les groupes terroristes de se coordonner et de planifier des attaques.

Les services de renseignement et les forces de sécurité doivent faire face à des défis importants pour identifier et neutraliser les menaces terroristes. Les frontières ouvertes et la libre circulation des personnes et des biens en Europe rendent plus difficile la tâche des autorités pour contrôler et surveiller les individus suspects.

Les attentats terroristes récents en Europe ont montré que les terroristes peuvent frapper à tout moment et en tout lieu. Les autorités doivent donc être constamment vigilantes et prendre des mesures de sécurité renforcées pour protéger les citoyens et prévenir de nouvelles attaques. Les Européens doivent être conscients des risques terroristes et coopérer avec les autorités pour prévenir la radicalisation et le terrorisme.

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Il est essentiel que les gouvernements et les institutions européennes travaillent ensemble pour renforcer la coopération et la coordination dans la lutte contre le terrorisme. Les politiques de sécurité

Rêve de liberté et de secret

Le Rêve de liberté et de secret est un thème qui a toujours fasciné les êtres humains. Il s'agit de l'aspiration à être libre et à pouvoir garder ses secrets, sans être jugé ou contrôlé par les autres. Ce thème est présent dans de nombreux domaines, tels que la littérature, la philosophie et la psychologie.

Dans la littérature, on trouve souvent des personnages qui cherchent à échapper à la société et à vivre en toute liberté, sans être contraints par les règles et les conventions. Les œuvres de Jean-Jacques Rousseau et de Voltaire sont des exemples de cette quête de liberté et de secret. Les personnages de ces œuvres cherchent à vivre en harmonie avec la nature et à être libres de leurs pensées et de leurs actes.

En philosophie, la notion de liberté est étroitement liée à celle de secret. Les philosophes comme Immanuel Kant et Jean-Paul Sartre ont exploré les relations entre la liberté et la responsabilité, et ont souligné l'importance de la vie privée et du secret pour préserver la liberté individuelle.

En psychologie, le rêve de liberté et de secret est souvent lié à la quête de l'identité et de l'autonomie. Les individus qui cherchent à être libres et à garder leurs secrets sont souvent en quête de sécurité et de confiance en eux-mêmes.

Bernard Martin

Je m'appelle Bernard et je suis rédacteur pour la page web Sketch Note School, votre portail pour la relaxation et la méditation. Mon objectif est d'aider nos lecteurs à trouver la paix intérieure et la sérénité à travers des techniques de dessin et de prise de notes. Avec mes articles et mes conseils, j'espère guider chacun vers un état de bien-être et de calme mental. Rejoignez-nous sur Sketch Note School pour découvrir un monde de méditation et de détente à portée de clic !

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