<p>Les ports, du point de vue logistique, d&eacute;signent un lieu o&ugrave; les navires peuvent mouiller, faire escale, charger ou d&eacute;charger la marchandise. C&rsquo;est le point de rupture de charge&nbsp;; l&rsquo;interface entre la mer et le transport terrestre. Selon des caract&eacute;ristiques g&eacute;ographiques, les ports peuvent &ecirc;tre naturels, artificiels, maritimes, fluviaux ou lagunaires. Le port d&rsquo;Abidjan, site de l&rsquo;&eacute;tude, est un port artificiel maritimo-fluviolagunaire. Le port d&rsquo;Abidjan, voire sa zone sous douane, s&rsquo;&eacute;tend sur une superficie globale de 651&nbsp;000 m2 d&rsquo;espaces exploitable.</p> <p><br /> Au plan social, le port d&rsquo;Abidjan permet de juguler un tant soit peu, la question de l&rsquo;emploi &agrave; Abidjan, voire sur toute l&rsquo;&eacute;tendue du territoire ivoirien. C&rsquo;est un creuset important de l&rsquo;emploi avec pr&egrave;s de 54&nbsp;000 employ&eacute;s (Latte, 2019&nbsp;; Rapport PAA, 2019). Au plan &eacute;conomique, le port d&rsquo;Abidjan contribue &agrave; 90 % des recettes douani&egrave;res et 60 % de la production industrielle ivoirienne (programme des Nations unies pour l&rsquo;environnement et l&rsquo;Organisation maritime internationale, 2009). Le port d&rsquo;Abidjan est une plaque tournante des &eacute;changes sous r&eacute;gionaux en sa qualit&eacute; de port de transbordement et de transit.</p> <p>Pour pr&eacute;server cet atout social, &eacute;conomique et sous-r&eacute;gional, l&rsquo;Autorit&eacute; portuaire a mis en place des dispositifs de s&ucirc;ret&eacute;, qui n&rsquo;ont certainement pas les r&eacute;sultats escompt&eacute;s puisque les atteintes &agrave; l&rsquo;int&eacute;grit&eacute; physique des usagers et des biens mat&eacute;riels ainsi qu&rsquo;aux m&oelig;urs s&rsquo;amplifient (N&rsquo;Guessan, 2019). Ce que les rapports du Groupe s&eacute;curit&eacute; portuaire (GSP) et les donn&eacute;es recueillies aupr&egrave;s du commissariat de police sp&eacute;ciale du port d&rsquo;Abidjan illustrent bien.</p> <p style="text-align:justify; margin-bottom:11px"><img alt="" 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" /></p> <p style="text-align: justify;">Nous observons que malgr&eacute; les efforts de l&rsquo;Autorit&eacute; portuaire, l&rsquo;ins&eacute;curit&eacute; y est persistante. Ce qui peut expliquer l&rsquo;existence de points non pris en compte dans la mise en &oelig;uvre pratique des dispositifs de s&ucirc;ret&eacute;&nbsp;; compris en termes d&rsquo;obstacles de la s&ucirc;ret&eacute; portuaire. Pour Haveman et Shatz (2006) cit&eacute;s par Oindji (2022), l&rsquo;obstacle majeur dans la s&ucirc;ret&eacute; portuaire est la difficult&eacute; &agrave; contr&ocirc;ler toute la cha&icirc;ne d&rsquo;approvisionnement c&rsquo;est-&agrave;-dire du chargement au d&eacute;chargement en passant par le s&eacute;jour en mer. Outre l&rsquo;obstacle li&eacute; &agrave; l&rsquo;activit&eacute; portuaire, il y a celui inh&eacute;rent aux caract&eacute;ristiques physiques des ports. Adams et al. (2020) affirment que&nbsp;:&nbsp;&laquo;&nbsp;Les ports sont des infrastructures critiques dont l&rsquo;organisation est complexe&nbsp;&raquo; et ce, &agrave; cause de la dimension spatiale des ports selon Kusi (2015).</p> <p style="text-align: justify;"><br /> Cependant, des risques de cyber s&eacute;curit&eacute; existent car un acteur interne &agrave; l&rsquo;organisation technologique s&eacute;curitaire peut l&rsquo;utiliser &agrave; des fins criminelles (Adams et al., 2020) voire terroristes. L&rsquo;explication de ces auteurs met en exergue l&rsquo;obstacle que peut constituer le facteur humain dans la s&ucirc;ret&eacute; portuaire. En effet, l&rsquo;homme est au c&oelig;ur du dispositif de s&ucirc;ret&eacute;. Il en est l&rsquo;&eacute;picentre. C&rsquo;est lui qui pense le dispositif et l&rsquo;actionne. Ce qui pousse Kusi (2015) &agrave; placer le facteur humain comme le v&eacute;ritable obstacle de la s&ucirc;ret&eacute; portuaire. Car pr&eacute;venir, les menaces internes en s&ucirc;ret&eacute;, est l&rsquo;une des t&acirc;ches les plus rudes et complexes auxquelles peut &ecirc;tre confront&eacute; l&rsquo;appareil s&eacute;curitaire. Un dispositif de s&ucirc;ret&eacute; fonctionne bien quand les hommes en charge de veiller &agrave; sa bonne marche sont concern&eacute;s par la question. C&rsquo;est l&rsquo;homme qui sous-tend le dispositif et non l&rsquo;inverse. Enfin, l&rsquo;inad&eacute;quation des mesures et proc&eacute;dures de s&ucirc;ret&eacute; portuaires face &agrave; la menace constitue un probl&egrave;me qui &eacute;maille la s&ucirc;ret&eacute; portuaire selon l&rsquo;United States Department of Transport (1997).</p> <h2 style="text-align: justify;">M&eacute;thodologie</h2> <p style="text-align: justify;">En lien avec l&rsquo;objet d&rsquo;&eacute;tude, le port d&rsquo;Abidjan est l&rsquo;espace dans lequel cette &eacute;tude a &eacute;t&eacute; men&eacute;e. Le port d&rsquo;Abidjan, comme sus-&eacute;voqu&eacute;, s&rsquo;&eacute;tend sur une superficie globale de 651&nbsp;000 m2 d&rsquo;espaces exploitables. Toutefois, il faut relever que l&rsquo;&eacute;tude n&rsquo;a pas pris en compte toute l&rsquo;&eacute;tendue du port&nbsp;; mais a &eacute;t&eacute; men&eacute;e particuli&egrave;rement dans la p&eacute;riph&eacute;rie, aux acc&egrave;s l&eacute;gaux c&rsquo;est-&agrave;-dire aux six postes de contr&ocirc;le et aux douze zones d&rsquo;acc&egrave;s restreint. Le choix de ces sites s&rsquo;explique premi&egrave;rement par le fait qu&rsquo;ils constituent les lignes de d&eacute;fense du port&nbsp;; et deuxi&egrave;mement parce que ces sites offrent la possibilit&eacute; d&rsquo;observer ce qui se fait durant le contr&ocirc;le, la surveillance des usagers de fa&ccedil;on quotidienne au port conform&eacute;ment au code ISPS[1], la norme en mati&egrave;re de s&ucirc;ret&eacute; maritime et portuaire. Ce qui nous permet de voir les &eacute;carts et d&rsquo;identifier et d&eacute;crire les obstacles de la s&ucirc;ret&eacute; du port d&rsquo;Abidjan.</p> <p style="text-align: justify;">L&rsquo;&eacute;chantillon d&rsquo;enqu&ecirc;te a &eacute;t&eacute; d&eacute;termin&eacute; gr&acirc;ce &agrave; la technique d&rsquo;&eacute;chantillonnage par choix raisonn&eacute;. Gr&acirc;ce &agrave; cette technique, le chercheur choisit librement les enqu&ecirc;t&eacute;s sur la base d&rsquo;&eacute;l&eacute;ments qu&rsquo;il juge pertinents. Ce sont quarante-et-une personnes qui ont &eacute;t&eacute; questionn&eacute;es afin de comprendre de fa&ccedil;on pragmatique ce qui se fait durant le contr&ocirc;le, la surveillance au port d&rsquo;Abidjan. Elles se r&eacute;partissent comme suit&nbsp;:</p> <p><span style="font-size:11pt"><span style="break-after:avoid"><span style="line-height:107%"><span calibri="" style="font-family:"><b><span style="font-size:10.0pt"><span linotype="" palatino="" style="font-family:">Tableau 3&nbsp;: R&eacute;partition de l&rsquo;&eacute;chantillon d&rsquo;enqu&ecirc;te et fonction des enqu&ecirc;t&eacute;s</span></span></b></span></span></span></span></p> <p style="text-align:justify; margin-bottom:11px"><img alt="" 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" /></p> <div> <p style="text-align: justify;">Pour la collecte des informations inh&eacute;rentes &agrave; l&rsquo;objet d&rsquo;&eacute;tude, nous avons convoqu&eacute; l&rsquo;&eacute;tude documentaire, l&rsquo;entretien, le questionnaire et l&rsquo;observation directe. L&rsquo;&eacute;tude documentaire se justifie dans la mesure o&ugrave; elle a permis d&rsquo;approfondir les connaissances sur la s&ucirc;ret&eacute; portuaire et maritime et de cerner au mieux l&rsquo;objet d&rsquo;&eacute;tude dans sa singularit&eacute; au port d&rsquo;Abidjan aux fins d&rsquo;enrichir la litt&eacute;rature tout en restant fixer sur les travaux des pr&eacute;d&eacute;cesseurs afin d&rsquo;&eacute;viter de nous &eacute;garer. L&rsquo;entretien et le questionnaire ont permis d&rsquo;avoir des informations sur les obstacles de la s&ucirc;ret&eacute; au port d&rsquo;Abidjan. Ce qui a &eacute;galement facilit&eacute; la description des obstacles gr&acirc;ce aux discours tenus par les enqu&ecirc;t&eacute;s. L&rsquo;observation directe a permis de voir qui effectue la surveillance, la protection, le contr&ocirc;le, comment le fait-il, avec quoi le fait-il et comprendre pourquoi le fait-il. En d&rsquo;autres termes, elle a permis de voir ce qui est fait en mati&egrave;re de s&ucirc;ret&eacute; portuaire dans la p&eacute;riph&eacute;rie et aux acc&egrave;s afin de l&rsquo;&eacute;prouver au code ISPS pour en d&eacute;celer les &eacute;carts.</p> <p style="text-align: justify;"><br /> Toutes les donn&eacute;es recueillies ont &eacute;t&eacute; trait&eacute;es au moyen des analyses qualitative et quantitative&nbsp;; et ce, respectivement gr&acirc;ce &agrave; l&rsquo;analyse de contenu et le tri &agrave; plat. L&rsquo;analyse de contenu a permis de mieux comprendre la r&eacute;alit&eacute; des enqu&ecirc;t&eacute;s en termes de pratique quotidienne de la s&ucirc;ret&eacute;&nbsp;; du sens accord&eacute; au contr&ocirc;le, &agrave; la surveillance et &agrave; la protection au quotidien et &agrave; chaque passage d&rsquo;usager pour comprendre ce qui obstrue la s&ucirc;ret&eacute; du port d&rsquo;Abidjan. Le tri &agrave; plat a permis la construction de tableaux statistiques &agrave; partir des donn&eacute;es collect&eacute;es.</p> <h2 style="text-align: justify;">R&eacute;sultats</h2> <p style="text-align: justify;">Les obstacles de la s&ucirc;ret&eacute; du port d&rsquo;Abidjan sont, en clair, des opportunit&eacute;s criminelles, voire des conditions n&eacute;cessaires &agrave; la facilitation et &agrave; la perp&eacute;tration des incidents. Les obstacles de la s&ucirc;ret&eacute; du port d&rsquo;Abidjan sont de six ordres. Il s&rsquo;agit des obstacles r&eacute;glementaires, des obstacles organisationnels, des obstacles infrastructurels, des obstacles culturels, des obstacles li&eacute;s aux cat&eacute;gories d&rsquo;infracteurs et aux acteurs de la s&ucirc;ret&eacute; et des obstacles budg&eacute;taires.</p> <p style="text-align: justify;">Obstacles r&eacute;glementairesIls sont le fait de l&rsquo;insuffisance et de l&rsquo;absence de textes en mati&egrave;re de s&ucirc;ret&eacute; portuaire. En effet, le r&egrave;glement de police du port d&rsquo;Abidjan est un recueil d&rsquo;interdits et de sanctions afin de pr&eacute;venir les incidents de s&ucirc;ret&eacute; et de s&eacute;curit&eacute;. Cependant, la r&eacute;currence des incidents au port d&rsquo;Abidjan montre que le r&eacute;sultat voulu en &eacute;laborant ce r&egrave;glement n&rsquo;est pas toujours atteint. Tr&egrave;s focalis&eacute; sur les incidents de s&eacute;curit&eacute;, le r&egrave;glement de police du port d&rsquo;Abidjan n&rsquo;a pas retranscrit l&rsquo;esprit du code ISPS&nbsp;; ce qui fait qu&rsquo;il est d&eacute;pourvu de dispositions pratiques pouvant aider les agents de la Capitainerie (&lsquo;&lsquo;police maritime et portuaire&rsquo;&rsquo;) &agrave; lutter contre le terrorisme, ph&eacute;nom&egrave;ne multiforme et les autres actes de malveillance (vols, fraudes, intrusions, escalades).</p> <h4 style="text-align: justify;">Obstacles organisationnels</h4> <p style="text-align: justify;">Ils sont perceptibles dans la politique g&eacute;n&eacute;rale en mati&egrave;re de s&ucirc;ret&eacute; institu&eacute;e au port d&rsquo;Abidjan dont la direction g&eacute;n&eacute;rale des affaires maritimes et portuaires (DGAMP) est l&rsquo;autorit&eacute; d&eacute;sign&eacute;e&nbsp;; pour dire qu&rsquo;elle est l&rsquo;acteur principal en charge de la mise en place du code ISPS et de sa surveillance. Or, la s&ucirc;ret&eacute; et la s&eacute;curit&eacute; portuaires sont &eacute;troitement li&eacute;es dont la seconde fait &eacute;galement appel &agrave; des acteurs compris dans la politique s&eacute;curitaire globale du port d&rsquo;Abidjan.</p> <p style="text-align: justify;">En effet, la pluralit&eacute; des acteurs devient un obstacle dans la s&eacute;curisation du port dans la mesure o&ugrave; certains se retrouvent dans le p&eacute;rim&egrave;tre des autres. C&rsquo;est par exemple, le cas avec les agents de la Capitainerie qui interviennent quotidiennement et r&eacute;guli&egrave;rement en zone p&eacute;ri-portuaire. Pourtant, c&rsquo;est le champ de pr&eacute;dilection des policiers du commissariat du port. Le r&egrave;glement de police du port d&rsquo;Abidjan est formel en ces termes&nbsp;:&nbsp;&laquo;&nbsp;Outre les ordres nautiques&nbsp;&raquo;, les agents de la Capitainerie peuvent suppl&eacute;er les agents du commissariat en cas d&rsquo;absence. Etant pr&eacute;sents, les agents du commissariat de police du port d&rsquo;Abidjan se demandent ce que font les agents de la Capitainerie en zone p&eacute;ri-portuaire (terre). Ils disent&nbsp;:&nbsp;&laquo;&nbsp;c&rsquo;est comme voir la marine nationale effectuer le contr&ocirc;le sur les voies terrestres en situation normale&nbsp;&raquo;. Cette situation cr&eacute;e des conflits de comp&eacute;tence et les incoordinations des actions. C&rsquo;est &eacute;galement le cas entre le groupe s&eacute;curit&eacute; portuaire (GSP) et la DGAMP. &laquo;&nbsp;Le GSP a interpell&eacute; des infracteurs aux r&egrave;glements de police, d&rsquo;exploitation et du Code maritime. Ces individus ont &eacute;t&eacute; arr&ecirc;t&eacute;s parce qu&rsquo;ils &eacute;taient en situation de p&ecirc;che illicite Mais, la DGAMP a ordonn&eacute; aux agents du GSP de les transf&eacute;rer &agrave; leur base pour instruction&nbsp;&raquo;.</p> <p style="text-align: justify;">Le commandant du GSP D. M. rel&egrave;ve l&rsquo;anormalit&eacute; de la d&eacute;cision de la DGAMP car le GSP a pour mission traditionnelle le maintien de l&rsquo;ordre public et la s&ucirc;ret&eacute; des personnes et des biens. Que la DGAMP demande au GSP de ne pas conduire l&rsquo;instruction dans les affaires de p&ecirc;che illicite est en d&eacute;phasage avec leur mission r&eacute;galienne. Ils pouvaient la faire et transmettre les rapports issus de l&rsquo;instruction &agrave; l&rsquo;autorit&eacute; d&eacute;sign&eacute;e. Selon certaines indiscr&eacute;tions, la DGAMP agit ainsi &agrave; cause des amendes assorties des enqu&ecirc;tes, lesquelles sont g&eacute;r&eacute;es par le service ayant fait l&rsquo;arrestation et l&rsquo;instruction. C&rsquo;est en moyenne &laquo;&nbsp;610&nbsp;000 francs CFA&nbsp;&raquo; par an per&ccedil;us comme amendes aupr&egrave;s des infracteurs en 2019 par le GSP dans les affaires inh&eacute;rentes &agrave; la p&ecirc;che illicite.</p> <p style="text-align: justify;">Aussi pouvons-nous noter que l&rsquo;organisation des acteurs en charge de la s&ucirc;ret&eacute; du port ne favorise pas la collaboration entre ces derniers. Une &agrave; deux rencontres chaque semestre pour les sup&eacute;rieurs. Mais la base, c&rsquo;est-&agrave;-dire les acteurs op&eacute;rationnels ne se rencontrent pratiquement jamais pour des &eacute;changes sur la s&ucirc;ret&eacute; portuaire et maritime. Dans la lutte contre le terrorisme, l&rsquo;esprit de groupe doit supplanter l&rsquo;int&eacute;r&ecirc;t individuel. Et, il faut rappeler que le code ISPS demande une coop&eacute;ration internationale. Si au plan national, les acteurs de la s&ucirc;ret&eacute; n&rsquo;ont pas l&rsquo;habitude de collaborer entre eux ivoiriens, l&rsquo;on se demande s&rsquo;ils le pourront avec des &eacute;trangers. En gros, l&rsquo;organisation, voire la politique organisationnelle des acteurs dans son op&eacute;rationnalit&eacute; cr&eacute;e des d&eacute;s&eacute;quilibres, des conflits de comp&eacute;tences, l&rsquo;insuffisance de collaboration et d&rsquo;entraide pour juguler la malveillance. Au port, c&rsquo;est &laquo;&nbsp;chacun pour soi&nbsp;&raquo; comme le dit l&rsquo;agent du GSP F. E.</p> <h4 style="text-align: justify;">Obstacles infrastructurels</h4> <p style="text-align: justify;">Dans cette &eacute;tude, ce sont les caract&eacute;ristiques physiques et l&rsquo;&eacute;tendue du port d&rsquo;Abidjan qui sont concern&eacute;es par le terme infrastructurel. L&rsquo;insuffisance d&rsquo;espaces entra&icirc;ne une congestion routi&egrave;re au port d&rsquo;Abidjan. Cet encombrement des voies est caus&eacute; par le stationnement anarchique des camions (programm&eacute;s ou non, charg&eacute;s ou vides). Aussi, faut-il rappeler que la congestion routi&egrave;re est &eacute;galement caus&eacute;e par le d&eacute;veloppement des activit&eacute;s informelles situ&eacute;es aux alentours des postes de contr&ocirc;le. En effet, la congestion routi&egrave;re offre une mauvaise visibilit&eacute; de la p&eacute;riph&eacute;rie. Or, la p&eacute;riph&eacute;rie est un p&eacute;rim&egrave;tre de d&eacute;fense non n&eacute;gligeable dans la s&ucirc;ret&eacute; d&rsquo;un site jug&eacute; sensible comme le port d&rsquo;Abidjan. Puisque les individus, qui fr&eacute;quentent les alentours du port, voire qui c&ocirc;toient les postes de contr&ocirc;le, ne sont pas identifi&eacute;s et leurs mouvements, pas soumis &agrave; des proc&eacute;dures particuli&egrave;res. Une meilleure visibilit&eacute; de la p&eacute;riph&eacute;rie &eacute;viterait au port une attaque terroriste &agrave; partir de cette zone de d&eacute;fense.</p> <p style="text-align: justify;">Egalement, il y a le positionnement des poteaux &eacute;lectriques de la Compagnie ivoirienne d&rsquo;&eacute;lectricit&eacute; (CIE) qui sont &agrave; proximit&eacute; de la cl&ocirc;ture, parfois m&ecirc;me confondus au mur. Les &laquo;&nbsp;rats de port&nbsp;&raquo; et/ou d&rsquo;autres auteurs malveillants escaladent la cl&ocirc;ture &agrave; l&rsquo;aide de ces poteaux &eacute;lectriques. Ces poteaux leur facilitent donc l&rsquo;acc&egrave;s en zone sous-douane d&rsquo;o&ugrave; l&rsquo;inefficacit&eacute; d&rsquo;avoir une cl&ocirc;ture haute de quatre m&egrave;tres.</p> <p style="text-align: justify;">Au niveau de l&rsquo;&eacute;tendue du port d&rsquo;Abidjan, nous observons qu&rsquo;il est aujourd&rsquo;hui tr&egrave;s proche des quartiers et villages environnants. Ce voisinage peut constituer une condition favorable &agrave; la perp&eacute;tration d&rsquo;incidents dans les zones hors et sous douanes. En effet, les malfaiteurs peuvent profiter des activit&eacute;s informelles aux alentours pour acc&eacute;der aux installations portuaires et y perp&eacute;trer des actes malveillants. C&rsquo;est bien le cas avec la proximit&eacute; des embarcations due &agrave; l&rsquo;&eacute;tendue du port.</p> <div style="page-break-after: always"><span style="display: none;">&nbsp;</span></div> <p style="text-align:justify; margin-bottom:11px"><img alt="" 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" /></p> <p>Ne connaissant pas l&rsquo;intention des occupants, il serait pr&eacute;f&eacute;rable qu&rsquo;ils n&rsquo;approchent pas les navires afin de leur &eacute;viter des dommages dont les cons&eacute;quences seraient n&eacute;fastes pour l&rsquo;&eacute;conomie ivoirienne.</p> <p><br /> <strong>Obstacles culturels</strong></p> <p>Il s&rsquo;agit, dans cette &eacute;tude, du jugement moral dont sont issus les acteurs de la s&ucirc;ret&eacute; du port d&rsquo;Abidjan. Les rapports humains entretenus par les acteurs et les usagers/travailleurs du port peuvent compliquer la pratique de la s&ucirc;ret&eacute; aux acc&egrave;s. En effet, les acteurs de la s&ucirc;ret&eacute; se montrent compr&eacute;hensifs face &agrave; l&rsquo;oubli d&rsquo;un titre d&rsquo;acc&egrave;s par un docker connu des agents de Port S&eacute;curit&eacute;&nbsp;; ou d&rsquo;une chasuble d&rsquo;un agent de police, des douanes, des affaires maritimes connu des agents de Port s&eacute;curit&eacute;, appuy&eacute; par les agents du GSP au poste de contr&ocirc;le.</p> <p>Les acteurs trouvent qu&rsquo;appliquer les r&egrave;gles de fa&ccedil;on stricte seraient mal. O. A., un agent de Port s&eacute;curit&eacute; raconte&nbsp;: &laquo;&nbsp;Je le connais et je sais o&ugrave; il travaille. Je connais m&ecirc;me son bureau. C&rsquo;est difficile de ne pas le laisser passer malgr&eacute; l&rsquo;oubli de son joker (douanier), de sa chasuble, voire de son titre d&rsquo;acc&egrave;s (op&eacute;rateurs &eacute;conomiques)&nbsp;&raquo;. Or, fermer les yeux ou laisser passer des usagers qui ne satisfont pas les conditions d&rsquo;acc&egrave;s sous pr&eacute;texte qu&rsquo;on les conna&icirc;t ou qu&rsquo;ils sont influents peut avoir des cons&eacute;quences dramatiques pour le port puisque le terrorisme, qui est une r&eacute;alit&eacute;, est impr&eacute;visible. Ce jugement op&eacute;r&eacute; par les acteurs lors du contr&ocirc;le des usagers est un probl&egrave;me de s&ucirc;ret&eacute; qui peut s&rsquo;apparenter &agrave; la n&eacute;gligence, au laxisme puisqu&rsquo;il n&rsquo;est pas encadr&eacute; par des textes. En gros, c&rsquo;est probablement un probl&egrave;me de culture de la s&ucirc;ret&eacute;.</p> <h4>Obstacles li&eacute;s aux cat&eacute;gories d&rsquo;infracteurs et aux acteurs de la s&ucirc;ret&eacute;</h4> <p>Les cat&eacute;gories d&rsquo;infracteurs &eacute;tudi&eacute;es, dans cette recherche, sont les &laquo;&nbsp;rats du port&nbsp;&raquo;, des &laquo;&nbsp;bana bana&nbsp;&raquo; et des dockers. La pr&eacute;sence quotidienne des &laquo;&nbsp;rats du port&nbsp;&raquo; cause de nombreux probl&egrave;mes &agrave; la s&ucirc;ret&eacute; du port d&rsquo;Abidjan. Sachant qu&rsquo;au niveau des rails, l&rsquo;entr&eacute;e principale ne dispose pas de portail, ils s&rsquo;y infiltrent. Ou encore, ayant connaissance des &eacute;gouts menant &agrave; la zone sous douane, ils s&rsquo;y faufilent en d&eacute;truisant parfois les grilles install&eacute;es pour servir de barri&egrave;res.</p> <p>Quant au &laquo;&nbsp;bana bana&nbsp;&raquo;, b&eacute;n&eacute;ficiant de titres d&rsquo;acc&egrave;s journaliers, ils se retrouvent fr&eacute;quemment et sans autorisation[1] de la Capitainerie &agrave; l&rsquo;int&eacute;rieur des ZAR sur les quais et magasins&nbsp;; des fois sur les navires. Gr&acirc;ce &agrave; la strat&eacute;gie de &laquo;&nbsp;balayure&nbsp;&raquo;, ces derniers op&egrave;rent. Ils volent le riz et celui dit avari&eacute; (m&eacute;lang&eacute; &agrave; du sable) stock&eacute;s dans les magasins. Ou, aid&eacute;s des dockers, les sacs de riz sont d&eacute;chir&eacute;s dans les magasins et revers&eacute;s dans leur sac-&agrave;-dos. Selon des &laquo;&nbsp;bana bana&nbsp;&raquo; et dockers, ils peuvent transporter chacun &laquo;&nbsp;15 &agrave; 38 kilogrammes de riz&nbsp;revendus &agrave; l&rsquo;entr&eacute;e du port chez les d&eacute;tenteurs de &lsquo;&lsquo;maquis&rsquo;&rsquo; ou envoy&eacute;s &agrave; leur domicile&nbsp;&raquo;.</p> <p>Au niveau des acteurs de la s&ucirc;ret&eacute;, ce sont les agents de Port s&eacute;curit&eacute; qui ont retenu notre attention puisqu&rsquo;ils sont &agrave; chaque poste de contr&ocirc;le du port d&rsquo;Abidjan. La disparit&eacute; salariale est un sujet de discorde entre les acteurs op&eacute;rationnels de Port s&eacute;curit&eacute;. Car, ils affirment faire le m&ecirc;me travail pour des salaires diff&eacute;rents et qui ne s&rsquo;am&eacute;liorent pas au fil des ann&eacute;es. Aussi existe-t-il une pression &eacute;norme sur ces agents. Selon P. R.&nbsp;:&nbsp;&laquo;&nbsp;Nous ne devons pas accepter de dons (argent, poisson, eau, sucre, etc.)&nbsp;; &eacute;changer de contact aux postes de contr&ocirc;le&nbsp;; &eacute;changer longtemps avec un usager aux postes de contr&ocirc;le (2 minutes, les agents &agrave; la salle de vid&eacute;osurveillance vous appellent)&nbsp;&raquo;. Enfreindre &agrave; ces consignes, c&rsquo;est commettre une lourde faute dont la cons&eacute;quence est le renvoi syst&eacute;matique et sans droit. C&rsquo;est en moyenne, de 2018 &agrave; 2020, une trentaine d&rsquo;agents qui ont quitt&eacute; Port s&eacute;curit&eacute; pour &lsquo;&lsquo;lourde faute&rsquo;&rsquo;. Pourtant, les agents de Port s&eacute;curit&eacute; connaissent le dispositif de s&ucirc;ret&eacute; mis en place au port d&rsquo;Abidjan. Ils ont une id&eacute;e du Plan de s&ucirc;ret&eacute; du port. Ne dit-on pas que la confidentialit&eacute; est le ma&icirc;tre mot en s&ucirc;ret&eacute;&nbsp;? Si l&rsquo;agent renvoy&eacute; est coopt&eacute; par un r&eacute;seau terroriste, car frustr&eacute; d&rsquo;avoir &eacute;t&eacute; mis &agrave; la porte sans ses droits, le dispositif s&eacute;curitaire pourrait prendre des revers lors d&rsquo;une attaque.</p> <h4>Obstacles budg&eacute;taires</h4> <p>La question du budget allou&eacute; &agrave; la s&ucirc;ret&eacute; est un sujet sensible, jug&eacute; confidentiel au port d&rsquo;Abidjan. Or, ce ne devrait pas &ecirc;tre le cas puisque tout le monde sait que le budget est en partie fonction de la parafiscalit&eacute;[2] ISPS. Selon des acteurs de la s&ucirc;ret&eacute;&nbsp;: &laquo;&nbsp;Le budget de la s&ucirc;ret&eacute; du port d&rsquo;Abidjan est de 100&nbsp;000&nbsp;000 de francs CFA&nbsp;&raquo;. L&rsquo;ex-directeur adjoint de Port S&eacute;curit&eacute; rel&egrave;ve que&nbsp;: &laquo;&nbsp;Le budget allou&eacute; &agrave; la s&ucirc;ret&eacute; est insuffisant pour faire l&rsquo;investissement convenu lors de la concession&nbsp;&raquo;. En effet, en comparaison avec les chiffres des gardes c&ocirc;tes am&eacute;ricains, c&rsquo;est exact. &laquo;&nbsp;En co&ucirc;t initial, la conformit&eacute; d&rsquo;une installation portuaire est d&rsquo;environ 960&nbsp;000&nbsp;000 de dollars am&eacute;ricains soit 481&nbsp;500&nbsp;000&nbsp;000 francs CFA&nbsp;&raquo;. L&rsquo;insuffisance du budget explique peut-&ecirc;tre les 10&nbsp;% du domaine portuaire non couverts par la lumi&egrave;re&nbsp;; les dysfonctionnements des cam&eacute;ras et les nombreux angles&nbsp;morts ; l&rsquo;absence de mat&eacute;riels automatis&eacute;s aux acc&egrave;s.</p> <h2>Discussion</h2> <p>Yapo (2013) rel&egrave;ve le manque de collaboration et de coordination des interventions des acteurs de la s&ucirc;ret&eacute;. L&rsquo;auteure est en accord avec les r&eacute;sultats de cette &eacute;tude qui a relev&eacute; des obstacles organisationnels manifest&eacute;s par le manque de compl&eacute;mentarit&eacute; des acteurs dans la s&eacute;curisation du domaine portuaire. Latte (2019) souligne que l&rsquo;oisivet&eacute; de certains dockers &agrave; l&rsquo;int&eacute;rieur du port est une menace. Car des vols de marchandises par des dockers dans le port ont &eacute;t&eacute; relev&eacute;s par des aconiers durant son &eacute;tude. Ce qui confirme les r&eacute;sultats de cette recherche qui d&eacute;montre que dans bien des cas la menace vient des usagers qui ont la qualit&eacute; d&rsquo;entrer et de sortir librement et qui par strat&eacute;gie malveillante op&egrave;rent et mettent &agrave; mal la s&ucirc;ret&eacute; du port. C&rsquo;est ce que nous avons qualifi&eacute; d&rsquo;obstacles li&eacute;s aux cat&eacute;gories d&rsquo;infracteurs et aux acteurs de la s&ucirc;ret&eacute;. Zinsou (2010) observe que le code ISPS r&eacute;duit son champ d&rsquo;application aux navires et installations portuaires. Pourtant la s&ucirc;ret&eacute; portuaire est un tout (port, installations portuaires, magasins, quais, quai/navire, navires) et non la s&eacute;curisation d&rsquo;une partie (installations portuaires et navires). Ce qui permet de justifier les obstacles r&egrave;glementaires retenus dans cette &eacute;tude. Haveman et Shatz (2006) ainsi que Madoungou (2009) rel&egrave;vent respectivement la n&eacute;gligence des acteurs de la s&ucirc;ret&eacute; et le manque de fermet&eacute; dans l&rsquo;application des textes de s&ucirc;ret&eacute;. Ce qui favorise la perm&eacute;abilit&eacute; des ports en Afrique, l&rsquo;intrusion des substances illicites, des vols et tout autre acte malveillant.</p> <p>La n&eacute;gligence et le manque de rigueur dans l&rsquo;application des textes de s&ucirc;ret&eacute; ont &eacute;t&eacute; repris en termes d&rsquo;obstacles culturels dans cette &eacute;tude. Elle a, certes, d&eacute;crit le laxisme aux acc&egrave;s mais note l&rsquo;absence d&rsquo;une culture de s&ucirc;ret&eacute; chez les acteurs en charge de prot&eacute;ger et s&eacute;curiser les acc&egrave;s du port d&rsquo;Abidjan. Latte (2019) mentionne que la congestion portuaire est un mal auquel le port d&rsquo;Abidjan est confront&eacute;. L&rsquo;encombrement des voies et espaces au port d&rsquo;Abidjan est confirm&eacute; par Koffi (2015) qui souligne l&rsquo;absence de fluidit&eacute; routi&egrave;re ainsi que par Kanat&eacute; (2019) dans son analyse du secteur informel au port d&rsquo;Abidjan. Il faut, toutefois, noter que les auteurs ont abord&eacute; la question de la congestion portuaire sous l&rsquo;aspect &eacute;conomique&nbsp;; du manque &agrave; gagner qu&rsquo;occasionne le ralentissement des op&eacute;rations commerciales. Mais, dans cette &eacute;tude, la congestion portuaire, n&eacute;e des obstacles infrastructurels, est analys&eacute;e dans une approche s&eacute;curitaire &agrave; travers la p&eacute;riph&eacute;rie, une ligne de d&eacute;fense importante dans la pr&eacute;vention de la malveillance. Madoungou et Faure (2018) observent que la s&ucirc;ret&eacute; portuaire a un co&ucirc;t tr&egrave;s &eacute;lev&eacute;. Ce qui pousse des ports &agrave; choisir &agrave; se conformer uniquement aux dispositions obligatoires du code ISPS ou de mettre en &oelig;uvre que les dispositions facultatives dudit code (United Nations Conference on Trade And Development, 2005). Ces auteurs confirment les r&eacute;sultats de cette recherche qui mettent en exergue les obstacles budg&eacute;taires comme frein &agrave; la s&ucirc;ret&eacute; du port d&rsquo;Abidjan.</p> <h2><br /> Conclusion</h2> <p>La pr&eacute;sente &eacute;tude porte sur les obstacles de la s&ucirc;ret&eacute; du port d&rsquo;Abidjan. Elle a pour objectif d&rsquo;identifier et d&eacute;crire les obstacles de la s&ucirc;ret&eacute; du port d&rsquo;Abidjan. Les r&eacute;sultats obtenus indiquent que l&rsquo;objectif est atteint. L&rsquo;&eacute;tude des obstacles &agrave; la s&ucirc;ret&eacute; du port d&rsquo;Abidjan nous a amen&eacute; &agrave; rechercher pourquoi malgr&eacute; les dispositifs actuels de s&ucirc;ret&eacute;, l&rsquo;ins&eacute;curit&eacute; demeure et s&rsquo;intensifie au port d&rsquo;Abidjan. Et &agrave; noter la pertinence du cadre de r&eacute;f&eacute;rence th&eacute;orique qui repose sur la th&eacute;orie des jeux, la th&eacute;orie organisationnelle de Berne et la th&eacute;orie de l&rsquo;action de s&eacute;curit&eacute; de Cusson. Ces th&eacute;ories ont permis respectivement de prouver l&rsquo;existence d&rsquo;obstacles dans ce qui est propos&eacute; en termes de s&ucirc;ret&eacute; actuellement au port d&rsquo;Abidjan&nbsp;; de prouver que le dispositif s&eacute;curitaire du port d&rsquo;Abidjan est confront&eacute; &agrave; des obstacles organisationnels et enfin prouver qu&rsquo;il existe de nombreux &eacute;carts entre ce qui doit &ecirc;tre fait et ce qui est fait en mati&egrave;re de s&ucirc;ret&eacute; portuaire&nbsp;; le tout analys&eacute; en termes d&rsquo;obstacles.</p> <p>Cette &eacute;tude vient apporter un plus au niveau quantitatif en augmentant le nombre d&rsquo;ouvrages sur la s&ucirc;ret&eacute; portuaire&nbsp;; et au niveau qualitatif, elle vient enrichir et compl&eacute;ter les connaissances sur les obstacles de l&rsquo;appareil s&eacute;curitaire dans les ports. Il importe, toutefois, de relever des limites de ce travail de recherche. En effet, les r&eacute;sultats ne concernent que le port d&rsquo;Abidjan et ne peuvent &ecirc;tre appliqu&eacute;s au Port de San-P&eacute;dro m&ecirc;me si ce sont pratiquement les m&ecirc;mes acteurs qui y &lsquo;&lsquo;jouent&rsquo;&rsquo;. Par ailleurs, les obstacles retenus dans ce travail peuvent constituer des pistes de r&eacute;flexion pour les analystes et praticiens constituant l&rsquo;appareil s&eacute;curitaire dans les deux ports ivoiriens et proposer de fa&ccedil;on pragmatique des actions pouvant les s&eacute;curiser au mieux.</p> <h2>R&eacute;f&eacute;rences bibliographiques</h2> <p>ADAMS N. P. H., CHISNALL R. J., PICKERING C. and SCHAUER S. (2020). How port security has to evolve to address the cyber-physical security threat&nbsp;: Lessons from the SAURON PROJECT. Int. J. Transp. Dev. Integr., 4(1). 29-41.</p> <p>HAVEMAN J. D. and SHATZ H. J. (2006). Protecting the nation&rsquo;s Seaports&nbsp;: balacing security and cost. Data. Public Policy Institue of California, 1-296.</p> <p>KANATE M. (2019). &laquo;&nbsp;Les d&eacute;terminants de l&rsquo;implantation des unit&eacute;s de production informelle (UPI) au port d&rsquo;Abidjan&nbsp;&raquo;. Revue Espace G&eacute;ographique et Soci&eacute;t&eacute; Marocaine. 107-127.</p> <p>KUSI B. (2015). Port security-Threats and vulnerabilities, Case&nbsp;: Takoradi Port (Bachelor&rsquo;s Thesis, Degree Programme in Security Management). LAUREA. University of appled sciences. 1-74.</p> <p>LATTE S. A. (2019). Le contr&ocirc;le automatis&eacute; aux acc&egrave;s d&rsquo;un port&nbsp;: cas du port d&rsquo;Abidjan (m&eacute;moire de fin de formation). Conf&eacute;rence des Nations unies sur le commerce et le d&eacute;veloppement. 1-43.</p> <p>MADOUNGOU G. M. N. (2009). Contribution &agrave; l&rsquo;&eacute;tude de la s&eacute;curit&eacute; et de la s&ucirc;ret&eacute; portuaire dans les pays de la c&ocirc;te Ouest africaine (th&egrave;se de doctorat). Facult&eacute; des lettres et sciences humaines. Institut de g&eacute;ographie et d&rsquo;am&eacute;nagement r&eacute;gional de l&rsquo;Universit&eacute; de Nantes. 1-519.</p> <p>MADOUNGOU G. M. N., FAURE F. E. (2018). &laquo;&nbsp;L&rsquo;application du Code ISPS dans les ports de la c&ocirc;te Ouest africaine&nbsp;: difficult&eacute;s de sa mise en &oelig;uvre aux ports de Dakar et de Port-Gentil&nbsp;&raquo; in R&eacute;flexions sur la force de travail dans les milieux portuaires et p&eacute;ri-portuaires, Collection &laquo;&nbsp;Afrique Atlantique&nbsp;&raquo;, 101-121.</p> <p>N&rsquo;GUESSAN S. B. (2019). Impacts psycho socio-&eacute;conomiques de l&rsquo;ins&eacute;curit&eacute; au port d&rsquo;Abidjan. (th&egrave;se de doctorat unique). Unit&eacute; de formation et de recherche criminologie. Universit&eacute; F&eacute;lix Houphou&euml;t Boigny. 1-343.</p> <p>OINDJI K. C. A. (2022). &laquo;&nbsp;Insuffisances des dispositifs de s&ucirc;ret&eacute; du port d&rsquo;Abidjan et cons&eacute;quences&nbsp;&raquo;. Revue trimestrielle des Sciences Sociales-Programme d&rsquo;appui strat&eacute;gique &agrave; la recherche scientifique (RSS-PASRES), 10&egrave;me ann&eacute;e-n&deg; 35, 82-93.</p> <p>PROGRAMME DES NATIONS UNIES POUR L&rsquo;ENVIRONNEMENT ET L&rsquo;ORGANISATION MARITIME INTERNATIONALE. (2009). Le port d&rsquo;Abidjan. Rapport d&rsquo;&eacute;valuation, 1-36.</p> <p>UNITED STATE DEPARTEMENT OF TRANSPORT. (1997). Port security&nbsp;: a national planning guide. 1-23.</p> <p>YAPO M. M. (2013). La lutte contre la criminalit&eacute; maritime dans le Golfe de Guin&eacute;e&nbsp;: cas de la C&ocirc;te d&rsquo;Ivoire et du Nigeria (m&eacute;moire de fin de cycle). Programme de bourses de recherche Nations unies-Fondation nippone du Japon. 1-211.</p> <p>ZINSOU A. (2010). &laquo;&nbsp;La gestion de la s&eacute;curit&eacute; dans l&rsquo;enceinte du port de Cotonou&nbsp;&raquo;. Centre de droit maritime et oc&eacute;anique. Universit&eacute; de Nantes. Neptunus, revue &eacute;lectronique 16(2), 1-10.</p> <p>&nbsp;https://www.portabidjan.ci/fr/documentspdf/rapport-dactivites-2019, lu le 12/02/2022 &agrave; 16h44.</p> <div>&nbsp; <hr align="left" size="1" width="33%" /> <div id="ftn1"> <p class="MsoFootnoteText" style="text-align:justify; margin-bottom:11px"><span style="font-size:10pt"><span style="line-height:107%"><span new="" roman="" style="font-family:" times=""><a href="#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference" style="vertical-align:super"><span style="color:black"><span class="MsoFootnoteReference" style="vertical-align:super"><span style="font-size:10.0pt"><span style="line-height:107%"><span new="" roman="" style="font-family:" times=""><span style="color:black">[1]</span></span></span></span></span></span></span></a><span style="color:black"> En effet, mention doit &ecirc;tre port&eacute;e au verso du titre d&rsquo;acc&egrave;s journalier prouvant qu&rsquo;une d&eacute;rogation a &eacute;t&eacute; faite au d&eacute;tenteur du titre. </span></span></span></span></p> </div> <div id="ftn2"> <p class="MsoFootnoteText" style="text-align:justify; margin-bottom:11px"><span style="font-size:10pt"><span style="line-height:107%"><span new="" roman="" style="font-family:" times=""><a href="#_ftnref2" name="_ftn2" title=""><span class="MsoFootnoteReference" style="vertical-align:super"><span style="color:black"><span class="MsoFootnoteReference" style="vertical-align:super"><span style="font-size:10.0pt"><span style="line-height:107%"><span new="" roman="" style="font-family:" times=""><span style="color:black">[2]</span></span></span></span></span></span></span></a><span style="color:black"> C&rsquo;est une taxe pr&eacute;lev&eacute;e sur les navires en fonction du volume du navire et de sa sp&eacute;cialit&eacute; (min&eacute;ralier, p&eacute;trolier, produits dangereux, p&ecirc;che etc.).</span></span></span></span></p> </div> </div> </div>